Podcast
Questions and Answers
What number is represented by seven ten thousands, eight thousands, four hundreds, six tens and eight ones?
What number is represented by seven ten thousands, eight thousands, four hundreds, six tens and eight ones?
- 70,868
- 78,468 (correct)
- 78,486
- 78,648
Which of the following represents nine ten thousands, two thousands, zero hundreds, eight tens and seven ones?
Which of the following represents nine ten thousands, two thousands, zero hundreds, eight tens and seven ones?
- 90,287
- 92,087 (correct)
- 90,087
- 92,870
If an abacus has 4 beads on the 'Thousands' rod, 9 beads on the 'Hundreds' rod, 1 bead on the 'Tens' rod, and 8 beads on the 'Ones' rod, what number is represented?
If an abacus has 4 beads on the 'Thousands' rod, 9 beads on the 'Hundreds' rod, 1 bead on the 'Tens' rod, and 8 beads on the 'Ones' rod, what number is represented?
- 490018
- 4000900108
- 4918 (correct)
- 491
If you have ten number cards each with a value of ten thousand, what is the total value?
If you have ten number cards each with a value of ten thousand, what is the total value?
How would you correctly read the number 506,012?
How would you correctly read the number 506,012?
Which of the following scenarios requires counting by grouping instead of one by one?
Which of the following scenarios requires counting by grouping instead of one by one?
What number do you get when you combine one ten thousand, eight thousands, nine hundreds, zero tens and one ones?
What number do you get when you combine one ten thousand, eight thousands, nine hundreds, zero tens and one ones?
An abacus shows the number 23,047. If one bead is removed from the 'Thousands' rod and added to the 'Hundreds' rod, what number is now represented?
An abacus shows the number 23,047. If one bead is removed from the 'Thousands' rod and added to the 'Hundreds' rod, what number is now represented?
Which of the following numbers has a zero in the 'Tens' place?
Which of the following numbers has a zero in the 'Tens' place?
Which of the following represents the number 'Twenty-three thousand, six hundred and forty-two'?
Which of the following represents the number 'Twenty-three thousand, six hundred and forty-two'?
In the number 829,451, what place value does the digit '2' represent?
In the number 829,451, what place value does the digit '2' represent?
What number is represented by five ten thousands, two thousands, zero hundreds, three tens and nine ones?
What number is represented by five ten thousands, two thousands, zero hundreds, three tens and nine ones?
What is the place value of the digit '5' in the number 352,862?
What is the place value of the digit '5' in the number 352,862?
Which of the following numbers is formed by adding 1 to 99,995?
Which of the following numbers is formed by adding 1 to 99,995?
What number comes three steps after 2,153, if each step involves adding 1?
What number comes three steps after 2,153, if each step involves adding 1?
Which of the following numbers has a '2' in the hundred thousands place?
Which of the following numbers has a '2' in the hundred thousands place?
If you subtract 1,000 from 290,050 three consecutive times, what is the resulting number?
If you subtract 1,000 from 290,050 three consecutive times, what is the resulting number?
Starting with 12,456, if you add 5 three times consecutively, what is the final number?
Starting with 12,456, if you add 5 three times consecutively, what is the final number?
What number is formed by adding 5 to 'Two hundred thousand' twice?
What number is formed by adding 5 to 'Two hundred thousand' twice?
What number comes three steps before 305,005, if each step involves subtracting 5?
What number comes three steps before 305,005, if each step involves subtracting 5?
What number is formed by adding 5 to 'Fifteen thousand' and then adding 5 again?
What number is formed by adding 5 to 'Fifteen thousand' and then adding 5 again?
What is the total value of the digit 7 in the number 573,291?
What is the total value of the digit 7 in the number 573,291?
Which of the following numbers has a digit with a total value of 500?
Which of the following numbers has a digit with a total value of 500?
In the number 82,496, what is the difference between the total value of the digit 8 and the total value of the digit 4?
In the number 82,496, what is the difference between the total value of the digit 8 and the total value of the digit 4?
Which expression represents the expanded form of the number 29,053?
Which expression represents the expanded form of the number 29,053?
What number is represented by the expanded form 60,000 + 4,000 + 20 + 8?
What number is represented by the expanded form 60,000 + 4,000 + 20 + 8?
Which digit in the number 36,841 has a total value closest to 800?
Which digit in the number 36,841 has a total value closest to 800?
If a number is written as 30,000 + 700 + 5, which digit occupies the tens place?
If a number is written as 30,000 + 700 + 5, which digit occupies the tens place?
What is the total value of the digit in the ten-thousands place in the number 987,654?
What is the total value of the digit in the ten-thousands place in the number 987,654?
A number has 5 in the thousands place, 2 in the tens place, and 9 in the ones place. All other places are zero. What is the number?
A number has 5 in the thousands place, 2 in the tens place, and 9 in the ones place. All other places are zero. What is the number?
What is the sum of the total values of all the digits in the number 123?
What is the sum of the total values of all the digits in the number 123?
A company has 9 containers labeled with '10,000 tablets'. If these are the only containers with that label, what total number of tablets do these containers hold?
A company has 9 containers labeled with '10,000 tablets'. If these are the only containers with that label, what total number of tablets do these containers hold?
A pharmaceutical company has 10 containers, each labeled to hold 1,000 tablets. These containers are stored alongside others. How many tablets are contained within the 10 containers?
A pharmaceutical company has 10 containers, each labeled to hold 1,000 tablets. These containers are stored alongside others. How many tablets are contained within the 10 containers?
If a company has 9 containers with 10,000 tablets each, 10 containers with 1,000 tablets each, and 9 containers with 100,000 tablets each, what is the total number of tablets?
If a company has 9 containers with 10,000 tablets each, 10 containers with 1,000 tablets each, and 9 containers with 100,000 tablets each, what is the total number of tablets?
What is the place value of the digit '1' in the number 1,000,000?
What is the place value of the digit '1' in the number 1,000,000?
What number comes immediately before 300,000 in a sequence where the numbers increase by 100,000?
What number comes immediately before 300,000 in a sequence where the numbers increase by 100,000?
Identify the missing number in the sequence: 729,590, ______, 729,570, 729,560.
Identify the missing number in the sequence: 729,590, ______, 729,570, 729,560.
What is the number that comes after 142,000 in a sequence where numbers increase by 1,000?
What is the number that comes after 142,000 in a sequence where numbers increase by 1,000?
Starting from 699,200, what are the next three numbers in a sequence that increases by 100 each time?
Starting from 699,200, what are the next three numbers in a sequence that increases by 100 each time?
Starting from 300,000, list the subsequent three numbers in a sequence where each number increases by one hundred.
Starting from 300,000, list the subsequent three numbers in a sequence where each number increases by one hundred.
If you start at 100,480 and increment by one hundred three times, what does the sequence look like?
If you start at 100,480 and increment by one hundred three times, what does the sequence look like?
You have 3 containers with 100,000 tablets each, 5 containers with 10,000 tablets each, and 7 containers with 1,000 tablets each. What is the total number of tablets?
You have 3 containers with 100,000 tablets each, 5 containers with 10,000 tablets each, and 7 containers with 1,000 tablets each. What is the total number of tablets?
If you have seven containers filled with 100,000 shillings each, what is the total amount of money you have?
If you have seven containers filled with 100,000 shillings each, what is the total amount of money you have?
A store has 5 packages containing 1,000,000 tablets each. If they sell 2,300,000 tablets, how many tablets remain?
A store has 5 packages containing 1,000,000 tablets each. If they sell 2,300,000 tablets, how many tablets remain?
A school needs 750,000 sheets of paper for the year. If paper is sold in packs of 100,000 sheets, how many packs does the school need to buy?
A school needs 750,000 sheets of paper for the year. If paper is sold in packs of 100,000 sheets, how many packs does the school need to buy?
A charity wants to distribute 900,000 food packages equally among 9 districts. How many packages will each district receive?
A charity wants to distribute 900,000 food packages equally among 9 districts. How many packages will each district receive?
How many hundreds are there in ten thousand?
How many hundreds are there in ten thousand?
Which of the following numbers has the digit 5 in the hundreds place?
Which of the following numbers has the digit 5 in the hundreds place?
Which of the following numbers has the digit 1 in the ones place?
Which of the following numbers has the digit 1 in the ones place?
Which of the following numbers has the digit 4 in the thousands place?
Which of the following numbers has the digit 4 in the thousands place?
What is the place value of the digit 7 in the number 27,256?
What is the place value of the digit 7 in the number 27,256?
Consider the sequence: 10,000, 20,000, 30,000,... If the pattern continues, what are the next three numbers?
Consider the sequence: 10,000, 20,000, 30,000,... If the pattern continues, what are the next three numbers?
If you start at 99,995 and count four steps forward, what is the final number you will reach?
If you start at 99,995 and count four steps forward, what is the final number you will reach?
You have the digits 9, 1, 5, 2, and 8. What is the difference between the largest and smallest numbers you can form using each digit only once?
You have the digits 9, 1, 5, 2, and 8. What is the difference between the largest and smallest numbers you can form using each digit only once?
What number is 10,000 less than 100,000?
What number is 10,000 less than 100,000?
A store sold 1,245 items one day, 1,580 items the next day, and 987 items the third day. How many items were sold in total over the three days?
A store sold 1,245 items one day, 1,580 items the next day, and 987 items the third day. How many items were sold in total over the three days?
If you have 57,392 and subtract 1,000, then subtract 100, and finally add 10, what is the resulting number?
If you have 57,392 and subtract 1,000, then subtract 100, and finally add 10, what is the resulting number?
Which of the following numbers is closest to 73,489?
Which of the following numbers is closest to 73,489?
In the chalk counting basin example, what is the total value represented by the pieces of chalk in the 'Thousands' and 'Ten Thousands' places combined?
In the chalk counting basin example, what is the total value represented by the pieces of chalk in the 'Thousands' and 'Ten Thousands' places combined?
If the number of 'Hundreds' chalk pieces was doubled and the number of 'Ones' chalk pieces was halved, what would be the new number represented in the chalk counting basin?
If the number of 'Hundreds' chalk pieces was doubled and the number of 'Ones' chalk pieces was halved, what would be the new number represented in the chalk counting basin?
Suppose you have the amount of shillings from the one thousand shillings notes (9,000) and you want to distribute these equally among 10 people. How much money will each person get?
Suppose you have the amount of shillings from the one thousand shillings notes (9,000) and you want to distribute these equally among 10 people. How much money will each person get?
If the total amount of money is 100,000 shillings, and you spend 1/4 of it, how much money do you have left?
If the total amount of money is 100,000 shillings, and you spend 1/4 of it, how much money do you have left?
If the number of chalk pieces in each place value (Ones, Tens, Hundreds, Thousands, Ten Thousands, Hundred Thousands) was increased by 1, what number would be represented?
If the number of chalk pieces in each place value (Ones, Tens, Hundreds, Thousands, Ten Thousands, Hundred Thousands) was increased by 1, what number would be represented?
Given the chalk counting basin, if you remove 1 chalk piece from the 'Ten Thousands' place and add it to the 'Hundreds' place, what new number is represented?
Given the chalk counting basin, if you remove 1 chalk piece from the 'Ten Thousands' place and add it to the 'Hundreds' place, what new number is represented?
What is the difference between the value represented by 3 pieces of chalk in the Hundred Thousands place and the value represented by 6 pieces of chalk in the Tens place?
What is the difference between the value represented by 3 pieces of chalk in the Hundred Thousands place and the value represented by 6 pieces of chalk in the Tens place?
If you combine the total value of the two five hundred shilling notes with the value represented by 8 chalk pieces in the hundreds place, what is the combined total value?
If you combine the total value of the two five hundred shilling notes with the value represented by 8 chalk pieces in the hundreds place, what is the combined total value?
If you have 100,000 shillings and decide to exchange it for one thousand shilling notes, how many notes will you receive?
If you have 100,000 shillings and decide to exchange it for one thousand shilling notes, how many notes will you receive?
Suppose the number of chalk pieces in the 'Thousands' place represents the number of thousands of bags of grain a farmer harvests. Each bag weighs 50 kg. What is the total weight of the grain harvested in kilograms?
Suppose the number of chalk pieces in the 'Thousands' place represents the number of thousands of bags of grain a farmer harvests. Each bag weighs 50 kg. What is the total weight of the grain harvested in kilograms?
If you start at 300,000 and add 40,000 repeatedly, what is the third number in the sequence?
If you start at 300,000 and add 40,000 repeatedly, what is the third number in the sequence?
Following the pattern of adding 40,000 to the previous number, how many steps are needed to reach exactly 500,000 starting from 300,000?
Following the pattern of adding 40,000 to the previous number, how many steps are needed to reach exactly 500,000 starting from 300,000?
What is the value of seven packages each containing one hundred thousand shillings?
What is the value of seven packages each containing one hundred thousand shillings?
How many packages of one hundred thousand shillings are needed to make two million shillings?
How many packages of one hundred thousand shillings are needed to make two million shillings?
If someone has 5 packages of one hundred thousand shillings and spends two hundred thousand shillings, how much money do they have left?
If someone has 5 packages of one hundred thousand shillings and spends two hundred thousand shillings, how much money do they have left?
A school needs three million shillings for repairs. If they have already raised nine packages of one hundred thousand shillings, how much more money do they still need?
A school needs three million shillings for repairs. If they have already raised nine packages of one hundred thousand shillings, how much more money do they still need?
What is the sum of four hundred thousand, six hundred thousand, and one million?
What is the sum of four hundred thousand, six hundred thousand, and one million?
If you have two packages of 100,000 shillings and spend 50,000 shillings from each package, how much money is remaining in total?
If you have two packages of 100,000 shillings and spend 50,000 shillings from each package, how much money is remaining in total?
A charity aims to collect 1,000,000 shillings. They receive individual donations of 100,000, 250,000, and 350,000 shillings. How much more do they need to reach their goal?
A charity aims to collect 1,000,000 shillings. They receive individual donations of 100,000, 250,000, and 350,000 shillings. How much more do they need to reach their goal?
What is the difference between one million shillings and the sum of three hundred thousand shillings and four hundred thousand shillings?
What is the difference between one million shillings and the sum of three hundred thousand shillings and four hundred thousand shillings?
How many one thousand shilling notes are mentioned?
How many one thousand shilling notes are mentioned?
How much money do the five hundred shilling notes total?
How much money do the five hundred shilling notes total?
What is the total amount of money when you add all the notes?
What is the total amount of money when you add all the notes?
In the counting basin, how many pieces of chalk are in the 'Ones' place?
In the counting basin, how many pieces of chalk are in the 'Ones' place?
How many chalk pieces are in the 'Tens' place?
How many chalk pieces are in the 'Tens' place?
In the example of the chalk counting basin, how many pieces of chalk are in the Hundreds place
In the example of the chalk counting basin, how many pieces of chalk are in the Hundreds place
How many pieces of chalk are in the Thousands place?
How many pieces of chalk are in the Thousands place?
Which of these numbers is read as 'One hundred thousand and six'?
Which of these numbers is read as 'One hundred thousand and six'?
How is the number 254,000 read?
How is the number 254,000 read?
Which of the following numbers is the smallest?
Which of the following numbers is the smallest?
What number is read as 'Five hundred thousand seven hundred and nine'?
What number is read as 'Five hundred thousand seven hundred and nine'?
According to Figure 5, what is contained within the package?
According to Figure 5, what is contained within the package?
If you have two containers labeled with '1,000,000 tablets' each, how many tablets do you have in total?
If you have two containers labeled with '1,000,000 tablets' each, how many tablets do you have in total?
How many containers labeled '100,000' are needed to have a total of 300,000?
How many containers labeled '100,000' are needed to have a total of 300,000?
What is the total value of the digit 1 in the number '100,000'?
What is the total value of the digit 1 in the number '100,000'?
If a container has 100,000 tablets, how many tablets would 5 such containers contain?
If a container has 100,000 tablets, how many tablets would 5 such containers contain?
What number is shown by counting nine containers, each containing 100,000 tablets?
What number is shown by counting nine containers, each containing 100,000 tablets?
If you have 3 containers with 10,000 tablets each and 2 containers with 1,000 tablets each, what is the total number of tablets?
If you have 3 containers with 10,000 tablets each and 2 containers with 1,000 tablets each, what is the total number of tablets?
How many one hundred thousand notes make one million?
How many one hundred thousand notes make one million?
What number comes after 899,000 when counting by one thousand?
What number comes after 899,000 when counting by one thousand?
Using the digits 4, 2, 9, 7, 8, and 1 once each, what is the largest number you can form?
Using the digits 4, 2, 9, 7, 8, and 1 once each, what is the largest number you can form?
If you start at five hundred thousand and count by adding one thousand each time, what is the next number?
If you start at five hundred thousand and count by adding one thousand each time, what is the next number?
What number comes immediately after 270,000 when counting by ten thousands?
What number comes immediately after 270,000 when counting by ten thousands?
What is $270,000 + 10,000$?
What is $270,000 + 10,000$?
Which digit changes when you add 10,000 to 270,000?
Which digit changes when you add 10,000 to 270,000?
What does the total value of a digit in a number represent?
What does the total value of a digit in a number represent?
In the number 479,651, what is the total value of the digit 7?
In the number 479,651, what is the total value of the digit 7?
If you have 270,000 and need to get to 350,000 by adding 10,000 each time, how many steps are needed?
If you have 270,000 and need to get to 350,000 by adding 10,000 each time, how many steps are needed?
What expression describes counting from 270,00 to 300,000 by adding 10,000?
What expression describes counting from 270,00 to 300,000 by adding 10,000?
What is the place value of the digit 9 in the number 89,670?
What is the place value of the digit 9 in the number 89,670?
What is the expanded form?
What is the expanded form?
In the number 479,651, what digit is in the hundreds place?
In the number 479,651, what digit is in the hundreds place?
What is the total value of 5 in the number 479,651?
What is the total value of 5 in the number 479,651?
In the number 89,670, what is the value of the digit 8?
In the number 89,670, what is the value of the digit 8?
What is the smallest place value in the number 479,651?
What is the smallest place value in the number 479,651?
What is 'Seven hundred eighty-nine thousand' written in numerals?
What is 'Seven hundred eighty-nine thousand' written in numerals?
How is 'One hundred seven thousand five hundred and five' written as a numeral?
How is 'One hundred seven thousand five hundred and five' written as a numeral?
What is 'Two hundred sixty-six thousand and eight' in numeral form?
What is 'Two hundred sixty-six thousand and eight' in numeral form?
Which number comes next in the sequence: 200,200; 200,400; 200,600; 200,800; ______?
Which number comes next in the sequence: 200,200; 200,400; 200,600; 200,800; ______?
How many hundreds are there in 10,000?
How many hundreds are there in 10,000?
Which number below has the digit 7 in the tens place?
Which number below has the digit 7 in the tens place?
Which number has the digit 1 in the ones place?
Which number has the digit 1 in the ones place?
In the number 27,256, what is the place value of the digit 5?
In the number 27,256, what is the place value of the digit 5?
Which number among the options has the digit 4 in the thousands place?
Which number among the options has the digit 4 in the thousands place?
What is 12,767 written in words?
What is 12,767 written in words?
How is 'Ten thousand and five' written in numerals?
How is 'Ten thousand and five' written in numerals?
Which of the following is NOT a whole number?
Which of the following is NOT a whole number?
Which of these numbers is a whole number?
Which of these numbers is a whole number?
Which of the following is a list of consecutive whole numbers?
Which of the following is a list of consecutive whole numbers?
If you count from 1 to 10, how many whole numbers do you count?
If you count from 1 to 10, how many whole numbers do you count?
What is the smallest whole number?
What is the smallest whole number?
Which of the following is true about whole numbers?
Which of the following is true about whole numbers?
Which of the following number comes immediately before 1?
Which of the following number comes immediately before 1?
What is the smallest number you can make using the digits 4, 2, 9, 7, 8, and 1 each only once?
What is the smallest number you can make using the digits 4, 2, 9, 7, 8, and 1 each only once?
What is the value of the 'Thousands' if an abacus has 6 beads in that place?
What is the value of the 'Thousands' if an abacus has 6 beads in that place?
If counting is done by adding one thousand each time, what number comes after 501,000?
If counting is done by adding one thousand each time, what number comes after 501,000?
What digit is in the hundreds place in the number 275,391?
What digit is in the hundreds place in the number 275,391?
What is the value of the digit 2 in the number 275,391?
What is the value of the digit 2 in the number 275,391?
Which of the following numbers is read as 'Two hundred fifty-four thousand'?
Which of the following numbers is read as 'Two hundred fifty-four thousand'?
Which of the following numbers is read as 'One hundred thousand and six'?
Which of the following numbers is read as 'One hundred thousand and six'?
In the number 34,789, which digit is in the 'Tens' place?
In the number 34,789, which digit is in the 'Tens' place?
When reading numbers, which place value do you start with?
When reading numbers, which place value do you start with?
Which of the following numbers has a 7 in the thousands place?
Which of the following numbers has a 7 in the thousands place?
What is the place value of the digit '9' in the number 569,234?
What is the place value of the digit '9' in the number 569,234?
What number is represented by an abacus with 1 bead in the Thousands rod, 2 beads in the Hundreds rod, 3 beads in the Tens rod, and 4 beads in the Ones rod?
What number is represented by an abacus with 1 bead in the Thousands rod, 2 beads in the Hundreds rod, 3 beads in the Tens rod, and 4 beads in the Ones rod?
Which of the following numbers has a '5' in the ten thousands place?
Which of the following numbers has a '5' in the ten thousands place?
Which number is the greatest: 444,144; 444,444; 444,441; 434,444; 414,444?
Which number is the greatest: 444,144; 444,444; 444,441; 434,444; 414,444?
Which of the following numbers is smallest: 661,256; 663,666; 666,166; 666,646; 616,666?
Which of the following numbers is smallest: 661,256; 663,666; 666,166; 666,646; 616,666?
What is the value of the digit 9 in the number 392,527?
What is the value of the digit 9 in the number 392,527?
What is the value of the digit 9 in the number 418,692?
What is the value of the digit 9 in the number 418,692?
What number comes after 99,999?
What number comes after 99,999?
When reading numbers, you should consider the place value of digits starting from the rightmost digit and moving to the leftmost digit.
When reading numbers, you should consider the place value of digits starting from the rightmost digit and moving to the leftmost digit.
The number 105 202 is read as 'One hundred and five thousand two hundred and twenty'.
The number 105 202 is read as 'One hundred and five thousand two hundred and twenty'.
In the number 579 711, the digit 9 represents a value of nine thousand.
In the number 579 711, the digit 9 represents a value of nine thousand.
The number 434 444 is greater than the number 444 144.
The number 434 444 is greater than the number 444 144.
The number 661 256 is smaller than the number 616 666.
The number 661 256 is smaller than the number 616 666.
The number three hundred fifty-two thousand eight hundred and sixty-two can be written in numeral form as 352862.
The number three hundred fifty-two thousand eight hundred and sixty-two can be written in numeral form as 352862.
Subtracting 2 successively from 1200 will result in the following sequence: 1200, 1198, 1196, 1194.
Subtracting 2 successively from 1200 will result in the following sequence: 1200, 1198, 1196, 1194.
Adding 1 successively to 99995 results in 99996, 99997, and 99998.
Adding 1 successively to 99995 results in 99996, 99997, and 99998.
In the number 65232, the digit 6 is in the ten thousands place.
In the number 65232, the digit 6 is in the ten thousands place.
Subtracting one thousand successively from 400000 results in: 400000, 399000, 398000, 397000.
Subtracting one thousand successively from 400000 results in: 400000, 399000, 398000, 397000.
A package containing one million Tanzanian shillings is represented in Figure 5.
A package containing one million Tanzanian shillings is represented in Figure 5.
Adding 5 successively to 12456 results in: 12456, 12461, 12466 and 12471.
Adding 5 successively to 12456 results in: 12456, 12461, 12466 and 12471.
Adding 5 successively to 'Two hundred thousand' results in 'Two hundred thousand', 'Two hundred thousand and five', 'Two hundred thousand and ten', and 'Two hundred thousand and fifteen'.
Adding 5 successively to 'Two hundred thousand' results in 'Two hundred thousand', 'Two hundred thousand and five', 'Two hundred thousand and ten', and 'Two hundred thousand and fifteen'.
If you have 10 containers, each labeled with 100,000 tablets, the total number of tablets would be one million.
If you have 10 containers, each labeled with 100,000 tablets, the total number of tablets would be one million.
According to the example, if there are 9 containers labeled with 100,000 tablets each, the total number of tablets is 800,000.
According to the example, if there are 9 containers labeled with 100,000 tablets each, the total number of tablets is 800,000.
If you have 5 containers with 200,000 tablets each, you possess one million tablets in total.
If you have 5 containers with 200,000 tablets each, you possess one million tablets in total.
The example encourages counting containers to find the difference in number of tablets.
The example encourages counting containers to find the difference in number of tablets.
If you had two packages of one million shillings each, as illustrated, their combined value would be five million shillings.
If you had two packages of one million shillings each, as illustrated, their combined value would be five million shillings.
The provided example shows a scenario involving the counting of drug containers to determine the total number of liquids.
The provided example shows a scenario involving the counting of drug containers to determine the total number of liquids.
If a container is labeled with 10 0 00 tablets, this is the same as 100,000 tablets.
If a container is labeled with 10 0 00 tablets, this is the same as 100,000 tablets.
If there are four containers each containing one million tablets, the total number of tablets across all containers is four million tablets.
If there are four containers each containing one million tablets, the total number of tablets across all containers is four million tablets.
Containers holding tablets are arranged with the intent to determine the total only based on visual appeal.
Containers holding tablets are arranged with the intent to determine the total only based on visual appeal.
If there are 9 containers labeled with 10,000 tablets each, then the total number of tablets in these containers is 900,000.
If there are 9 containers labeled with 10,000 tablets each, then the total number of tablets in these containers is 900,000.
Ten containers, each holding 1,000 tablets, will collectively contain 100,000 tablets.
Ten containers, each holding 1,000 tablets, will collectively contain 100,000 tablets.
Combining 900,000 tablets, 90,000 tablets, and 10,000 tablets results in a total of one million tablets.
Combining 900,000 tablets, 90,000 tablets, and 10,000 tablets results in a total of one million tablets.
Writing the number of counters in the counting basin in words and numerals is a direct application of place value understanding.
Writing the number of counters in the counting basin in words and numerals is a direct application of place value understanding.
In the number 1,000,000 the place value of the digit 1 is in the 'hundred thousands' place.
In the number 1,000,000 the place value of the digit 1 is in the 'hundred thousands' place.
The next number in the sequence 100,000, _______, 300,000, 400,000, _______ is 150,000.
The next number in the sequence 100,000, _______, 300,000, 400,000, _______ is 150,000.
When counting from 300,000 to 500,000 by increments of forty thousand, the number 380,000 will be included.
When counting from 300,000 to 500,000 by increments of forty thousand, the number 380,000 will be included.
The sequence 729,600, 729,590, _______, _______, _______, 729,550, 729,540 decreases by 10 each time.
The sequence 729,600, 729,590, _______, _______, _______, 729,550, 729,540 decreases by 10 each time.
To continue the pattern 699,200, _______, _______, _______ by adding one hundred to the previous number, the next number in the sequence would be 699,250.
To continue the pattern 699,200, _______, _______, _______ by adding one hundred to the previous number, the next number in the sequence would be 699,250.
If you start at 300,000 and count by increments of forty thousand, you will reach 510,000 before reaching 500,000.
If you start at 300,000 and count by increments of forty thousand, you will reach 510,000 before reaching 500,000.
If you start with 300,000 and continue a pattern by adding one hundred to the previous number, after three steps, the number will be 300,300.
If you start with 300,000 and continue a pattern by adding one hundred to the previous number, after three steps, the number will be 300,300.
Ten packages, each containing one hundred thousand shillings, amount to ten million shillings.
Ten packages, each containing one hundred thousand shillings, amount to ten million shillings.
Continuing the sequence 100,480, _______, _______, _______ by adding one thousand each time, the subsequent numbers are 101,480, 102,480 and 103,480.
Continuing the sequence 100,480, _______, _______, _______ by adding one thousand each time, the subsequent numbers are 101,480, 102,480 and 103,480.
One million shillings is equivalent to ten groups of one hundred thousand shillings.
One million shillings is equivalent to ten groups of one hundred thousand shillings.
Five packages of one hundred thousand shillings each add up to five hundred shillings.
Five packages of one hundred thousand shillings each add up to five hundred shillings.
Counting from 300,000 to 500,000 by increments of fifty thousand includes the number 350,000.
Counting from 300,000 to 500,000 by increments of fifty thousand includes the number 350,000.
Counting upwards from 300,000 to 500,000 using increments of forty thousand will result in an equal number of steps as counting by increments of fifty thousand.
Counting upwards from 300,000 to 500,000 using increments of forty thousand will result in an equal number of steps as counting by increments of fifty thousand.
If you have 20 packages of one hundred thousand shillings, you possess two million shillings.
If you have 20 packages of one hundred thousand shillings, you possess two million shillings.
Counting from 300,000 upwards, increasing by increments of forty thousand will result in landing exactly on the number 450,000.
Counting from 300,000 upwards, increasing by increments of forty thousand will result in landing exactly on the number 450,000.
Figure 1 displays ten thousand shilling notes.
Figure 1 displays ten thousand shilling notes.
Figure 3 shows five hundred shilling notes.
Figure 3 shows five hundred shilling notes.
There are nine ten thousand shilling notes shown in the image of Figure 1.
There are nine ten thousand shilling notes shown in the image of Figure 1.
Nine ten thousand shilling notes are equal to 900,000 shillings.
Nine ten thousand shilling notes are equal to 900,000 shillings.
The solution section provides a method to calculate the total value of the notes in the figures.
The solution section provides a method to calculate the total value of the notes in the figures.
The question asks to count the notes only in Figure 1.
The question asks to count the notes only in Figure 1.
254 000 is read as 'Two hundred fifty-four thousand'.
254 000 is read as 'Two hundred fifty-four thousand'.
100 006 is read as 'One hundred thousand and six'.
100 006 is read as 'One hundred thousand and six'.
311 008 is read as 'Three hundred eleven thousand and eight'.
311 008 is read as 'Three hundred eleven thousand and eight'.
The number 1 000 000 is read as 'Ten million'.
The number 1 000 000 is read as 'Ten million'.
Adding forty thousand to 300,000 results in 340,000.
Adding forty thousand to 300,000 results in 340,000.
Adding 40,000 to the previous number means we are counting down.
Adding 40,000 to the previous number means we are counting down.
Figure 4 showcases packages of ten thousand shilling notes.
Figure 4 showcases packages of ten thousand shilling notes.
Each package in Figure 4 contains one million shillings.
Each package in Figure 4 contains one million shillings.
Figure 4 displays five packages of shilling notes.
Figure 4 displays five packages of shilling notes.
One million shillings equals one hundred groups of ten thousand shillings.
One million shillings equals one hundred groups of ten thousand shillings.
The example discusses counting down to 1,000,000 shillings.
The example discusses counting down to 1,000,000 shillings.
There are twenty packages of 100,000 shillings in one million shillings.
There are twenty packages of 100,000 shillings in one million shillings.
The total value of a digit shows how much that digit is worth.
The total value of a digit shows how much that digit is worth.
In the number 479,651, the total value of the digit 7 is 7,000.
In the number 479,651, the total value of the digit 7 is 7,000.
The total value of 6 in 89,670 is 600.
The total value of 6 in 89,670 is 600.
Expanded form expresses a number as the product of the total values of its digits.
Expanded form expresses a number as the product of the total values of its digits.
In the expanded form, the total value of each digit in the number is clearly identified.
In the expanded form, the total value of each digit in the number is clearly identified.
Place values, from right to left, are Ones, Tens, Hundreds, Thousands, Ten Thousands, and Hundred Thousands.
Place values, from right to left, are Ones, Tens, Hundreds, Thousands, Ten Thousands, and Hundred Thousands.
In the number 479,651 the digit 4 has a face value of 400,000.
In the number 479,651 the digit 4 has a face value of 400,000.
The total value of the of the digit 5 in the number 479,651 is 500.
The total value of the of the digit 5 in the number 479,651 is 500.
The total value of the digit 9 in the number 479,651 is 9000.
The total value of the digit 9 in the number 479,651 is 9000.
The expanded form of 89,670 is 80,000 + 9,000 + 600 + 70 + 0.
The expanded form of 89,670 is 80,000 + 9,000 + 600 + 70 + 0.
There are 9 containers with a label of 10,000.
There are 9 containers with a label of 10,000.
The containers labeled 10,000 tablets contain a total of 900,000 tablets.
The containers labeled 10,000 tablets contain a total of 900,000 tablets.
The containers labeled with 1,000 tablets contain a total of 100,000 tablets.
The containers labeled with 1,000 tablets contain a total of 100,000 tablets.
The combined total of all tablets in the containers is one million.
The combined total of all tablets in the containers is one million.
One million is written as 1,000,000.
One million is written as 1,000,000.
Adding one hundred to 699,200 results in 699,300.
Adding one hundred to 699,200 results in 699,300.
Adding one hundred to 300,000 results in 400,000.
Adding one hundred to 300,000 results in 400,000.
The place value of the digit 1 in the number 1,000,000 is millions.
The place value of the digit 1 in the number 1,000,000 is millions.
142,000 comes before 141,000 when counting backwards.
142,000 comes before 141,000 when counting backwards.
What is the term for the numbers that are being added together?
What is the term for the numbers that are being added together?
What is the result called after adding two or more numbers?
What is the result called after adding two or more numbers?
In the addition problem 61,345 + 32,134, which number is an addend?
In the addition problem 61,345 + 32,134, which number is an addend?
What operation is defined as bringing two or more numbers together?
What operation is defined as bringing two or more numbers together?
Which of the following is another word for the 'sum' in an addition problem?
Which of the following is another word for the 'sum' in an addition problem?
What is the main purpose of addition?
What is the main purpose of addition?
What skill does the chapter aim to improve?
What skill does the chapter aim to improve?
When adding numbers vertically, what is the first step?
When adding numbers vertically, what is the first step?
What does it mean to 'regroup' in addition?
What does it mean to 'regroup' in addition?
In the example, after adding the ones, what value is carried over to the tens place?
In the example, after adding the ones, what value is carried over to the tens place?
After adding the tens (1 + 8 + 9 = 18), what value is written in the tens position of the answer?
After adding the tens (1 + 8 + 9 = 18), what value is written in the tens position of the answer?
What is the final answer of the addition problem described?
What is the final answer of the addition problem described?
What is the result of adding 8 to 0 in the thousands position, as shown in the example?
What is the result of adding 8 to 0 in the thousands position, as shown in the example?
According to the example, what is the result of adding 888,888 and 110,011?
According to the example, what is the result of adding 888,888 and 110,011?
What is the result of adding 34,487 and 42,002?
What is the result of adding 34,487 and 42,002?
What is the result of 445,702 + 231,264?
What is the result of 445,702 + 231,264?
What is the result of 45,536 + 210,431?
What is the result of 45,536 + 210,431?
What is the sum of 235,641 and 621,357?
What is the sum of 235,641 and 621,357?
What is the result of 647,775 + 200,003?
What is the result of 647,775 + 200,003?
What is the result of 803,414 + 121,405?
What is the result of 803,414 + 121,405?
In the example addition problem, which place value column is added first?
In the example addition problem, which place value column is added first?
What place value is to the immediate right of the 'Thousands' place?
What place value is to the immediate right of the 'Thousands' place?
What is the sum of 715,109 + 263,780?
What is the sum of 715,109 + 263,780?
If you are adding two numbers vertically, what do you need to ensure before adding?
If you are adding two numbers vertically, what do you need to ensure before adding?
What is the result of adding 610,243 and 379,542?
What is the result of adding 610,243 and 379,542?
What is the sum of 453,472 and 316,513?
What is the sum of 453,472 and 316,513?
In Example 1, what digit is in the 'Ten Thousands' place of the number 235,641?
In Example 1, what digit is in the 'Ten Thousands' place of the number 235,641?
In the number 621,357, what digit is in the 'Hundreds' place?
In the number 621,357, what digit is in the 'Hundreds' place?
Which of the following represents the correct way to arrange numbers for vertical addition?
Which of the following represents the correct way to arrange numbers for vertical addition?
What is the next step after aligning numbers by their place values for addition?
What is the next step after aligning numbers by their place values for addition?
What does the 'N' likely represent in the given mathematical expressions?
What does the 'N' likely represent in the given mathematical expressions?
What is the sum of the digits in the ones place in the given addition problem?
What is the sum of the digits in the ones place in the given addition problem?
In the example, what is the sum of the digits in the tens place?
In the example, what is the sum of the digits in the tens place?
What is the sum of the numbers in the hundreds place?
What is the sum of the numbers in the hundreds place?
What is the sum of the digits in the thousands place in the given addition?
What is the sum of the digits in the thousands place in the given addition?
In the example, what is the sum of the digits in the ten thousands place?
In the example, what is the sum of the digits in the ten thousands place?
What is the total value of the digits in the hundred thousands place in the addition problem?
What is the total value of the digits in the hundred thousands place in the addition problem?
According to the worked example, what number is in the ones place of the answer?
According to the worked example, what number is in the ones place of the answer?
A number is formed by combining the thousands and the hundreds digits of the result. What is this number?
A number is formed by combining the thousands and the hundreds digits of the result. What is this number?
After performing the addition, which place value has a digit of 6?
After performing the addition, which place value has a digit of 6?
Which of the listed place value positions contains the digit '9' in the final answer?
Which of the listed place value positions contains the digit '9' in the final answer?
What is the first step when adding numbers, according to the provided information?
What is the first step when adding numbers, according to the provided information?
What should you consider when adding numbers?
What should you consider when adding numbers?
After adding the ones, which place value do you add next?
After adding the ones, which place value do you add next?
Elineema has 56,784 oranges and Flora has 33,912 oranges. How many oranges do they have altogether?
Elineema has 56,784 oranges and Flora has 33,912 oranges. How many oranges do they have altogether?
Mvomero District has 34,006 primary school pupils and 28,543 secondary school pupils. What is the total number of pupils in the district?
Mvomero District has 34,006 primary school pupils and 28,543 secondary school pupils. What is the total number of pupils in the district?
Ujamaa village has 78,000 goats and Muungano village has 16,492 goats. What is the total number of goats in the two villages?
Ujamaa village has 78,000 goats and Muungano village has 16,492 goats. What is the total number of goats in the two villages?
In a training seminar, the first group had 44,200 teachers and the second group had 55,407 teachers. How many teachers attended the seminar in total?
In a training seminar, the first group had 44,200 teachers and the second group had 55,407 teachers. How many teachers attended the seminar in total?
What is the result of adding 235,641 and 621,357?
What is the result of adding 235,641 and 621,357?
What is the first step in adding numbers vertically?
What is the first step in adding numbers vertically?
What is the correct way to arrange numbers for vertical addition?
What is the correct way to arrange numbers for vertical addition?
What operation is primarily demonstrated in the presented examples?
What operation is primarily demonstrated in the presented examples?
What is the result of 453,472 + 316,513?
What is the result of 453,472 + 316,513?
Which of the following is an example of numbers arranged vertically?
Which of the following is an example of numbers arranged vertically?
What should you consider when arranging numbers vertically for addition?
What should you consider when arranging numbers vertically for addition?
In the examples, what is being solved for?
In the examples, what is being solved for?
Adding the ones digits in 453,472 + 316,513, what will your 'ones' column add up to?
Adding the ones digits in 453,472 + 316,513, what will your 'ones' column add up to?
What is the result of adding 445,702 and 231,264?
What is the result of adding 445,702 and 231,264?
What is the sum of 45,536 and 210,431?
What is the sum of 45,536 and 210,431?
Adding 647,775 and 200,003 equals:
Adding 647,775 and 200,003 equals:
What is 610,243 plus 379,542?
What is 610,243 plus 379,542?
What is the result of adding 665,544 and 332,255?
What is the result of adding 665,544 and 332,255?
What is the sum of 785,432 + 213,467?
What is the sum of 785,432 + 213,467?
What is the result of adding 835,201 and 163,348?
What is the result of adding 835,201 and 163,348?
What is the result of adding 100,000 to 99,999?
What is the result of adding 100,000 to 99,999?
What is the sum of 200,000 and 550,533
What is the sum of 200,000 and 550,533
What is the sum of 41,755 and 328,142?
What is the sum of 41,755 and 328,142?
What is the sum of 75,000 and 62,540?
What is the sum of 75,000 and 62,540?
What is the sum of 232,738 and 756,041?
What is the sum of 232,738 and 756,041?
What is the result of adding 135,452 and 210,111?
What is the result of adding 135,452 and 210,111?
What is the sum of 934,533 and 45,302?
What is the sum of 934,533 and 45,302?
What is the value of 710,247 + 9,340?
What is the value of 710,247 + 9,340?
Calculate 857,432 + 131,456.
Calculate 857,432 + 131,456.
What is the sum of 731,546 and 166,422?
What is the sum of 731,546 and 166,422?
Elineema has 56,784 oranges and Flora has 33,912 oranges. Assuming they combine their oranges, what is the total number of oranges they have?
Elineema has 56,784 oranges and Flora has 33,912 oranges. Assuming they combine their oranges, what is the total number of oranges they have?
Ujamaa village has 78,000 goats and Muungano village has 16,492 goats. What is the combined number of goats in both villages?
Ujamaa village has 78,000 goats and Muungano village has 16,492 goats. What is the combined number of goats in both villages?
Two groups of teachers attended a training seminar. The first group had 44,200 teachers and the second group had 55,407 teachers. Assuming no teacher was in both groups, how many teachers attended the seminar in total?
Two groups of teachers attended a training seminar. The first group had 44,200 teachers and the second group had 55,407 teachers. Assuming no teacher was in both groups, how many teachers attended the seminar in total?
What is the correct first step when adding two numbers horizontally without regrouping?
What is the correct first step when adding two numbers horizontally without regrouping?
Given the expression 222,222 + 777,777, what is the digit in the thousands place of the sum?
Given the expression 222,222 + 777,777, what is the digit in the thousands place of the sum?
Consider the addition problem: 444,444 + 555,555 = ?. Without performing the entire calculation, what can you say about the digit in each place value of the sum?
Consider the addition problem: 444,444 + 555,555 = ?. Without performing the entire calculation, what can you say about the digit in each place value of the sum?
What is the result of adding 1,000 to 679,448?
What is the result of adding 1,000 to 679,448?
If you add 134,689 to 856,956, will the digit in the ten thousands place of the result be the same as the digit in the ten thousands place of the numbers being added?
If you add 134,689 to 856,956, will the digit in the ten thousands place of the result be the same as the digit in the ten thousands place of the numbers being added?
What is the estimated sum of 489,765 and 94,538 if both numbers are rounded to the nearest thousand before adding?
What is the estimated sum of 489,765 and 94,538 if both numbers are rounded to the nearest thousand before adding?
Consider the sum of 889,900 and 73,281. In which place value column will carrying over occur?
Consider the sum of 889,900 and 73,281. In which place value column will carrying over occur?
If three numbers are added together: 454,899, 378,716, and 120,102, what is the digit in the thousands place of their collective sum?
If three numbers are added together: 454,899, 378,716, and 120,102, what is the digit in the thousands place of their collective sum?
When adding numbers vertically, what is the most important first step?
When adding numbers vertically, what is the most important first step?
If you are adding 567,891 and 431,107 vertically, what would be the sum of the digits in the 'Ten Thousands' place?
If you are adding 567,891 and 431,107 vertically, what would be the sum of the digits in the 'Ten Thousands' place?
What is the sum of the digits in the hundreds place of the numbers 453,472 and 316,513?
What is the sum of the digits in the hundreds place of the numbers 453,472 and 316,513?
What is the value of N in the equation 567,891 + 431,107 = N?
What is the value of N in the equation 567,891 + 431,107 = N?
What is the value of N in the equation 453,472 + 316,513 = N?
What is the value of N in the equation 453,472 + 316,513 = N?
Consider the following addition problem: 123,456 + 456,789. What is the sum of the digits in the thousands place in the numbers being added together?
Consider the following addition problem: 123,456 + 456,789. What is the sum of the digits in the thousands place in the numbers being added together?
In vertical addition, if the sum of digits in the 'Tens' column is 15 what number do you put in the 'Tens' place of the answer?
In vertical addition, if the sum of digits in the 'Tens' column is 15 what number do you put in the 'Tens' place of the answer?
If you add 1 to each of the digits in both numbers 235,641 and 621,357 before adding them together, what is the new sum?
If you add 1 to each of the digits in both numbers 235,641 and 621,357 before adding them together, what is the new sum?
What is the result of adding 293,586 and 26,323?
What is the result of adding 293,586 and 26,323?
What is the sum of 721,318 and 183,518?
What is the sum of 721,318 and 183,518?
Calculate the sum of 526,517 and 34,048.
Calculate the sum of 526,517 and 34,048.
What is the result of 784,049 + 108,187?
What is the result of 784,049 + 108,187?
Determine the sum of 881,054 and 9,999.
Determine the sum of 881,054 and 9,999.
What is the sum of 786,951 and 118,275?
What is the sum of 786,951 and 118,275?
Calculate the total when 216,783 is added to 678,357.
Calculate the total when 216,783 is added to 678,357.
What is the sum of 484,888 and 200,286?
What is the sum of 484,888 and 200,286?
Determine the sum of 69,000 and 209,179.
Determine the sum of 69,000 and 209,179.
If you add 567,183 and 384,921, what is the result?
If you add 567,183 and 384,921, what is the result?
What is the result of adding 200,000 and 550,533?
What is the result of adding 200,000 and 550,533?
Calculate the sum of 340,405 and 314,582.
Calculate the sum of 340,405 and 314,582.
What is the sum of 710,247 and 9,340?
What is the sum of 710,247 and 9,340?
What is the combined value of 135,452 and 210,111?
What is the combined value of 135,452 and 210,111?
Determine the result of adding 41,755 and 328,142.
Determine the result of adding 41,755 and 328,142.
Calculate the total of 720,340 and 108,637.
Calculate the total of 720,340 and 108,637.
What results from adding 99,999 and 100,000?
What results from adding 99,999 and 100,000?
What does 232,738 plus 756,041 equal?
What does 232,738 plus 756,041 equal?
Calculate the total of adding 857,432 and 131,456.
Calculate the total of adding 857,432 and 131,456.
Calculate the sum of 881,054 and 9,999.
Calculate the sum of 881,054 and 9,999.
What is the sum of 526,507 and 386,549?
What is the sum of 526,507 and 386,549?
Determine the result of adding 465,327 and 388,169.
Determine the result of adding 465,327 and 388,169.
What is the result of adding 877,778 and 66,665?
What is the result of adding 877,778 and 66,665?
What is the result of adding 23,456 to 12,321?
What is the result of adding 23,456 to 12,321?
If you add 11,111 to 88,889, what is the sum?
If you add 11,111 to 88,889, what is the sum?
What is wrong with the following calculation: 345 + 12 = 357 (ignoring alignment)?
What is wrong with the following calculation: 345 + 12 = 357 (ignoring alignment)?
If you have 24,680 and you add 1,111, what is the resulting number?
If you have 24,680 and you add 1,111, what is the resulting number?
If three addends are 234, 1,506, and 23,456, what is their sum?
If three addends are 234, 1,506, and 23,456, what is their sum?
What is the sum of 10,000, 20,000, and 30,000?
What is the sum of 10,000, 20,000, and 30,000?
Which of the following additions requires carrying over from the hundreds place to the thousands place?
Which of the following additions requires carrying over from the hundreds place to the thousands place?
A school has 32,540 exercise books, and receives a donation of 12,345 additional books. If 5,230 books are then distributed, how many books remain?
A school has 32,540 exercise books, and receives a donation of 12,345 additional books. If 5,230 books are then distributed, how many books remain?
A farmer harvests 123,456 kg of maize in one season and 98,765 kg in the next. What is the total weight of maize harvested in these two seasons?
A farmer harvests 123,456 kg of maize in one season and 98,765 kg in the next. What is the total weight of maize harvested in these two seasons?
You have 12,345 and you add 6,789. What is the sum?
You have 12,345 and you add 6,789. What is the sum?
What number do you get if you start with 10,000 and sequentially add 1,000 five times?
What number do you get if you start with 10,000 and sequentially add 1,000 five times?
A construction company buys 45,678 bricks for one project and 54,321 bricks for another. However, 2,134 bricks are damaged. How many usable bricks did the company acquire?
A construction company buys 45,678 bricks for one project and 54,321 bricks for another. However, 2,134 bricks are damaged. How many usable bricks did the company acquire?
If you add 22,222 and 33,333, what digit will be in the hundreds place of the result?
If you add 22,222 and 33,333, what digit will be in the hundreds place of the result?
A store sold 23,456 items in January, 34,567 items in February, and 45,678 items in March. What was the total number of items sold in these three months?
A store sold 23,456 items in January, 34,567 items in February, and 45,678 items in March. What was the total number of items sold in these three months?
What is the result of adding 123,456 and 789?
What is the result of adding 123,456 and 789?
Company A has 123,456 employees, Company B has 234,567 employees, and Company C has 345,678 employees. If Company C lays off 10,000 employees, how many employees are there in total across all companies?
Company A has 123,456 employees, Company B has 234,567 employees, and Company C has 345,678 employees. If Company C lays off 10,000 employees, how many employees are there in total across all companies?
A library has 45,678 fiction books and 54,322 non-fiction books. If they acquire 1,000 new books of each type, what will be the total number of books in the library?
A library has 45,678 fiction books and 54,322 non-fiction books. If they acquire 1,000 new books of each type, what will be the total number of books in the library?
What is the sum of 123,456 and 654,321?
What is the sum of 123,456 and 654,321?
If you add 345,678 and 543,210, what is the digit in the ten thousands place of the sum?
If you add 345,678 and 543,210, what is the digit in the ten thousands place of the sum?
What number must be added to 432,100 to get 753,200?
What number must be added to 432,100 to get 753,200?
If you have the addition problem 2A5,3B1 + 41C,208 = 677,599, what are the values of A, B, and C?
If you have the addition problem 2A5,3B1 + 41C,208 = 677,599, what are the values of A, B, and C?
Consider the numbers 5_6,789 and 123,4_5. What is the sum of the missing digits if the sum of the two numbers is 680,204?
Consider the numbers 5_6,789 and 123,4_5. What is the sum of the missing digits if the sum of the two numbers is 680,204?
Which of the following expressions will result in the same sum as 234,567 + 101,101?
Which of the following expressions will result in the same sum as 234,567 + 101,101?
If you add two numbers and their sum is 987,654, which of the following statements must be true?
If you add two numbers and their sum is 987,654, which of the following statements must be true?
You have 256,789 and need to increase it to 500,000 by adding another number. What digit will be in the thousands place of the number you need to add?
You have 256,789 and need to increase it to 500,000 by adding another number. What digit will be in the thousands place of the number you need to add?
A calculator displays the number 123,456. You add 111,111 to it, but accidentally press the '1' key one extra time in the hundreds place, so you actually add 111,211. What is the difference between the number shown on the calculator and the correct answer?
A calculator displays the number 123,456. You add 111,111 to it, but accidentally press the '1' key one extra time in the hundreds place, so you actually add 111,211. What is the difference between the number shown on the calculator and the correct answer?
Calculate the sum of 135,452 and 210,111.
Calculate the sum of 135,452 and 210,111.
Determine the result of 41,755 + 328,142.
Determine the result of 41,755 + 328,142.
Find the sum of 232,738 and 756,041.
Find the sum of 232,738 and 756,041.
Calculate: 731,546 + 166,422
Calculate: 731,546 + 166,422
Determine the sum of 857,432 + 131,456.
Determine the sum of 857,432 + 131,456.
What is the result of adding 75,000 and 504,643?
What is the result of adding 75,000 and 504,643?
What number is obtained by adding 9,340 to 710,247?
What number is obtained by adding 9,340 to 710,247?
Calculate the the sum of 569,732 and 430,021.
Calculate the the sum of 569,732 and 430,021.
When adding numbers arranged vertically, it is crucial to align them according to their place values.
When adding numbers arranged vertically, it is crucial to align them according to their place values.
In the example provided, 235,641 + 621,357 equals 856,998.
In the example provided, 235,641 + 621,357 equals 856,998.
When adding the numbers 453,472 and 316,513, the hundreds column sums to 10.
When adding the numbers 453,472 and 316,513, the hundreds column sums to 10.
Vertically arranged numbers can always be added without needing to regroup.
Vertically arranged numbers can always be added without needing to regroup.
The ones place is the rightmost column when arranging numbers vertically for addition.
The ones place is the rightmost column when arranging numbers vertically for addition.
In the number 621,357, the digit 2 represents twenty thousand.
In the number 621,357, the digit 2 represents twenty thousand.
The sum total of 567,891 and 431,107 is 998,999.
The sum total of 567,891 and 431,107 is 998,999.
When adding $238,275$ and $500,623$, the sum is $738,898$.
When adding $238,275$ and $500,623$, the sum is $738,898$.
The sum of $731,546$ and $166,422$ is $797,968$.
The sum of $731,546$ and $166,422$ is $797,968$.
Adding $99,999$ and $100,000$ results in $199,999$.
Adding $99,999$ and $100,000$ results in $199,999$.
The result of $342,643 + 455,136$ is equal to $797,779$.
The result of $342,643 + 455,136$ is equal to $797,779$.
The sum of $232,738$ and $756,041$ equals $988,789$.
The sum of $232,738$ and $756,041$ equals $988,789$.
Adding $857,432$ and $131,456$ is equivalent to $988,888$.
Adding $857,432$ and $131,456$ is equivalent to $988,888$.
When adding numbers, you always start with the ones place.
When adding numbers, you always start with the ones place.
$41,755 + 328,142 = 369,897$.
$41,755 + 328,142 = 369,897$.
In the example, after adding the ones, you regroup 13 as 3 tens and 1 one.
In the example, after adding the ones, you regroup 13 as 3 tens and 1 one.
The addition of $800,000$ and $167,489$ equals $968,489$.
The addition of $800,000$ and $167,489$ equals $968,489$.
Regrouping is only necessary when the sum of digits in a place value column is greater than 10.
Regrouping is only necessary when the sum of digits in a place value column is greater than 10.
Adding $224,466$ and $200,000 + 550,533$ gives you $974,999$.
Adding $224,466$ and $200,000 + 550,533$ gives you $974,999$.
In the provided example, the sum in the hundreds place is 12, so you write down the 2 and carry-over the 1 to the thousands place.
In the provided example, the sum in the hundreds place is 12, so you write down the 2 and carry-over the 1 to the thousands place.
When adding 456,736 and 13,497, the digit in the hundred thousands place of the result is 4.
When adding 456,736 and 13,497, the digit in the hundred thousands place of the result is 4.
When adding numbers, you should arrange them vertically to match their place values.
When adding numbers, you should arrange them vertically to match their place values.
When adding $6 + 9$ in the ones place, the result is 15, which is regrouped as 1 ten and 5 ones.
When adding $6 + 9$ in the ones place, the result is 15, which is regrouped as 1 ten and 5 ones.
When regrouping, you always add the regrouped amount to the next smallest place value.
When regrouping, you always add the regrouped amount to the next smallest place value.
If the sum of the hundreds column is 10, you write '10' in the hundreds position.
If the sum of the hundreds column is 10, you write '10' in the hundreds position.
When adding numbers horizontally, you always start with the ones place.
When adding numbers horizontally, you always start with the ones place.
Regrouping is only necessary when adding large numbers with multiple digits.
Regrouping is only necessary when adding large numbers with multiple digits.
When regrouping, 10 ones are regrouped as 2 tens.
When regrouping, 10 ones are regrouped as 2 tens.
In the example, 4 + 6 in the ones place equals 12.
In the example, 4 + 6 in the ones place equals 12.
In the number 603,085, the digit 3 represents 3,000.
In the number 603,085, the digit 3 represents 3,000.
When adding tens, if the sum is 17, you regroup it as 1 hundred and 7 tens.
When adding tens, if the sum is 17, you regroup it as 1 hundred and 7 tens.
Once you finish adding all the columns, the final answer should always be written from left to right, starting with the ones place.
Once you finish adding all the columns, the final answer should always be written from left to right, starting with the ones place.
In the example, the sum of the hundreds digits, including the regrouped one, is 10.
In the example, the sum of the hundreds digits, including the regrouped one, is 10.
If adding numbers in the ten thousands place results in 10, it is regrouped as 1 hundred thousands.
If adding numbers in the ten thousands place results in 10, it is regrouped as 1 hundred thousands.
When adding $1 + 8 + 9$ in the tens position, the result is 20.
When adding $1 + 8 + 9$ in the tens position, the result is 20.
The final answer to the addition problem 846 484 + 152 486 is 998 970.
The final answer to the addition problem 846 484 + 152 486 is 998 970.
Addition of numbers arranged horizontally requires regrouping.
Addition of numbers arranged horizontally requires regrouping.
The final result of the given addition problem is 603,085.
The final result of the given addition problem is 603,085.
Adding ones is always the second step in adding numbers by regrouping.
Adding ones is always the second step in adding numbers by regrouping.
When adding numbers, the digits in the thousands position are added before the digits in the hundreds position.
When adding numbers, the digits in the thousands position are added before the digits in the hundreds position.
If the sum of the digits in the tens column is less than 10, then no regrouping is required.
If the sum of the digits in the tens column is less than 10, then no regrouping is required.
When adding two six-digit numbers, if the sum of the digits in the ten thousands place is 15, you always write down 5 and carry-over 1 to the hundred thousands place.
When adding two six-digit numbers, if the sum of the digits in the ten thousands place is 15, you always write down 5 and carry-over 1 to the hundred thousands place.
The sum of 445702 and 231264 is 676976.
The sum of 445702 and 231264 is 676976.
Adding 200,003 to 647,775 results in 847,778.
Adding 200,003 to 647,775 results in 847,778.
When adding 803414 and 121405, the digit in the thousands place of the sum is 8.
When adding 803414 and 121405, the digit in the thousands place of the sum is 8.
The sum of 610243 and 379542 is 989785.
The sum of 610243 and 379542 is 989785.
If you add 45,426 to 912,340, the ten thousands digit in the answer will be a 6.
If you add 45,426 to 912,340, the ten thousands digit in the answer will be a 6.
The result of 344,342 + 454,656 is 798,998
The result of 344,342 + 454,656 is 798,998
In the provided addition example, the digit represented by 'E' in the thousands place of the first addend is 8.
In the provided addition example, the digit represented by 'E' in the thousands place of the first addend is 8.
Based on the addition example, 'U' represents the digit 9 in the sum.
Based on the addition example, 'U' represents the digit 9 in the sum.
If you add 100,000 to 99,999, the resulting sum will be 199,999.
If you add 100,000 to 99,999, the resulting sum will be 199,999.
Adding 166,422 to 731,546 yields a sum where the ten thousands digit is 9.
Adding 166,422 to 731,546 yields a sum where the ten thousands digit is 9.
The sum of 41,755 and 328,142 is less than 360,000.
The sum of 41,755 and 328,142 is less than 360,000.
Adding 167,489 to 800,000 gives a result where the hundred thousands digit is 9.
Adding 167,489 to 800,000 gives a result where the hundred thousands digit is 9.
If 200,000 and 550,533 are added to 224,466, the final sum won't exceed 975,000
If 200,000 and 550,533 are added to 224,466, the final sum won't exceed 975,000
When adding 192,574 and 3,648, the sum is calculated by aligning the numbers by place value and adding each column from right to left.
When adding 192,574 and 3,648, the sum is calculated by aligning the numbers by place value and adding each column from right to left.
If you are asked to write a number with '4' in the hundred thousands position, '7' in the ten thousands position, '0' in the thousands position, '2' in the hundreds position, '3' in the tens position and '3' in the ones position, the resulting number would correctly be 470,233.
If you are asked to write a number with '4' in the hundred thousands position, '7' in the ten thousands position, '0' in the thousands position, '2' in the hundreds position, '3' in the tens position and '3' in the ones position, the resulting number would correctly be 470,233.
Adding 504,643 to 75,000, you get a number greater than 575,000.
Adding 504,643 to 75,000, you get a number greater than 575,000.
When adding 679,448 and 298,765 and 1,000, regrouping (carrying over) is never needed in any of the place value columns.
When adding 679,448 and 298,765 and 1,000, regrouping (carrying over) is never needed in any of the place value columns.
Adding 108,637 to 720,340 will give a sum where the thousands digit is 8.
Adding 108,637 to 720,340 will give a sum where the thousands digit is 8.
Adding 78,866 to 779,988 results in a number greater than 858,854.
Adding 78,866 to 779,988 results in a number greater than 858,854.
If 135,452 and 210,111 are added to 244,336, the sum is greater than 600,000.
If 135,452 and 210,111 are added to 244,336, the sum is greater than 600,000.
When adding the numbers 453,472 and 316,513, the sum in the hundreds place will be 8.
When adding the numbers 453,472 and 316,513, the sum in the hundreds place will be 8.
The sum of 88,456 and 134,689 is equivalent to the sum of 134,689 and 88,456; this demonstrates the associative property of addition.
The sum of 88,456 and 134,689 is equivalent to the sum of 134,689 and 88,456; this demonstrates the associative property of addition.
In the provided addition problem, the digit in the ten thousands place of the result is obtained by adding 5 and 1.
In the provided addition problem, the digit in the ten thousands place of the result is obtained by adding 5 and 1.
When adding 453,472 and 316,513, the digit in the ones place of the sum will be 6 if you carry over 1 from the tens.
When adding 453,472 and 316,513, the digit in the ones place of the sum will be 6 if you carry over 1 from the tens.
If the numbers being added are 452,472 and 316,513, the steps for addition would change, affecting the final sum.
If the numbers being added are 452,472 and 316,513, the steps for addition would change, affecting the final sum.
In the problem, the sum of the digits in the thousands place will be 10, if the numbers being added are changed to 353,472 and 317,513.
In the problem, the sum of the digits in the thousands place will be 10, if the numbers being added are changed to 353,472 and 317,513.
The final answer for the original addition problem, 453,472 + 316,513, is 770,005.
The final answer for the original addition problem, 453,472 + 316,513, is 770,005.
If the calculation was 453,472 + 316,513 + 100,000, the hundred thousands place in the total would be 8.
If the calculation was 453,472 + 316,513 + 100,000, the hundred thousands place in the total would be 8.
An alternative method to verify the sum of 453,472 and 316,513 is to subtract 316,513 from 769,985, which should give us 453,472.
An alternative method to verify the sum of 453,472 and 316,513 is to subtract 316,513 from 769,985, which should give us 453,472.
Because the number 453,472 has a 4 in the hundred thousands place, that figure contributes $4 \times 10^6$ to the overall value.
Because the number 453,472 has a 4 in the hundred thousands place, that figure contributes $4 \times 10^6$ to the overall value.
In the given addition problem, the sum of the digits in the tens place (including any regrouping) is equal to 12.
In the given addition problem, the sum of the digits in the tens place (including any regrouping) is equal to 12.
When adding the hundreds column, the value to be regrouped and added to the thousands column is 2.
When adding the hundreds column, the value to be regrouped and added to the thousands column is 2.
The digit in the hundreds place of the final sum is derived solely from adding the digits 7 and 4 in the corresponding places of the addends.
The digit in the hundreds place of the final sum is derived solely from adding the digits 7 and 4 in the corresponding places of the addends.
After performing the addition, if the digits of the result 70,233 are reversed, the new number will be greater than 330,000.
After performing the addition, if the digits of the result 70,233 are reversed, the new number will be greater than 330,000.
In the addition problem, no regrouping is required when adding the hundred thousands column, as $4 + 0 = 4$.
In the addition problem, no regrouping is required when adding the hundred thousands column, as $4 + 0 = 4$.
If we subtract 13,497 from 456,736, the result will be a number greater than 443,300.
If we subtract 13,497 from 456,736, the result will be a number greater than 443,300.
The sum 456,736 + 13,497 is evenly divisible by 5.
The sum 456,736 + 13,497 is evenly divisible by 5.
The addition of the two numbers results in a six-digit number where all the digits are unique.
The addition of the two numbers results in a six-digit number where all the digits are unique.
If the two addends 456,736 and 13,497 were swapped and added, the final sum would be different.
If the two addends 456,736 and 13,497 were swapped and added, the final sum would be different.
The sum of the digits of the final answer (470,233) is a prime number.
The sum of the digits of the final answer (470,233) is a prime number.
What is the relationship between addends and the sum in an addition problem?
What is the relationship between addends and the sum in an addition problem?
If you have three numbers to add: 125, 250, and 375, how does changing the order of the addends affect the sum?
If you have three numbers to add: 125, 250, and 375, how does changing the order of the addends affect the sum?
Handeni district has 561,217 tree seedlings, and Manyoni district has 393,888 tree seedlings. If you combined the seedlings from both districts, how many would there be in total?
Handeni district has 561,217 tree seedlings, and Manyoni district has 393,888 tree seedlings. If you combined the seedlings from both districts, how many would there be in total?
A farmer harvests 234,567 kgs of maize in the first season and 345,678 kgs in the second season. What is the estimated total harvest rounded to the nearest ten thousand?
A farmer harvests 234,567 kgs of maize in the first season and 345,678 kgs in the second season. What is the estimated total harvest rounded to the nearest ten thousand?
Njombe Region harvested 713,128 pieces of timber and Iringa Region harvested 280,193 pieces of timber. If you were to combine the harvests from both regions, what would be the total number of timber pieces?
Njombe Region harvested 713,128 pieces of timber and Iringa Region harvested 280,193 pieces of timber. If you were to combine the harvests from both regions, what would be the total number of timber pieces?
A school has 123,456 exercise books and receives a donation of 87,654 more. After distributing 100,000 books to students, how many books remain?
A school has 123,456 exercise books and receives a donation of 87,654 more. After distributing 100,000 books to students, how many books remain?
A store sold 45,678 items in January, 54,321 items in February, and 60,000 items in March. If they aim to sell a total of at least 200,000 items in the first quarter, how many more items must they sell in April?
A store sold 45,678 items in January, 54,321 items in February, and 60,000 items in March. If they aim to sell a total of at least 200,000 items in the first quarter, how many more items must they sell in April?
Kongwa National Ranch has 483,125 cattle and Sagara National Ranch has 375,166 cattle. If you combined the number of cattle from both ranches, what would be the total?
Kongwa National Ranch has 483,125 cattle and Sagara National Ranch has 375,166 cattle. If you combined the number of cattle from both ranches, what would be the total?
Why is learning addition important?
Why is learning addition important?
A farmer harvests 216,997 bags of beans, 230,000 bags of maize, and 340,775 bags of sunflower seeds. Rounded to the nearest thousand, what is the estimated total number of bags harvested?
A farmer harvests 216,997 bags of beans, 230,000 bags of maize, and 340,775 bags of sunflower seeds. Rounded to the nearest thousand, what is the estimated total number of bags harvested?
A library has 678,213 books. If the library acquires 100,000 new books and then donates 20,000 books to another library, what is the final number of books in the library?
A library has 678,213 books. If the library acquires 100,000 new books and then donates 20,000 books to another library, what is the final number of books in the library?
Consider three numbers: 25,489, 36,721 and 12,345. If each of these numbers is increased by 10,000, what is the sum of the new numbers?
Consider three numbers: 25,489, 36,721 and 12,345. If each of these numbers is increased by 10,000, what is the sum of the new numbers?
Elineema has 56,784 oranges and Flora has 33,912 oranges. If they combine their oranges, but 100 are rotten and discarded, how many oranges do they have left?
Elineema has 56,784 oranges and Flora has 33,912 oranges. If they combine their oranges, but 100 are rotten and discarded, how many oranges do they have left?
Mvomero District has 34,006 primary school pupils and 28,543 secondary school pupils. If 1,000 pupils move out of the district, what will be the total number of pupils remaining?
Mvomero District has 34,006 primary school pupils and 28,543 secondary school pupils. If 1,000 pupils move out of the district, what will be the total number of pupils remaining?
Ujamaa village has 78,000 goats and Muungano village has 16,492 goats. If 500 goats are then moved from Ujamaa to Muungano, how many goats does Muungano have?
Ujamaa village has 78,000 goats and Muungano village has 16,492 goats. If 500 goats are then moved from Ujamaa to Muungano, how many goats does Muungano have?
Two groups of teachers attended a training seminar. The first group had 44,200 teachers, and the second group had 55,407 teachers. If 100 teachers had to leave early, how many teachers remained until the end of the seminar?
Two groups of teachers attended a training seminar. The first group had 44,200 teachers, and the second group had 55,407 teachers. If 100 teachers had to leave early, how many teachers remained until the end of the seminar?
You are adding two numbers horizontally. After adding the ones place, you get 7. In the tens place, you get 8. In the hundreds place, you get 9. In the thousands place you get 0. In the ten thousands places you get 1 and in the hundred thousands places you get 2. What is the resulting number?
You are adding two numbers horizontally. After adding the ones place, you get 7. In the tens place, you get 8. In the hundreds place, you get 9. In the thousands place you get 0. In the ten thousands places you get 1 and in the hundred thousands places you get 2. What is the resulting number?
Consider the addition problem 456,789 + 123,210. After correctly adding the digits in each place value, what is the digit in the thousands place of the sum?
Consider the addition problem 456,789 + 123,210. After correctly adding the digits in each place value, what is the digit in the thousands place of the sum?
Two farmers are counting their harvest. Farmer A has 234,567 apples, and Farmer B has 123,432 apples. If they decide to combine their harvest and then sell 10,000 apples at the market, how many apples will they have left?
Two farmers are counting their harvest. Farmer A has 234,567 apples, and Farmer B has 123,432 apples. If they decide to combine their harvest and then sell 10,000 apples at the market, how many apples will they have left?
A school has 123,456 books in its library. They receive a donation of another 65,432 books. If they then distribute 1,000 books to each of 10 different schools, how many books are left in the library?
A school has 123,456 books in its library. They receive a donation of another 65,432 books. If they then distribute 1,000 books to each of 10 different schools, how many books are left in the library?
Calculate 234,567 + 10,002. Which digit is in the 'hundreds' place of the resulting number?
Calculate 234,567 + 10,002. Which digit is in the 'hundreds' place of the resulting number?
Which of the following additions results in a sum greater than one million?
Which of the following additions results in a sum greater than one million?
In the addition example, after regrouping the ones, what value is carried over to the tens position?
In the addition example, after regrouping the ones, what value is carried over to the tens position?
If you add 62,540 to 504,643, what is the value in the 'tens' place of the sum?
If you add 62,540 to 504,643, what is the value in the 'tens' place of the sum?
What is the result of adding the digits in the hundreds column, including any regrouped values?
What is the result of adding the digits in the hundreds column, including any regrouped values?
In the given addition problem, after adding the thousands place along with any regrouped value, why is '0' written in the thousands place of the answer?
In the given addition problem, after adding the thousands place along with any regrouped value, why is '0' written in the thousands place of the answer?
What is the result when you add 108,637 to 720,340?
What is the result when you add 108,637 to 720,340?
What is the total if you combine 244,336, 135,452 and 210,111?
What is the total if you combine 244,336, 135,452 and 210,111?
While adding 456,736 and 13,497, which place value requires regrouping?
While adding 456,736 and 13,497, which place value requires regrouping?
What is the sum of the digits in the ten thousands column, including any carried over values?
What is the sum of the digits in the ten thousands column, including any carried over values?
What is the missing number if 99,999 is added to it to get to 199,999?
What is the missing number if 99,999 is added to it to get to 199,999?
After performing the addition, what is the digit in the hundred thousands place of the final answer?
After performing the addition, what is the digit in the hundred thousands place of the final answer?
What is the value in the hundreds place after adding 131,456 to 857,432?
What is the value in the hundreds place after adding 131,456 to 857,432?
After adding 328,142 to 41,755, what digit is in the 'ten thousands' place of the result?
After adding 328,142 to 41,755, what digit is in the 'ten thousands' place of the result?
How does regrouping affect the place values when adding multi-digit numbers?
How does regrouping affect the place values when adding multi-digit numbers?
Which statement correctly describes the initial step in adding 456,736 and 13,497?
Which statement correctly describes the initial step in adding 456,736 and 13,497?
What is the total number of times regrouping is required when adding 456,736 and 13,497?
What is the total number of times regrouping is required when adding 456,736 and 13,497?
Why is it important to add any regrouped values before adding the digits in the next place value column?
Why is it important to add any regrouped values before adding the digits in the next place value column?
If you add 162,845 and 134,027, what is the resulting sum?
If you add 162,845 and 134,027, what is the resulting sum?
Calculate: 2,964 + 298,576
Calculate: 2,964 + 298,576
881,054 + 9,999 equals:
881,054 + 9,999 equals:
What is the result of adding 238,275 and 500,623, and then rounding the sum to the nearest ten thousand?
What is the result of adding 238,275 and 500,623, and then rounding the sum to the nearest ten thousand?
What is the result of adding 216,783 and 678,357?
What is the result of adding 216,783 and 678,357?
69,000 + 209,179 = ?
69,000 + 209,179 = ?
Consider the additions: 731,546 + 166,422 and 342,643 + 455,136. What is the difference between the sums of these two additions?
Consider the additions: 731,546 + 166,422 and 342,643 + 455,136. What is the difference between the sums of these two additions?
Determine the sum of 943,573 and 56,327.
Determine the sum of 943,573 and 56,327.
What is the sum of the results of questions 11 and 12?
What is the sum of the results of questions 11 and 12?
Calculate 526,507 + 386,549.
Calculate 526,507 + 386,549.
If you add the answers to questions 2, 5 and 17, how many hundred thousands will the result contain?
If you add the answers to questions 2, 5 and 17, how many hundred thousands will the result contain?
What is the sum of 465,327 and 388,169?
What is the sum of 465,327 and 388,169?
What number do you get if you add the results of question 1 and question 18 and then subtract the number obtained for question 14?
What number do you get if you add the results of question 1 and question 18 and then subtract the number obtained for question 14?
Sum the answers for all the numbers with 6 digits. Which place value contains the digit '1'?
Sum the answers for all the numbers with 6 digits. Which place value contains the digit '1'?
Calculate: 881,178 + 11,356
Calculate: 881,178 + 11,356
If all eighteen questions were addition problems, and the total sum of all eighteen answers was 12,345,678, what would be the average sum of the addition problems, rounded to the nearest whole number?
If all eighteen questions were addition problems, and the total sum of all eighteen answers was 12,345,678, what would be the average sum of the addition problems, rounded to the nearest whole number?
Hango has 830,900 shillings and receives a loan of 160,550 shillings. If he then spends 50,000 shillings, how much money does Hango have remaining?
Hango has 830,900 shillings and receives a loan of 160,550 shillings. If he then spends 50,000 shillings, how much money does Hango have remaining?
A district has 450,000 tree seedlings. After a year, 125,000 seedlings are planted and an additional 50,000 seedlings are cultivated. How many tree seedlings does the district have in total?
A district has 450,000 tree seedlings. After a year, 125,000 seedlings are planted and an additional 50,000 seedlings are cultivated. How many tree seedlings does the district have in total?
A library has 550,000 books. If they receive a donation of 150,000 books and then loan out 75,000 books. What is the total number of books remaining in the library?
A library has 550,000 books. If they receive a donation of 150,000 books and then loan out 75,000 books. What is the total number of books remaining in the library?
In three years, a school enrolls 100,000, 120,000, and 130,000 students, respectively. If 5,000 students graduated in the second year, what is the total number of students enrolled across the three years?
In three years, a school enrolls 100,000, 120,000, and 130,000 students, respectively. If 5,000 students graduated in the second year, what is the total number of students enrolled across the three years?
A farmer harvests 320,000 bags of maize, 240,000 bags of beans, and 140,000 bags of wheat. If 20,000 bags of maize are lost due to spoilage, what is the total number of bags of crops harvested?
A farmer harvests 320,000 bags of maize, 240,000 bags of beans, and 140,000 bags of wheat. If 20,000 bags of maize are lost due to spoilage, what is the total number of bags of crops harvested?
When adding two numbers horizontally by regrouping, what does it mean to 'regroup ten ones as 1 tens'?
When adding two numbers horizontally by regrouping, what does it mean to 'regroup ten ones as 1 tens'?
In the horizontal addition method, after adding the tens and obtaining a sum greater than 9, what should you do?
In the horizontal addition method, after adding the tens and obtaining a sum greater than 9, what should you do?
If, during addition, the sum of the numbers in the hundreds place is 15, how is this value recorded in the answer using the regrouping method?
If, during addition, the sum of the numbers in the hundreds place is 15, how is this value recorded in the answer using the regrouping method?
When performing addition by regrouping, what does it mean to 'carry over' a digit?
When performing addition by regrouping, what does it mean to 'carry over' a digit?
In the regrouping method, after summing the digits in a certain place value column, you get a two-digit number. What do you do with each of these digits?
In the regrouping method, after summing the digits in a certain place value column, you get a two-digit number. What do you do with each of these digits?
What is the purpose of regrouping when adding numbers?
What is the purpose of regrouping when adding numbers?
What is the most important first step when adding numbers horizontally?
What is the most important first step when adding numbers horizontally?
Why is it necessary to keep place values aligned when adding numbers horizontally?
Why is it necessary to keep place values aligned when adding numbers horizontally?
What happens to the value of a digit when it is 'carried over' to the next column during regrouping?
What happens to the value of a digit when it is 'carried over' to the next column during regrouping?
What is the result when 1,000 is added to 679,448?
What is the result when 1,000 is added to 679,448?
If you add 134,689 to 856,956, will the digit in the ten thousands place of the sum be greater than 8?
If you add 134,689 to 856,956, will the digit in the ten thousands place of the sum be greater than 8?
When adding 79,989 to 708,924, what is the result in the thousands place of the sum?
When adding 79,989 to 708,924, what is the result in the thousands place of the sum?
In the sum of 489,660 and 427,488, what is the digit in the thousands place?
In the sum of 489,660 and 427,488, what is the digit in the thousands place?
After adding 71,719 to 818,819, what is the digit found in the ten thousands place?
After adding 71,719 to 818,819, what is the digit found in the ten thousands place?
When 243,029 is added to 679,884, does the sum exceed 900,000?
When 243,029 is added to 679,884, does the sum exceed 900,000?
Consider the addition problem: 454,899 + 378,716 + 120,102. Which of the following statements is true?
Consider the addition problem: 454,899 + 378,716 + 120,102. Which of the following statements is true?
In adding 138,457 to 24,454, what is the value in the ten thousands place of the resulting sum?
In adding 138,457 to 24,454, what is the value in the ten thousands place of the resulting sum?
When adding 433,126 to 488,574, what is the digit in the hundred thousands place of the sum?
When adding 433,126 to 488,574, what is the digit in the hundred thousands place of the sum?
If 78,866 is added to 779,988, what will the digit be in the thousands place of the sum?
If 78,866 is added to 779,988, what will the digit be in the thousands place of the sum?
Addition is the process of combining two or more numbers to find their sum.
Addition is the process of combining two or more numbers to find their sum.
The numbers that are added together are called subends.
The numbers that are added together are called subends.
The result of adding two or more numbers is called the sum or total.
The result of adding two or more numbers is called the sum or total.
In addition, the order in which numbers are added affects the final sum.
In addition, the order in which numbers are added affects the final sum.
Addition is only useful in mathematics classes and has no real-world applications.
Addition is only useful in mathematics classes and has no real-world applications.
Finding the total number of students in two classes is an example of using addition.
Finding the total number of students in two classes is an example of using addition.
Addition can only be performed with whole numbers.
Addition can only be performed with whole numbers.
To find the total number of items, you should subtract.
To find the total number of items, you should subtract.
When adding numbers, always start with the largest place value.
When adding numbers, always start with the largest place value.
Adding numbers horizontally requires regrouping.
Adding numbers horizontally requires regrouping.
5 + 4 = 10
5 + 4 = 10
Adding zero to any number changes the value of that number.
Adding zero to any number changes the value of that number.
The ones place is to the left of the tens place.
The ones place is to the left of the tens place.
When adding $123 + 456$, you should first add $1 + 4$.
When adding $123 + 456$, you should first add $1 + 4$.
The total number of pupils is obtained by adding primary and secondary pupils.
The total number of pupils is obtained by adding primary and secondary pupils.
When adding numbers, you should arrange them horizontally.
When adding numbers, you should arrange them horizontally.
The sum of 2 and 3 is 6.
The sum of 2 and 3 is 6.
Elineema and Flora have approximately 90,000 oranges in total.
Elineema and Flora have approximately 90,000 oranges in total.
When adding tens, 7 + 1 equals 8.
When adding tens, 7 + 1 equals 8.
In the hundreds place, 4 + 5 equals 10.
In the hundreds place, 4 + 5 equals 10.
When adding numbers, you always start adding from the leftmost position.
When adding numbers, you always start adding from the leftmost position.
Adding 3 and 6 in the thousands place results in 9.
Adding 3 and 6 in the thousands place results in 9.
When adding $1000$ to $679448$, the result is $680448$.
When adding $1000$ to $679448$, the result is $680448$.
The sum of $88456$ and $134689$ is $223145$.
The sum of $88456$ and $134689$ is $223145$.
In the ten thousands place, 5 + 1 equals 7.
In the ten thousands place, 5 + 1 equals 7.
In the hundred thousands place, 4 + 3 equals 7.
In the hundred thousands place, 4 + 3 equals 7.
The sum of $454899$, $378716$, and $120102$ is $953717$.
The sum of $454899$, $378716$, and $120102$ is $953717$.
The final answer to the addition problem is 769,985.
The final answer to the addition problem is 769,985.
Addition starts from the leftmost digit.
Addition starts from the leftmost digit.
Place values are not important when adding numbers.
Place values are not important when adding numbers.
Regrouping is only necessary when you are subtracting.
Regrouping is only necessary when you are subtracting.
In the number 456,736, the digit 5 represents fifty thousand.
In the number 456,736, the digit 5 represents fifty thousand.
When regrouping, you always carry over a 1 to the next column.
When regrouping, you always carry over a 1 to the next column.
The sum of 456,736 and 13,497 is 470,233.
The sum of 456,736 and 13,497 is 470,233.
The hundreds digit in the number 13,497 is 9.
The hundreds digit in the number 13,497 is 9.
The term 'regroup' is another word for 'estimate'.
The term 'regroup' is another word for 'estimate'.
When adding 6 + 7, the sum is 23.
When adding 6 + 7, the sum is 23.
The result of an addition problem is called the sum.
The result of an addition problem is called the sum.
When adding 888 888 and 110 011, the digit in the hundred thousands place of the sum is 8.
When adding 888 888 and 110 011, the digit in the hundred thousands place of the sum is 8.
The sum of 34 487 and 42 002 is 76 489.
The sum of 34 487 and 42 002 is 76 489.
445 702 + 231 264 equals 676 966.
445 702 + 231 264 equals 676 966.
The sum of 715 109 and 263 780 is 978 889.
The sum of 715 109 and 263 780 is 978 889.
610 243 + 379 542 results in a sum where the ten-thousands digit is 8.
610 243 + 379 542 results in a sum where the ten-thousands digit is 8.
The sum of 835 201 and 163 348 is less than 998 000.
The sum of 835 201 and 163 348 is less than 998 000.
912 340 + 45 426 = 957 766
912 340 + 45 426 = 957 766
If a factory bought 137,527 cows one year and 222,062 cows the next, the total number of cows bought in both years would be exactly 359,589.
If a factory bought 137,527 cows one year and 222,062 cows the next, the total number of cows bought in both years would be exactly 359,589.
If three lorries transported 225,768, 19,435, and 22,202 mangoes respectively, the total number of mangoes transported by the three lorries would be less than 267,400.
If three lorries transported 225,768, 19,435, and 22,202 mangoes respectively, the total number of mangoes transported by the three lorries would be less than 267,400.
If Mgori ward has 216,819 residents, Mhonda ward has 258,776 residents and Balangida ward has 126,000 residents then the combined population of all three wards is greater than 600,000.
If Mgori ward has 216,819 residents, Mhonda ward has 258,776 residents and Balangida ward has 126,000 residents then the combined population of all three wards is greater than 600,000.
Calculating the combined number of mangoes transported by three lorries (225,768, 19,435, and 22,202 respectively) involves only understanding place value and does not require carrying over values between columns.
Calculating the combined number of mangoes transported by three lorries (225,768, 19,435, and 22,202 respectively) involves only understanding place value and does not require carrying over values between columns.
When summing the number of cows the meat processing factory bought over two years (137,527 and 222,062), if a mistake resulted in a sum of 359,598, this error would likely be due to an incorrect carry-over in the tens column during addition.
When summing the number of cows the meat processing factory bought over two years (137,527 and 222,062), if a mistake resulted in a sum of 359,598, this error would likely be due to an incorrect carry-over in the tens column during addition.
In the addition process described, if the sum of the ones column is 15, you should write 1 in the tens position and 5 in the ones position.
In the addition process described, if the sum of the ones column is 15, you should write 1 in the tens position and 5 in the ones position.
When adding the tens column, if the total is 18, you regroup it as 1 ten thousands and 8 tens.
When adding the tens column, if the total is 18, you regroup it as 1 ten thousands and 8 tens.
If the hundreds calculation results in 10, it is regrouped as 1 thousands and 0 hundreds.
If the hundreds calculation results in 10, it is regrouped as 1 thousands and 0 hundreds.
When adding numbers arranged vertically, it's crucial to misalign their place values to introduce complexity.
When adding numbers arranged vertically, it's crucial to misalign their place values to introduce complexity.
If the sum of the thousands place is 13, we regroup it as 1 ten thousands and 3 thousands.
If the sum of the thousands place is 13, we regroup it as 1 ten thousands and 3 thousands.
When adding the ten thousands column and the sum is 10, we regroup it as 1 million and 0 ten thousands.
When adding the ten thousands column and the sum is 10, we regroup it as 1 million and 0 ten thousands.
In the provided example, the sum of 235,641 and 621,357 is accurately calculated as 856,998.
In the provided example, the sum of 235,641 and 621,357 is accurately calculated as 856,998.
When adding 453,472 and 316,513, regrouping from tens to hundreds is always required.
When adding 453,472 and 316,513, regrouping from tens to hundreds is always required.
Based on the regrouping rules, the final answer of the given addition problem is 603,085.
Based on the regrouping rules, the final answer of the given addition problem is 603,085.
Adding numbers vertically always results in a smaller number than either of the original numbers.
Adding numbers vertically always results in a smaller number than either of the original numbers.
If adding a column results in 9, no regrouping is required.
If adding a column results in 9, no regrouping is required.
If the digits in the hundreds place of two numbers add up to 12, you must carry over a 1 to the thousands place.
If the digits in the hundreds place of two numbers add up to 12, you must carry over a 1 to the thousands place.
In this specific addition problem, the hundreds place is calculated by adding 2 + 1 + 8.
In this specific addition problem, the hundreds place is calculated by adding 2 + 1 + 8.
When the sum in the ten thousands column is 10, you write 10 in the ten thousands position.
When the sum in the ten thousands column is 10, you write 10 in the ten thousands position.
When adding large numbers vertically, it's acceptable to start adding from the leftmost digit.
When adding large numbers vertically, it's acceptable to start adding from the leftmost digit.
The concept of place value is irrelevant when adding numbers arranged vertically.
The concept of place value is irrelevant when adding numbers arranged vertically.
If the sum of a column is greater than 9, the process is called carrying over to the next place to the left and it simplifies addition.
If the sum of a column is greater than 9, the process is called carrying over to the next place to the left and it simplifies addition.
Changing the order of the addends impacts the final answer when adding numbers vertically.
Changing the order of the addends impacts the final answer when adding numbers vertically.
In the sum 567,891 + 431,107, the digit in the ten thousands place of the result will be 9.
In the sum 567,891 + 431,107, the digit in the ten thousands place of the result will be 9.
In the given addition problem, the sum of the digits in the tens column, including the regrouped digit, is equal to 15.
In the given addition problem, the sum of the digits in the tens column, including the regrouped digit, is equal to 15.
When adding the hundreds column, regrouping results in adding 2 to the thousands column.
When adding the hundreds column, regrouping results in adding 2 to the thousands column.
In this addition problem, no regrouping is required when adding the digits in the hundred thousands place.
In this addition problem, no regrouping is required when adding the digits in the hundred thousands place.
The digit in the thousands place of the final sum is 1.
The digit in the thousands place of the final sum is 1.
When adding 456,736 and 13,497, the digit in the hundreds place of the sum will be 3.
When adding 456,736 and 13,497, the digit in the hundreds place of the sum will be 3.
The regrouped value from the sum of the ones column contributes 2 to the sum of the tens column.
The regrouped value from the sum of the ones column contributes 2 to the sum of the tens column.
The sum in the ten thousands place is obtained by adding 1, 5, and 2.
The sum in the ten thousands place is obtained by adding 1, 5, and 2.
According to the worked example, the first step in adding the two numbers involves regrouping 14 as 1 ten and 4 ones.
According to the worked example, the first step in adding the two numbers involves regrouping 14 as 1 ten and 4 ones.
The final answer to the addition problem is 471,233.
The final answer to the addition problem is 471,233.
What is the estimated difference between 754,382 and 300 when rounding 289 to the nearest hundred?
What is the estimated difference between 754,382 and 300 when rounding 289 to the nearest hundred?
Which of the following subtraction problems requires regrouping from more than one place value?
Which of the following subtraction problems requires regrouping from more than one place value?
A library initially has 56,789 books. After donating some books to a local school, it has 42,356 books left. How many books were donated?
A library initially has 56,789 books. After donating some books to a local school, it has 42,356 books left. How many books were donated?
A farmer harvests 95,672 kg of maize. He sells 62,431 kg at the market. How many kilograms of maize does he have left?
A farmer harvests 95,672 kg of maize. He sells 62,431 kg at the market. How many kilograms of maize does he have left?
If you subtract 135,237 from 367,129 and then subtract 10,000 from the result, what is the final number?
If you subtract 135,237 from 367,129 and then subtract 10,000 from the result, what is the final number?
A store had 409,530 items. After selling some, they had 357,142 items left. If they then received a shipment of 20,000 new items, how many items would they have in total?
A store had 409,530 items. After selling some, they had 357,142 items left. If they then received a shipment of 20,000 new items, how many items would they have in total?
A company's revenue in 2022 was $78,532, and in 2023 it was $92,765. By how much did the revenue increase?
A company's revenue in 2022 was $78,532, and in 2023 it was $92,765. By how much did the revenue increase?
What number is missing from this equation: X - 76,254 = 601,992?
What number is missing from this equation: X - 76,254 = 601,992?
A school has a target of collecting 85,000 books for their library. So far, they have collected 63,500 books. How many more books do they need to collect to reach their target?
A school has a target of collecting 85,000 books for their library. So far, they have collected 63,500 books. How many more books do they need to collect to reach their target?
A store had 45,678 items in stock and sold 23,456 items in a week. How many items are left in the stock?
A store had 45,678 items in stock and sold 23,456 items in a week. How many items are left in the stock?
Michael and James start with $50,000 each. Michael makes a sound investment that returns $23,000. James makes a risky investment that returns only $3,000. How much more money does Michael have?
Michael and James start with $50,000 each. Michael makes a sound investment that returns $23,000. James makes a risky investment that returns only $3,000. How much more money does Michael have?
A factory produces 98,765 units of a product. After quality control, 2,345 units are rejected. How many units are approved?
A factory produces 98,765 units of a product. After quality control, 2,345 units are rejected. How many units are approved?
What is the result of subtracting 34,413 from 257,645?
What is the result of subtracting 34,413 from 257,645?
In the subtraction problem 478,376 - 255,142, what digit is in the thousands place of the result?
In the subtraction problem 478,376 - 255,142, what digit is in the thousands place of the result?
When using a counting basin to subtract 255,142 from 478,376, which step involves removing counters?
When using a counting basin to subtract 255,142 from 478,376, which step involves removing counters?
What is the result of subtracting 11,000 from 463,257?
What is the result of subtracting 11,000 from 463,257?
If you have 478,376 and you subtract 200,000, then subtract 50,000, then subtract 5,000, then subtract 100, then subtract 40, then subtract 2, what number do you get?
If you have 478,376 and you subtract 200,000, then subtract 50,000, then subtract 5,000, then subtract 100, then subtract 40, then subtract 2, what number do you get?
If you subtract 200,000 from 463,257, what is the resulting number?
If you subtract 200,000 from 463,257, what is the resulting number?
Suppose you are using the counting basin to subtract. You start with 478,376. After crossing out the counters, you have 2 counters in the hundred thousands place, 2 in the ten thousands place, 3 in the thousands place, 2 in the hundreds place, 3 in the tens place, and 4 in the ones place. What number did you subtract?
Suppose you are using the counting basin to subtract. You start with 478,376. After crossing out the counters, you have 2 counters in the hundred thousands place, 2 in the ten thousands place, 3 in the thousands place, 2 in the hundreds place, 3 in the tens place, and 4 in the ones place. What number did you subtract?
Consider the subtraction 257,645 - 34,413. What is the value of the digit in the ten thousands place of the result?
Consider the subtraction 257,645 - 34,413. What is the value of the digit in the ten thousands place of the result?
What is the result if the number 463,257 is decreased by 100?
What is the result if the number 463,257 is decreased by 100?
In the counting basin method of subtraction, after placing counters for the initial number and crossing out counters for the number being subtracted, what does counting the uncrossed counters represent?
In the counting basin method of subtraction, after placing counters for the initial number and crossing out counters for the number being subtracted, what does counting the uncrossed counters represent?
In the subtraction 463,257 - 221,125, what is the difference in the 'thousands' place?
In the subtraction 463,257 - 221,125, what is the difference in the 'thousands' place?
What number is 221,125 more than 242,132?
What number is 221,125 more than 242,132?
In the subtraction 478,376 - 255,142 = 223,234, verify the result by adding 255,142 and 223,234. What should the sum be?
In the subtraction 478,376 - 255,142 = 223,234, verify the result by adding 255,142 and 223,234. What should the sum be?
By how much is 463,257 greater than 221,125?
By how much is 463,257 greater than 221,125?
If, when using a counting basin to solve a subtraction problem, you find that there are no uncrossed counters left in a particular place value, what does this indicate?
If, when using a counting basin to solve a subtraction problem, you find that there are no uncrossed counters left in a particular place value, what does this indicate?
If you have 463,257 and remove 2 'hundred thousands', 2 'ten thousands', and 1 'thousand', what number do you have left?
If you have 463,257 and remove 2 'hundred thousands', 2 'ten thousands', and 1 'thousand', what number do you have left?
What is the sum of the digits in the number 242,132?
What is the sum of the digits in the number 242,132?
How much do you need to add to 221,125 to reach 463,257?
How much do you need to add to 221,125 to reach 463,257?
If you have 463,257 items and give away 221,125, how many items do you have remaining?
If you have 463,257 items and give away 221,125, how many items do you have remaining?
In the subtraction process shown, why is it necessary to take a group of ten thousands and change it into thousands?
In the subtraction process shown, why is it necessary to take a group of ten thousands and change it into thousands?
What is the result of taking one group of ten thousands from the 8 in the ten thousands place in 981,746?
What is the result of taking one group of ten thousands from the 8 in the ten thousands place in 981,746?
In the example, after changing one group of ten thousands into thousands, the calculation proceeds with 11 – 4 = 7 in the thousands place. What does the '11' represent in this step?
In the example, after changing one group of ten thousands into thousands, the calculation proceeds with 11 – 4 = 7 in the thousands place. What does the '11' represent in this step?
After regrouping and subtracting in the thousands place, what happens to the digit in the ten thousands place of the original number?
After regrouping and subtracting in the thousands place, what happens to the digit in the ten thousands place of the original number?
What is the final result of the subtraction 981,746 – 274,272?
What is the final result of the subtraction 981,746 – 274,272?
In the subtraction example 634 207 – 253 478, what process is required to subtract the tens place?
In the subtraction example 634 207 – 253 478, what process is required to subtract the tens place?
Following the subtraction process illustrated, if you have the expression $A - B = C$ and you know $A$ and $C$, how would you find $B$?
Following the subtraction process illustrated, if you have the expression $A - B = C$ and you know $A$ and $C$, how would you find $B$?
If a student makes a mistake by not regrouping when subtracting a larger digit from a smaller digit, what kind of error is this?
If a student makes a mistake by not regrouping when subtracting a larger digit from a smaller digit, what kind of error is this?
How is understanding place value crucial for performing subtraction with regrouping, as demonstrated in both examples?
How is understanding place value crucial for performing subtraction with regrouping, as demonstrated in both examples?
Yohana deposited 98,550 shillings and withdrew 12,400 shillings. Which expression accurately calculates the remaining balance?
Yohana deposited 98,550 shillings and withdrew 12,400 shillings. Which expression accurately calculates the remaining balance?
In Songambele village, 75,620 trees were planted, but 3,210 were burnt. To determine the number of trees that were not burnt, which operation should be performed?
In Songambele village, 75,620 trees were planted, but 3,210 were burnt. To determine the number of trees that were not burnt, which operation should be performed?
In a subtraction problem requiring regrouping, what does 'borrowing' from the hundreds place to subtract in the tens place actually represent?
In a subtraction problem requiring regrouping, what does 'borrowing' from the hundreds place to subtract in the tens place actually represent?
Out of 89,777 pupils, 2,899 failed an examination. What calculation is needed to find the number of pupils who passed?
Out of 89,777 pupils, 2,899 failed an examination. What calculation is needed to find the number of pupils who passed?
Residents of Maendeleo village owned 25,495 cattle and sold 16,726. Which numerical expression accurately represents the number of cattle remaining?
Residents of Maendeleo village owned 25,495 cattle and sold 16,726. Which numerical expression accurately represents the number of cattle remaining?
Why is regrouping necessary in subtraction problems?
Why is regrouping necessary in subtraction problems?
Miriamu's mother had 57,000 shillings and needed 75,000 shillings for a television. What calculation determines the amount of money she was short?
Miriamu's mother had 57,000 shillings and needed 75,000 shillings for a television. What calculation determines the amount of money she was short?
Consider the subtraction problem 45,321 - 28,956. In which place value will regrouping (borrowing) first be required?
Consider the subtraction problem 45,321 - 28,956. In which place value will regrouping (borrowing) first be required?
Following the example of subtracting numbers arranged horizontally without regrouping, what is the second step in solving $468,957 - 15,324$?
Following the example of subtracting numbers arranged horizontally without regrouping, what is the second step in solving $468,957 - 15,324$?
In the subtraction problem 567 - 289, after regrouping the tens place, what value is used for subtraction in the ones place?
In the subtraction problem 567 - 289, after regrouping the tens place, what value is used for subtraction in the ones place?
If you are subtracting two numbers without regrouping, and the ones digit of the first number is 8 and the ones digit of the second number is 2, what would be the ones digit of the result?
If you are subtracting two numbers without regrouping, and the ones digit of the first number is 8 and the ones digit of the second number is 2, what would be the ones digit of the result?
What is the result of 782,345 - 191,456?
What is the result of 782,345 - 191,456?
What operation is performed in the following example: 257,645 – 34,413 = 223,232?
What operation is performed in the following example: 257,645 – 34,413 = 223,232?
In the subtraction example 257,645 – 34,413, what is the value in the hundred thousands place of the resulting number?
In the subtraction example 257,645 – 34,413, what is the value in the hundred thousands place of the resulting number?
When using the counting basin for subtraction, what action represents the subtraction of a digit?
When using the counting basin for subtraction, what action represents the subtraction of a digit?
In the counting basin example for 478,376 – 255,142, how many counters would be crossed out in the 'Ten Thousands' place?
In the counting basin example for 478,376 – 255,142, how many counters would be crossed out in the 'Ten Thousands' place?
After crossing out the counters in the counting basin for the subtraction 478,376 – 255,142, what is the number of remaining (uncrossed) counters in the 'Hundreds' place?
After crossing out the counters in the counting basin for the subtraction 478,376 – 255,142, what is the number of remaining (uncrossed) counters in the 'Hundreds' place?
If, when using the counting basin for the operation 478,376 - 255,142 there was a mistake and only 1 counter was crossed out in the 'Hundred Thousands' place, what would the resulting number be?
If, when using the counting basin for the operation 478,376 - 255,142 there was a mistake and only 1 counter was crossed out in the 'Hundred Thousands' place, what would the resulting number be?
What does each compartment in the counting basin represent?
What does each compartment in the counting basin represent?
After performing the subtraction 478,376 – 255,142 using the counting basin method correctly, what value is represented by the counters in the 'Thousands' compartment?
After performing the subtraction 478,376 – 255,142 using the counting basin method correctly, what value is represented by the counters in the 'Thousands' compartment?
In the counting basin, if you start with 478,376 and cross out 2 counters from the Hundred Thousands, 5 counters from the Ten Thousands, 5 counters from the Thousands, 1 counter from the Hundreds and 4 counters from the Tens and two counters from the ones what number would be represented by the remaining counters?
In the counting basin, if you start with 478,376 and cross out 2 counters from the Hundred Thousands, 5 counters from the Ten Thousands, 5 counters from the Thousands, 1 counter from the Hundreds and 4 counters from the Tens and two counters from the ones what number would be represented by the remaining counters?
What is the result of subtracting 134,102 from 457,234?
What is the result of subtracting 134,102 from 457,234?
In the subtraction problem 457,234 - 134,102, what is the result of subtracting the digits in the 'thousands' place?
In the subtraction problem 457,234 - 134,102, what is the result of subtracting the digits in the 'thousands' place?
After subtracting the 'tens' digits in the problem 457,234 - 134,102, what digit should be written in the tens position of the result?
After subtracting the 'tens' digits in the problem 457,234 - 134,102, what digit should be written in the tens position of the result?
If you subtract 110 from 350, what is the result in terms of hundreds, tens, and ones?
If you subtract 110 from 350, what is the result in terms of hundreds, tens, and ones?
In the subtraction 457,234 - 134,102, what is the value obtained after subtracting the hundred thousands digits?
In the subtraction 457,234 - 134,102, what is the value obtained after subtracting the hundred thousands digits?
What is the difference between the values in the ten-thousands place of the numbers 463,257 and 221,125?
What is the difference between the values in the ten-thousands place of the numbers 463,257 and 221,125?
Which place value results from the subtraction of 2 - 1 in the problem 457,234 - 134,102?
Which place value results from the subtraction of 2 - 1 in the problem 457,234 - 134,102?
What is the sum of the digits in the hundreds place of the numbers 463,257 and 221,125?
What is the sum of the digits in the hundreds place of the numbers 463,257 and 221,125?
Suppose you have two numbers and their difference is 323,132. If one of the numbers is 134,102, what is the other number?
Suppose you have two numbers and their difference is 323,132. If one of the numbers is 134,102, what is the other number?
After performing the subtraction of 221,125 from 463,257, what digit is in the tens place of the resulting number?
After performing the subtraction of 221,125 from 463,257, what digit is in the tens place of the resulting number?
What is the result of subtracting 11 from 32?
What is the result of subtracting 11 from 32?
If you increased 457,234 by ten thousand and decreased 134,102 by ten thousand, how would the difference between the two numbers change?
If you increased 457,234 by ten thousand and decreased 134,102 by ten thousand, how would the difference between the two numbers change?
What single digit subtraction is performed in the ten thousands column when calculating 457,234 - 134,102?
What single digit subtraction is performed in the ten thousands column when calculating 457,234 - 134,102?
In the subtraction problem 463,257 - 221,125, which place value shows a difference of 2?
In the subtraction problem 463,257 - 221,125, which place value shows a difference of 2?
Consider the subtraction 457,234 - 134,102 = 323,132. Now consider 458,234 - 134,102. What is the difference between the results of the two subtraction problems?
Consider the subtraction 457,234 - 134,102 = 323,132. Now consider 458,234 - 134,102. What is the difference between the results of the two subtraction problems?
What operation is demonstrated in the example?
What operation is demonstrated in the example?
If the number being subtracted (221,125) was increased by 10,000, what would be the new result of the subtraction?
If the number being subtracted (221,125) was increased by 10,000, what would be the new result of the subtraction?
If you are asked to subtract 134,102 from 457,234, and you mistakenly swap the digits in the hundreds and thousands columns of the first number (making it 457,134), by how much will your incorrect answer differ from the correct answer?
If you are asked to subtract 134,102 from 457,234, and you mistakenly swap the digits in the hundreds and thousands columns of the first number (making it 457,134), by how much will your incorrect answer differ from the correct answer?
If the value of the 'hundreds' place in the first number (463,257) was doubled before subtracting, what would be the new result?
If the value of the 'hundreds' place in the first number (463,257) was doubled before subtracting, what would be the new result?
In the number 643 270, the digit 4 is in the ten thousands place.
In the number 643 270, the digit 4 is in the ten thousands place.
Yohana deposited 98 550 shillings, withdrew 12 400 shillings, and had a remaining balance of 76 150 shillings.
Yohana deposited 98 550 shillings, withdrew 12 400 shillings, and had a remaining balance of 76 150 shillings.
153 652 - 41 331 equals 112 321.
153 652 - 41 331 equals 112 321.
If 75 620 trees were planted and 3 210 were burnt, then 72 410 trees were not burnt.
If 75 620 trees were planted and 3 210 were burnt, then 72 410 trees were not burnt.
Subtracting 2,010 from 623,440 results in 621,430.
Subtracting 2,010 from 623,440 results in 621,430.
The result of 425 310 - 213 110 is 212 200.
The result of 425 310 - 213 110 is 212 200.
If 89 777 pupils sat for an examination and 2 899 failed, then 86 878 pupils passed.
If 89 777 pupils sat for an examination and 2 899 failed, then 86 878 pupils passed.
If residents owned 25 495 cattle and sold 16 726, then 8 769 cattle remained.
If residents owned 25 495 cattle and sold 16 726, then 8 769 cattle remained.
788 500 - 501 000 equals 287 500.
788 500 - 501 000 equals 287 500.
When subtracting vertically, you should always start with the largest place value.
When subtracting vertically, you should always start with the largest place value.
If someone has 57 000 shillings and wants to buy a television set costing 75 000 shillings, they lack 28 000 shillings.
If someone has 57 000 shillings and wants to buy a television set costing 75 000 shillings, they lack 28 000 shillings.
When subtracting numbers arranged horizontally, you should always regroup the numbers.
When subtracting numbers arranged horizontally, you should always regroup the numbers.
889 998 - 664 322 = 225 676.
889 998 - 664 322 = 225 676.
524 804 - 103 501 equals 421 303.
524 804 - 103 501 equals 421 303.
In the subtraction 257 645 – 34 413, the difference in the hundreds place is 1.
In the subtraction 257 645 – 34 413, the difference in the hundreds place is 1.
$4 - 2 = 6$
$4 - 2 = 6$
When subtracting numbers arranged vertically, regrouping is a valid method.
When subtracting numbers arranged vertically, regrouping is a valid method.
When subtracting, the number being subtracted from is called the minuend.
When subtracting, the number being subtracted from is called the minuend.
The result of 560,947 - 67,328 is 493,619.
The result of 560,947 - 67,328 is 493,619.
The result of 756,456 - 484,417 is 372,039.
The result of 756,456 - 484,417 is 372,039.
The result of a subtraction problem is called the product.
The result of a subtraction problem is called the product.
The result of 537,902 - 449,651 is 88,251.
The result of 537,902 - 449,651 is 88,251.
Subtracting zero from any whole number does not change the number.
Subtracting zero from any whole number does not change the number.
When subtracting, you should always start from the leftmost digit.
When subtracting, you should always start from the leftmost digit.
When subtracting large numbers, you should always start subtracting from the leftmost digit.
When subtracting large numbers, you should always start subtracting from the leftmost digit.
If you subtract 100 from 500, the result is 300.
If you subtract 100 from 500, the result is 300.
If you don't have enough to subtract in a column you must 'borrow' from the column to the right.
If you don't have enough to subtract in a column you must 'borrow' from the column to the right.
The numbers 5,000 - 1,000 = 4,000 is a true statement.
The numbers 5,000 - 1,000 = 4,000 is a true statement.
Subtracting a number from itself always results in 1.
Subtracting a number from itself always results in 1.
700 - 200 is equal to 500.
700 - 200 is equal to 500.
The act of subtracting means to increase the number in value.
The act of subtracting means to increase the number in value.
When subtracting, you always start with the largest place value.
When subtracting, you always start with the largest place value.
In the number 981,746, the digit 8 represents eighty thousand.
In the number 981,746, the digit 8 represents eighty thousand.
When subtracting 274,272 from 981,746, the digit in the thousands place of the result is 4.
When subtracting 274,272 from 981,746, the digit in the thousands place of the result is 4.
Subtracting 25,206 from 864,624 results in 839,418.
Subtracting 25,206 from 864,624 results in 839,418.
When subtracting 123,553 from 685,378, the hundreds digit in the answer is 8.
When subtracting 123,553 from 685,378, the hundreds digit in the answer is 8.
938,765 - 737,846 = 200,919
938,765 - 737,846 = 200,919
The result of 748,760 - 144,690 is 604,070.
The result of 748,760 - 144,690 is 604,070.
992,478 - 966,257 equals 26,221.
992,478 - 966,257 equals 26,221.
998,897 - 669,999 equals correctly to 328,898.
998,897 - 669,999 equals correctly to 328,898.
576,788 - 2,899 results in 573,889.
576,788 - 2,899 results in 573,889.
Subtraction is the same operation as addition, just performed in reverse order.
Subtraction is the same operation as addition, just performed in reverse order.
In subtraction, 'regrouping' involves borrowing from the next smallest place value to perform the operation.
In subtraction, 'regrouping' involves borrowing from the next smallest place value to perform the operation.
The result of subtracting 25,127 from 68,549 is 43,422.
The result of subtracting 25,127 from 68,549 is 43,422.
When subtracting 1,304 from 92,406, one needs to regroup in the hundreds column.
When subtracting 1,304 from 92,406, one needs to regroup in the hundreds column.
If you have 81,505 items and you subtract 61,426 items, you would be left with 20,079 items.
If you have 81,505 items and you subtract 61,426 items, you would be left with 20,079 items.
Subtracting 11,448 from 12,467 gives a result of 1,019; this means there was absolutely no regrouping performed at any time during the subtraction.
Subtracting 11,448 from 12,467 gives a result of 1,019; this means there was absolutely no regrouping performed at any time during the subtraction.
When subtracting 47,629 from 54,678, the digit in the thousands place of the result will be 7.
When subtracting 47,629 from 54,678, the digit in the thousands place of the result will be 7.
The result of $643270 - 541240$ is $102030$.
The result of $643270 - 541240$ is $102030$.
The difference between $153652$ and $41331$ is $112321$.
The difference between $153652$ and $41331$ is $112321$.
Subtracting $664322$ from $889998$ yields $225666$.
Subtracting $664322$ from $889998$ yields $225666$.
The result of the subtraction $706605 - 602303$ is $104302$.
The result of the subtraction $706605 - 602303$ is $104302$.
The result of $824335 - 13112$ equals $811233$.
The result of $824335 - 13112$ equals $811233$.
The difference between $623440$ and $2010$ is $621430$.
The difference between $623440$ and $2010$ is $621430$.
If you subtract $641631$ from $753872$, the result is $112241$.
If you subtract $641631$ from $753872$, the result is $112241$.
The result of subtracting $18113$ from $568237$ is $550124$.
The result of subtracting $18113$ from $568237$ is $550124$.
If you subtract $12254$ from $995698$ you get $983444$.
If you subtract $12254$ from $995698$ you get $983444$.
Subtracting $130000$ from $156789$ results in $27789$.
Subtracting $130000$ from $156789$ results in $27789$.
When subtracting whole numbers, you always start subtracting from the leftmost digit.
When subtracting whole numbers, you always start subtracting from the leftmost digit.
When subtracting multi-digit numbers, the digit in the hundred thousands place is always the first to be calculated.
When subtracting multi-digit numbers, the digit in the hundred thousands place is always the first to be calculated.
In subtraction, if the digit in the minuend is smaller than the digit in the subtrahend, you always borrow 10 from the next higher place value.
In subtraction, if the digit in the minuend is smaller than the digit in the subtrahend, you always borrow 10 from the next higher place value.
Subtracting 102 232 from 826 666 results in 724 434.
Subtracting 102 232 from 826 666 results in 724 434.
In the subtraction problem $257,645 - 34,413$, the digit 5 in $257,645$ represents $50,000$.
In the subtraction problem $257,645 - 34,413$, the digit 5 in $257,645$ represents $50,000$.
Subtracting 11 231 from 632 541 yields 621 310.
Subtracting 11 231 from 632 541 yields 621 310.
The counting basin is a tool used to perform addition, but it cannot be reliably used for subtraction.
The counting basin is a tool used to perform addition, but it cannot be reliably used for subtraction.
If you subtract 114 321 from 127 834, the result is 13 513.
If you subtract 114 321 from 127 834, the result is 13 513.
When using the counting basin for subtraction, 'uncrossed counters' represent the digits of the difference between the two numbers.
When using the counting basin for subtraction, 'uncrossed counters' represent the digits of the difference between the two numbers.
The result of 773 002 minus 521 001 is 252 001.
The result of 773 002 minus 521 001 is 252 001.
When subtracting, you should always start with the largest place value (e.g., hundred thousands) and move towards the smallest (e.g., ones).
When subtracting, you should always start with the largest place value (e.g., hundred thousands) and move towards the smallest (e.g., ones).
If $A - B = C$, then A is always greater than B and C.
If $A - B = C$, then A is always greater than B and C.
The difference between 912 345 and 810 212 is 102 133.
The difference between 912 345 and 810 212 is 102 133.
In the subtraction example, $478,376 - 255,142$, no borrowing is required.
In the subtraction example, $478,376 - 255,142$, no borrowing is required.
If you subtract 335 243 from 587 645, you get 922 888.
If you subtract 335 243 from 587 645, you get 922 888.
Subtracting 20 014 from 527 238 result in 506 224.
Subtracting 20 014 from 527 238 result in 506 224.
If the result of a subtraction is $223,234$, and one of the numbers subtracted was $255,142$, the other number must have been less than $223,234$.
If the result of a subtraction is $223,234$, and one of the numbers subtracted was $255,142$, the other number must have been less than $223,234$.
After subtracting 714 232 from 826 666 you get 112 434.
After subtracting 714 232 from 826 666 you get 112 434.
If we change a digit in the hundred thousands place in either number of a subtraction problem, the difference will change by that same amount, regardless of which number the digit was in.
If we change a digit in the hundred thousands place in either number of a subtraction problem, the difference will change by that same amount, regardless of which number the digit was in.
When subtracting numbers arranged horizontally, regrouping is sometimes necessary if the digit being subtracted is larger than the digit it is being subtracted from.
When subtracting numbers arranged horizontally, regrouping is sometimes necessary if the digit being subtracted is larger than the digit it is being subtracted from.
In the subtraction problem 981746 - 274272, after subtracting the ones and tens, you would subtract the hundreds by calculating 7 - 2 = 5.
In the subtraction problem 981746 - 274272, after subtracting the ones and tens, you would subtract the hundreds by calculating 7 - 2 = 5.
When subtracting 517599 - 132143 - 351013 - 414328, it's more efficient to subtract each number sequentially from left to right rather than combining the subtrahends first.
When subtracting 517599 - 132143 - 351013 - 414328, it's more efficient to subtract each number sequentially from left to right rather than combining the subtrahends first.
When subtracting two numbers, if the result in the tens place is negative, you must borrow from the thousands place and add 10 to the tens place before subtracting.
When subtracting two numbers, if the result in the tens place is negative, you must borrow from the thousands place and add 10 to the tens place before subtracting.
If you have the subtraction problem $A - B = C$, then $C + B$ will always equal A.
If you have the subtraction problem $A - B = C$, then $C + B$ will always equal A.
A garment company makes 654 meters of cloth daily. If they aim to produce 21,000 meters in a month, how many additional days of production are needed beyond 30 days to meet the target?
A garment company makes 654 meters of cloth daily. If they aim to produce 21,000 meters in a month, how many additional days of production are needed beyond 30 days to meet the target?
What is the product of 374 and 62?
What is the product of 374 and 62?
A lorry transports 629 sacks of cement per trip. If the lorry needs to transport a total of 45,000 sacks of cement, how many trips should the lorry make?
A lorry transports 629 sacks of cement per trip. If the lorry needs to transport a total of 45,000 sacks of cement, how many trips should the lorry make?
Evaluate the expression: 189 multiplied by 84.
Evaluate the expression: 189 multiplied by 84.
Maria sold 66 chickens for 15,000 shillings each. If she wants to buy a motorcycle that costs 1,200,000 shillings, how much more money does she need?
Maria sold 66 chickens for 15,000 shillings each. If she wants to buy a motorcycle that costs 1,200,000 shillings, how much more money does she need?
What is the result of multiplying 4,156 by 78?
What is the result of multiplying 4,156 by 78?
Baraka sells 2,560 kilograms of meat daily. If he increases his sales by 150 kilograms per day, how many kilograms of meat will he sell in 2 weeks?
Baraka sells 2,560 kilograms of meat daily. If he increases his sales by 150 kilograms per day, how many kilograms of meat will he sell in 2 weeks?
A teacher instructed 258 pupils to collect 122 counters each. If 35 counters from each pupil are damaged, how many counters are still useable?
A teacher instructed 258 pupils to collect 122 counters each. If 35 counters from each pupil are damaged, how many counters are still useable?
What is the product of 2,213 and 23?
What is the product of 2,213 and 23?
Determine the value of 2,113 multiplied by 22.
Determine the value of 2,113 multiplied by 22.
What is the result of the multiplication 3,122 x 13?
What is the result of the multiplication 3,122 x 13?
Compute the product of 2,346 and 14.
Compute the product of 2,346 and 14.
Calculate the result of 4,167 multiplied by 17.
Calculate the result of 4,167 multiplied by 17.
If a teacher gives 4 pencils to each of the 53 pupils in a class, what is the best estimate of the total number of pencils given?
If a teacher gives 4 pencils to each of the 53 pupils in a class, what is the best estimate of the total number of pencils given?
1,324 multiplied by 18 equals what?
1,324 multiplied by 18 equals what?
A cow produces 15 litres of milk daily. If the milk is sold at 75 shillings per litre, what would be the estimated revenue in 10 days?
A cow produces 15 litres of milk daily. If the milk is sold at 75 shillings per litre, what would be the estimated revenue in 10 days?
Magoma makes 220 cement bricks each day. If he sells each brick for 120 shillings, how much money does he make in 11 days, assuming all bricks are sold?
Magoma makes 220 cement bricks each day. If he sells each brick for 120 shillings, how much money does he make in 11 days, assuming all bricks are sold?
What is the value of the digit '2' in the multiplication problem 2,165 x 3, when considering the place value before multiplying by 3?
What is the value of the digit '2' in the multiplication problem 2,165 x 3, when considering the place value before multiplying by 3?
Johari buys 46 loaves of bread, each costing 800 shillings. If she pays with 40,000 shillings, how much change will she receive?
Johari buys 46 loaves of bread, each costing 800 shillings. If she pays with 40,000 shillings, how much change will she receive?
In the example multiplication of 2,165 x 3, what is being multiplied in the second row of the solution (3 x 60)?
In the example multiplication of 2,165 x 3, what is being multiplied in the second row of the solution (3 x 60)?
Furaha sold 26 bags of oranges for 950 shillings each. He decides to donate 5% of his earnings to charity. How much money does Furaha donate?
Furaha sold 26 bags of oranges for 950 shillings each. He decides to donate 5% of his earnings to charity. How much money does Furaha donate?
If instead of multiplying 2,165 by 3, we multiplied 2,165 by 2, which of the following would be the correct product?
If instead of multiplying 2,165 by 3, we multiplied 2,165 by 2, which of the following would be the correct product?
A chicken coop requires 685 cement bricks. If someone builds 11 chicken coops and each brick costs 90 shillings, what is the total cost of the bricks?
A chicken coop requires 685 cement bricks. If someone builds 11 chicken coops and each brick costs 90 shillings, what is the total cost of the bricks?
A tree plantation has 287 rows of trees, with 66 trees in each row. If 15% of the trees are damaged by a storm, approximately how many trees remain undamaged?
A tree plantation has 287 rows of trees, with 66 trees in each row. If 15% of the trees are damaged by a storm, approximately how many trees remain undamaged?
What is the result of 3 x 100 in the context of breaking down the multiplication of 2,165 x 3?
What is the result of 3 x 100 in the context of breaking down the multiplication of 2,165 x 3?
If the number 2,165 was changed to 2,200 maintaining the multiplicand to be multiplied by 3, how would this affect the final answer?
If the number 2,165 was changed to 2,200 maintaining the multiplicand to be multiplied by 3, how would this affect the final answer?
The solution to 2,165 x 3 is obtained by summing the products of 3 with each place value of 2,165. If we only summed (3 x 5) + (3 x 60) + (3 x 100), what value would we be missing to find the final answer?
The solution to 2,165 x 3 is obtained by summing the products of 3 with each place value of 2,165. If we only summed (3 x 5) + (3 x 60) + (3 x 100), what value would we be missing to find the final answer?
What operation is used to combine the results of each step (3 x 5, 3 x 60, 3 x 100, 3 x 2000) in the multiplication of 2,165 x 3 to arrive at the final answer?
What operation is used to combine the results of each step (3 x 5, 3 x 60, 3 x 100, 3 x 2000) in the multiplication of 2,165 x 3 to arrive at the final answer?
If the multiplication 2,165 x 3 were visually represented with blocks, where each block represents a value, which place value would require the most blocks to represent its partial product?
If the multiplication 2,165 x 3 were visually represented with blocks, where each block represents a value, which place value would require the most blocks to represent its partial product?
What is the correct way to express the problem 2,165 x 3 using the distributive property?
What is the correct way to express the problem 2,165 x 3 using the distributive property?
What is the result performing the following calculation: $42,983 \times 20$?
What is the result performing the following calculation: $42,983 \times 20$?
You are asked to calculate $53,490 \times 14$. Which of the following represents a correct intermediate step in solving this multiplication problem?
You are asked to calculate $53,490 \times 14$. Which of the following represents a correct intermediate step in solving this multiplication problem?
What is the product of the following expression: $71,762 \times 12$?
What is the product of the following expression: $71,762 \times 12$?
Calculate $33,768 \times 24$. Which answer is correct?
Calculate $33,768 \times 24$. Which answer is correct?
What is the result of $43,210 \times 2$?
What is the result of $43,210 \times 2$?
What is the result if you calculate $63,281 \times 15$?
What is the result if you calculate $63,281 \times 15$?
What is the product of the following expression: $53,249 \times 13$?
What is the product of the following expression: $53,249 \times 13$?
Determine the product of $30,167 \times 20$.
Determine the product of $30,167 \times 20$.
What is the result of calculating $20,070 \times 28$?
What is the result of calculating $20,070 \times 28$?
What answer results from the following expression: $10,101 \times 99$?
What answer results from the following expression: $10,101 \times 99$?
What is the product of $374 \times 62$?
What is the product of $374 \times 62$?
A school is ordering math textbooks. If each textbook costs $12 and they need 235 copies, what is the total cost?
A school is ordering math textbooks. If each textbook costs $12 and they need 235 copies, what is the total cost?
Calculate: $189 \times 84 = $ ?
Calculate: $189 \times 84 = $ ?
What is the product of $4156 \times 78$?
What is the product of $4156 \times 78$?
A class has 53 pupils, and each pupil receives 4 pencils. If 20 additional pencils are then given out, how many pencils were distributed in total?
A class has 53 pupils, and each pupil receives 4 pencils. If 20 additional pencils are then given out, how many pencils were distributed in total?
A farmer harvests 315 bags of maize from each of his 18 fields. How many bags of maize does he harvest in total?
A farmer harvests 315 bags of maize from each of his 18 fields. How many bags of maize does he harvest in total?
A cow produces 15 litres of milk daily. If the milk is sold at 75 shillings per litre, what is the total revenue generated in 100 days?
A cow produces 15 litres of milk daily. If the milk is sold at 75 shillings per litre, what is the total revenue generated in 100 days?
If a theatre has 48 rows with 32 seats in each row, what is the total seating capacity of the theatre?
If a theatre has 48 rows with 32 seats in each row, what is the total seating capacity of the theatre?
Compute: $1332 \times 21 = $ ?
Compute: $1332 \times 21 = $ ?
A construction company needs to transport 214 loads of bricks to a site. If each load contains 455 bricks, how many bricks are transported in total?
A construction company needs to transport 214 loads of bricks to a site. If each load contains 455 bricks, how many bricks are transported in total?
Magoma makes 220 cement bricks daily. If he sells each brick for 50 shillings, what is the total revenue he makes in 11 days?
Magoma makes 220 cement bricks daily. If he sells each brick for 50 shillings, what is the total revenue he makes in 11 days?
Johari buys 46 loaves of bread at 800 shillings each. If she pays with 40,000 shillings, how much change does she receive?
Johari buys 46 loaves of bread at 800 shillings each. If she pays with 40,000 shillings, how much change does she receive?
A factory produces 525 mobile phones each day. How many mobile phones will it produce in 3 weeks if it operates 7 days a week?
A factory produces 525 mobile phones each day. How many mobile phones will it produce in 3 weeks if it operates 7 days a week?
Furaha sells 26 bags of oranges at 950 shillings each. If he spends 10,000 shillings of the earnings, how much money does he have left?
Furaha sells 26 bags of oranges at 950 shillings each. If he spends 10,000 shillings of the earnings, how much money does he have left?
What is the result of $2346 \times 14$?
What is the result of $2346 \times 14$?
685 cement bricks are needed to build a chicken coop. If the cost of one cement brick is 20 shillings, how much will it cost to buy the cement bricks needed for 11 chicken coops?
685 cement bricks are needed to build a chicken coop. If the cost of one cement brick is 20 shillings, how much will it cost to buy the cement bricks needed for 11 chicken coops?
A tree plantation has 287 rows with 66 trees in each row. If 10% of the trees die due to a disease, approximately how many trees are remaining?
A tree plantation has 287 rows with 66 trees in each row. If 10% of the trees die due to a disease, approximately how many trees are remaining?
Determine the result of: $4167 \times 17 = $ ?
Determine the result of: $4167 \times 17 = $ ?
What is the product of 321 and 15, calculated by multiplying 321 by 5 ones, multiplying 321 by 1 ten, and adding the two results?
What is the product of 321 and 15, calculated by multiplying 321 by 5 ones, multiplying 321 by 1 ten, and adding the two results?
If you multiply a number by 12 and get a result of 4,824, what is the original number?
If you multiply a number by 12 and get a result of 4,824, what is the original number?
A store sells 215 items each day. After 14 days, how many total items have been sold?
A store sells 215 items each day. After 14 days, how many total items have been sold?
If a box contains 125 pencils, how many pencils are in 16 boxes?
If a box contains 125 pencils, how many pencils are in 16 boxes?
What is the correct vertical arrangement to solve 123 x 12?
What is the correct vertical arrangement to solve 123 x 12?
A school has 3 grades, each grade has 112 students. Each grade can be divided into 4 classes. In each class every student is given 10 exercise books, How many exercise books are given out in total across the three grades?
A school has 3 grades, each grade has 112 students. Each grade can be divided into 4 classes. In each class every student is given 10 exercise books, How many exercise books are given out in total across the three grades?
A small store's weekly expenses total $1,210. If a business owner wants to determine their expenses for 11 weeks, which multiplication problem should be used?
A small store's weekly expenses total $1,210. If a business owner wants to determine their expenses for 11 weeks, which multiplication problem should be used?
If multiplying 5 by 220 gives one result, and multiplying 10 by 110 gives another result, what can be determined by comparing the two answers?
If multiplying 5 by 220 gives one result, and multiplying 10 by 110 gives another result, what can be determined by comparing the two answers?
If you multiply 452 by a certain number and the result is 2712, what is the multiplier?
If you multiply 452 by a certain number and the result is 2712, what is the multiplier?
What is the value of (6 x 50) + (6 x 400)?
What is the value of (6 x 50) + (6 x 400)?
Which expression demonstrates the multiplication of 452 by 56 using expanded form?
Which expression demonstrates the multiplication of 452 by 56 using expanded form?
In the multiplication of 452 by 56, what is the sum of the products obtained when multiplying 452 by the tens digit of 56?
In the multiplication of 452 by 56, what is the sum of the products obtained when multiplying 452 by the tens digit of 56?
What is the difference between the product of 452 and 56, and the product of 452 and 6?
What is the difference between the product of 452 and 56, and the product of 452 and 6?
If a number multiplied by 56 equals 25,312, what is the original number?
If a number multiplied by 56 equals 25,312, what is the original number?
In the multiplication process shown, what is the significance of aligning the digits properly according to their place value?
In the multiplication process shown, what is the significance of aligning the digits properly according to their place value?
Which operation is the inverse of multiplication, and could be used to check the answer to '452 x 56 = 25312'?
Which operation is the inverse of multiplication, and could be used to check the answer to '452 x 56 = 25312'?
The number of crates multiplied by the number of bottles in one crate gives the total number of bottles.
The number of crates multiplied by the number of bottles in one crate gives the total number of bottles.
When multiplying 278 by 13, the first step in the horizontal arrangement is to multiply 278 by 3, resulting in 834.
When multiplying 278 by 13, the first step in the horizontal arrangement is to multiply 278 by 3, resulting in 834.
To find the total cloth produced in 23 days, you should divide the cloth produced per day by 23.
To find the total cloth produced in 23 days, you should divide the cloth produced per day by 23.
When multiplying 278 by 13 using the horizontal method, the second step involves multiplying 278 by 1, resulting in 278.
When multiplying 278 by 13 using the horizontal method, the second step involves multiplying 278 by 1, resulting in 278.
If one pair of kitenge costs 30 500 shillings, then 8 pairs cost less than 30 500 shillings.
If one pair of kitenge costs 30 500 shillings, then 8 pairs cost less than 30 500 shillings.
In the horizontal arrangement for multiplying 278 by 13, the final step is to add 834 and 2780 to get the final answer.
In the horizontal arrangement for multiplying 278 by 13, the final step is to add 834 and 2780 to get the final answer.
If a lorry transports 629 sacks of cement in one trip, it will transport fewer sacks in 65 trips.
If a lorry transports 629 sacks of cement in one trip, it will transport fewer sacks in 65 trips.
When using the vertical arrangement to multiply 278 by 13, 3 multiplied by 8 equals 14.
When using the vertical arrangement to multiply 278 by 13, 3 multiplied by 8 equals 14.
To find the total number of words in a book, multiply the number of lines by the number of words per line.
To find the total number of words in a book, multiply the number of lines by the number of words per line.
In the vertical arrangement for multiplying 278 by 13, multiplying 3 by 70 equals 210.
In the vertical arrangement for multiplying 278 by 13, multiplying 3 by 70 equals 210.
When multiplying 278 by 13 using vertical arrangement, 10 multiplied by 200 equals 200.
When multiplying 278 by 13 using vertical arrangement, 10 multiplied by 200 equals 200.
The result of 278 multiplied by 13 is 3,614.
The result of 278 multiplied by 13 is 3,614.
The product of 374 and 62 is found in the provided list of multiplication problems.
The product of 374 and 62 is found in the provided list of multiplication problems.
The example provided demonstrates multiplying a number with six digits by a one-digit number.
The example provided demonstrates multiplying a number with six digits by a one-digit number.
In the example calculation, 5 multiplied by 600 equals 2,000.
In the example calculation, 5 multiplied by 600 equals 2,000.
The steps in the multiplication example break down the process by place value.
The steps in the multiplication example break down the process by place value.
The final answer for the example problem, 24 615 × 5, is 123,075.
The final answer for the example problem, 24 615 × 5, is 123,075.
When multiplying two numbers, the order in which you multiply them affects the final product.
When multiplying two numbers, the order in which you multiply them affects the final product.
The multiplication problems provided all involve multiplying by a number with up to three digits.
The multiplication problems provided all involve multiplying by a number with up to three digits.
The product of 10 and 5 is 15.
The product of 10 and 5 is 15.
According to the example, $3 \times 5 = 150$.
According to the example, $3 \times 5 = 150$.
The product of 1 433 and 14 is found in the list of problems.
The product of 1 433 and 14 is found in the list of problems.
Multiplying any number by one results in that same number.
Multiplying any number by one results in that same number.
The result of a multiplication problem is called the sum.
The result of a multiplication problem is called the sum.
Within the example computation, you add 1 to 20 000.
Within the example computation, you add 1 to 20 000.
The first step in example 1, 24 615 × 5, is multiplying 5 by 10.
The first step in example 1, 24 615 × 5, is multiplying 5 by 10.
To find 23 x 10, you simply add a zero to the end of 23, resulting in 230.
To find 23 x 10, you simply add a zero to the end of 23, resulting in 230.
According to the example, $3 \times 100 = 3000$.
According to the example, $3 \times 100 = 3000$.
Multiplying any number by zero results in zero.
Multiplying any number by zero results in zero.
According to the exercise description, you should duplicate the worksheet.
According to the exercise description, you should duplicate the worksheet.
If you multiply 12 by 3, the answer is 46.
If you multiply 12 by 3, the answer is 46.
The final answer in the example is obtained by adding $15 + 180 + 300 + 6000$.
The final answer in the example is obtained by adding $15 + 180 + 300 + 6000$.
The example shows that $2165 \times 3 = 6495$.
The example shows that $2165 \times 3 = 6495$.
When multiplying a two-digit number by a one-digit number, you only need to multiply the ones place.
When multiplying a two-digit number by a one-digit number, you only need to multiply the ones place.
Estimating can be used to check if the answer to a multiplication problem is reasonable.
Estimating can be used to check if the answer to a multiplication problem is reasonable.
In the exercise questions, the first question is $495 \times 3$.
In the exercise questions, the first question is $495 \times 3$.
In the exercise questions, one of the questions is $306 \times 12$.
In the exercise questions, one of the questions is $306 \times 12$.
The commutative property of multiplication says that changing the grouping of factors does not change the product.
The commutative property of multiplication says that changing the grouping of factors does not change the product.
Multiplication is a mathematical operation that combines two numbers, called factors, to produce a number called a quotient.
Multiplication is a mathematical operation that combines two numbers, called factors, to produce a number called a quotient.
Learning multiplication is not useful for understanding concepts such as division, fractions, and algebra.
Learning multiplication is not useful for understanding concepts such as division, fractions, and algebra.
If a market vendor calculates their total revenue by multiplying the number of items sold by the price per item, this is an example of a real-life application of multiplication.
If a market vendor calculates their total revenue by multiplying the number of items sold by the price per item, this is an example of a real-life application of multiplication.
The product of $104 \times 100$ is $10,400$.
The product of $104 \times 100$ is $10,400$.
In the provided multiplication example, the partial product 5520 represents the result of multiplying 276 by 20.
In the provided multiplication example, the partial product 5520 represents the result of multiplying 276 by 20.
If you want to calculate the total cost of 15 identical items priced at 474 each, you would perform the multiplication $474 \times 15$. The result would be $7,110$.
If you want to calculate the total cost of 15 identical items priced at 474 each, you would perform the multiplication $474 \times 15$. The result would be $7,110$.
To find the total number of bottles in 5,624 crates, each containing 24 bottles, we should perform addition.
To find the total number of bottles in 5,624 crates, each containing 24 bottles, we should perform addition.
The product of $342 \times 24$ is less than the product of $431 \times 22$.
The product of $342 \times 24$ is less than the product of $431 \times 22$.
When computing 255 x 204, the partial product obtained by multiplying 255 by 4 is 1022.
When computing 255 x 204, the partial product obtained by multiplying 255 by 4 is 1022.
The result of $213 \times 6$ is greater than $1,200$.
The result of $213 \times 6$ is greater than $1,200$.
The multiplication problem 413 x 142 can be correctly solved by first multiplying 413 by 2, then by 40, and finally by 100, and then adding the results.
The multiplication problem 413 x 142 can be correctly solved by first multiplying 413 by 2, then by 40, and finally by 100, and then adding the results.
If one store has 15 crates containing 20 bottles each and another has 10 crates containing 30 bottles each, the second store has fewer bottles than the first store.
If one store has 15 crates containing 20 bottles each and another has 10 crates containing 30 bottles each, the second store has fewer bottles than the first store.
If a class has 53 pupils and the teacher gives 4 pencils to each student, then the total number of pencils given to the pupils is 212.
If a class has 53 pupils and the teacher gives 4 pencils to each student, then the total number of pencils given to the pupils is 212.
If a cow produces 15 litres of milk each day, then it will produce 1,500 litres of milk in 100 days.
If a cow produces 15 litres of milk each day, then it will produce 1,500 litres of milk in 100 days.
If Magoma makes 220 cement bricks a day, then he will make 2,420 cement bricks in 11 days.
If Magoma makes 220 cement bricks a day, then he will make 2,420 cement bricks in 11 days.
If a loaf of bread is sold at 800 shillings and Johari buys 46 loaves, she will pay 35,800 shillings.
If a loaf of bread is sold at 800 shillings and Johari buys 46 loaves, she will pay 35,800 shillings.
If Furaha sold 26 bags of oranges at 950 shillings each, he made 24,700 shillings.
If Furaha sold 26 bags of oranges at 950 shillings each, he made 24,700 shillings.
If 685 cement bricks are needed for one chicken coop, then 7,535 cement bricks will be needed to build 11 chicken coops.
If 685 cement bricks are needed for one chicken coop, then 7,535 cement bricks will be needed to build 11 chicken coops.
The product of 117 and 33 is 3,851.
The product of 117 and 33 is 3,851.
If 134 mangoes are harvested daily, then 9,380 mangoes will be harvested in 70 days.
If 134 mangoes are harvested daily, then 9,380 mangoes will be harvested in 70 days.
A tree plantation with 287 rows of trees, each having 66 trees, contains a total of 18,942 trees.
A tree plantation with 287 rows of trees, each having 66 trees, contains a total of 18,942 trees.
When multiplying 278 by 13 using horizontal arrangement, the first step involves multiplying 278 by 10 ones.
When multiplying 278 by 13 using horizontal arrangement, the first step involves multiplying 278 by 10 ones.
In the vertical arrangement method, multiplying 3 by 70 results in 210, representing the product of the ones digit of the multiplier and the tens digit of the multiplicand.
In the vertical arrangement method, multiplying 3 by 70 results in 210, representing the product of the ones digit of the multiplier and the tens digit of the multiplicand.
In the example provided, multiplying 2165 by 3 involves breaking down 2165 into thousands, hundreds, tens, and ones, and then multiplying each by 3.
In the example provided, multiplying 2165 by 3 involves breaking down 2165 into thousands, hundreds, tens, and ones, and then multiplying each by 3.
Based on the example, to calculate $306 \times 12$, one would only need to multiply 306 by 10 and then by 2, and add the products.
Based on the example, to calculate $306 \times 12$, one would only need to multiply 306 by 10 and then by 2, and add the products.
The final result of multiplying 278 by 13 is 3,614, regardless of whether horizontal or vertical arrangement is used.
The final result of multiplying 278 by 13 is 3,614, regardless of whether horizontal or vertical arrangement is used.
When using vertical arrangement for multiplication, 10 × 200 results in 200, representing the product of the tens digit of the multiplier and the hundreds digit of the multiplicand.
When using vertical arrangement for multiplication, 10 × 200 results in 200, representing the product of the tens digit of the multiplier and the hundreds digit of the multiplicand.
According to the example, when multiplying 2165 by 3, one would first multiply 3 by 5 to get 15, then 3 by 60 to get 180, then 3 by 100 to get 300, and finally 3 by 2000 to get 6000.
According to the example, when multiplying 2165 by 3, one would first multiply 3 by 5 to get 15, then 3 by 60 to get 180, then 3 by 100 to get 300, and finally 3 by 2000 to get 6000.
The provided example demonstrates that $2165 \times 3$ can only be solved using the expanded form method, breaking down 2165 into its place values.
The provided example demonstrates that $2165 \times 3$ can only be solved using the expanded form method, breaking down 2165 into its place values.
In horizontal multiplication of 278 by 13, the second step is to multiply 278 by 10, which equals 2,780.
In horizontal multiplication of 278 by 13, the second step is to multiply 278 by 10, which equals 2,780.
If the question was to calculate $432 \times 22$, it would be correct to multiply $432 \times 20$, then $432 \times 2$ then add both totals together.
If the question was to calculate $432 \times 22$, it would be correct to multiply $432 \times 20$, then $432 \times 2$ then add both totals together.
The vertical arrangement method breaks down the multiplication process into calculating partial products based on place value.
The vertical arrangement method breaks down the multiplication process into calculating partial products based on place value.
According to the example, the only factor that needs to be considered for each digit is the ones.
According to the example, the only factor that needs to be considered for each digit is the ones.
When multiplying 278 by 13, multiplying 278 by 3 contributes 634 to the final result.
When multiplying 278 by 13, multiplying 278 by 3 contributes 634 to the final result.
Based on the example, when multiplying 2165 by 3, the calculation $3 \times 60$ contributes 190 to the final answer.
Based on the example, when multiplying 2165 by 3, the calculation $3 \times 60$ contributes 190 to the final answer.
If the multiplier was 14 instead of 13, the partial products in the vertical arrangement would remain exactly the same.
If the multiplier was 14 instead of 13, the partial products in the vertical arrangement would remain exactly the same.
The horizontal arrangement method requires adding partial products, whereas the vertical arrangement directly provides the final answer.
The horizontal arrangement method requires adding partial products, whereas the vertical arrangement directly provides the final answer.
The example multiplication problem has no relationship with the distributive property of multiplication.
The example multiplication problem has no relationship with the distributive property of multiplication.
In the multiplication problem shown in the example, the final answer to $2165 \times 3$ is 6485.
In the multiplication problem shown in the example, the final answer to $2165 \times 3$ is 6485.
When estimating the product of 278 and 13, rounding 278 to 280 and 13 to 10 would yield an estimated product of 2,800.
When estimating the product of 278 and 13, rounding 278 to 280 and 13 to 10 would yield an estimated product of 2,800.
To find the product of 497 and 3 (i.e. $497 \times 3$), one could estimate by multiplying 500 by 3, and the answer should be approximately 1500.
To find the product of 497 and 3 (i.e. $497 \times 3$), one could estimate by multiplying 500 by 3, and the answer should be approximately 1500.
Flashcards
Place Value
Place Value
The value of a digit based on its position in a number.
Ten Thousands
Ten Thousands
The value represented by the digit in the ten thousand place (10,000).
Grouping Objects
Grouping Objects
Counting items in clusters to simplify the counting process.
Total Value of Groups
Total Value of Groups
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Count up to 500,000
Count up to 500,000
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One Ten Thousand Example
One Ten Thousand Example
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Zero in Place Value
Zero in Place Value
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Ten thousands place
Ten thousands place
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Numeral for 352 862
Numeral for 352 862
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Sequence of numbers
Sequence of numbers
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Subtracting a thousand
Subtracting a thousand
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Adding 5 successively
Adding 5 successively
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Three consecutive numbers
Three consecutive numbers
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Filling in the blanks in sequences
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Reading large numbers
Reading large numbers
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Total value of a digit
Total value of a digit
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Total Tablets in Containers
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Example of total value
Example of total value
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Expanded form of a number
Expanded form of a number
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Containers with 10,000 Tablets
Containers with 10,000 Tablets
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Value of 9 in 89,670
Value of 9 in 89,670
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Containers with 1,000 Tablets
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Place Value of 1 in 1,000,000
Place Value of 1 in 1,000,000
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Position of digits
Position of digits
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Counting Patterns
Counting Patterns
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Digit in the Hundreds place
Digit in the Hundreds place
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Hundreds Increment Example
Hundreds Increment Example
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Digit in the Tens place
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Digit in the Ones place
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Missing Numbers in Patterns
Missing Numbers in Patterns
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Total value example: 7 in 479,651
Total value example: 7 in 479,651
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Numbers in Patterns
Numbers in Patterns
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Digits grouped by place value
Digits grouped by place value
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Counting Basin Use
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Total Calculation Method
Total Calculation Method
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Abacus Representation
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Reading Numbers
Reading Numbers
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Number Form
Number Form
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Numeric Breakdown
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Whole Numbers
Whole Numbers
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Number Pattern
Number Pattern
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Subtracting 1
Subtracting 1
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Smallest Number Formation
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Largest Number Formation
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Counting to One Million
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Drug Container
Drug Container
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Counting in Groups
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Finding the Total
Finding the Total
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900,000 tablets
900,000 tablets
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Finding 900,000
Finding 900,000
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Ones Place
Ones Place
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Tens Place
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Hundreds Place
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Thousands Place
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Hundred Thousands Place
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Counting Basin
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Counting in Place Values
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Total Count
Total Count
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Hundreds in Ten Thousand
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Numeral Representation
Numeral Representation
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Number in Words
Number in Words
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Digit Place Value
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Expanded Form
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Counting in Increments
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Packages of Shillings
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One Million Shillings
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Defining One Million
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Efficient Counting
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Value Relationship
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Extending Counts
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Bundled Counting
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Total Bundled Value
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Currency Package
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Total value
Total value
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One Million Shilling Package
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Labeled Tablet Containers
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Counting Items in Clusters
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Total Tablets
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Determining Total Quantity
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Labeling Groups
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Total Groups Label Number
Total Groups Label Number
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Nine Hundred Thousand
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Reading Numbers (Place Value)
Reading Numbers (Place Value)
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Highest Place Value
Highest Place Value
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Identifying the Larger Number
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Identifying the Smaller Number
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Hundred Thousands
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Thousands Digit
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Hundreds Digit
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Forming the Largest Number
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Forming the Smallest Number
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Abacus Use
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Counting by Thousands
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Adding Ten Thousand Pattern
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Counting Basin Tool
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Identifying Six-Digit Numbers
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Understanding Number Composition
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Digit Position Significance
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Representing Quantities Visually
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Numeral
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Numeral Example
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Numeral Form
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Successive Thousands
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Adding Thousands
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Ten Thousand Pattern
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Adding Ten Thousand
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105,202 in Words
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254,000 in Words
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100,006 in Words
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311,008 in Words
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101,008 in Words
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411,000 in Words
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500,709 in Words
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1,000,000 in Words
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Reading Numbers Loudly
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Number in numeral
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One Million
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Hundred Thousands Number
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Greater Number
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Skip Counting
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Number Sequence
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Starting Number
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One Million (1,000,000)
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Counting Forward
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Packages of Ten Thousand
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Increment by 40,000
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Adding values together
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Calculating the result
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Place values container
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Overall amount
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Missing Numbers in Sequence
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Hundreds Increment
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One million tablets.
One million tablets.
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What is a note?
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What is a ten thousand shilling note?
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What is a one thousand shilling note?
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What does 'count' mean here?
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What is 'total amount of money'?
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What will be the first step in the solution?
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Previous Number
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Adding Forty Thousand
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Counting Up
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Counting to 1,000,000
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Shillings Note
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Package
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Ten Packages of 100,000
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Place Value Importance
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Comparing Numbers
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Total value of 9 in 89,670
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Value in the Thousands Place
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Expanded Form Definition
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Numbers in Expanded Form
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Total Count in Basin
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Numeral Expression
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Adding One Hundred Patterns
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Subtracting Ten Pattern
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Adding One Thousand Pattern
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Adding one hundred
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Addition
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Addends
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Sum
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Total
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Number Relationships
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Word Problems
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Adding Zero
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Adding Numbers
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Add Ten Thousands
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Add Hundred Thousands
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Direction of Addition
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What is Addition?
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Vertical Alignment
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Carrying Over
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Vertical Addition
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Addition without Regrouping
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Result in Addition
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Vertical Number Arrangement
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Regrouping in Addition
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Ones Column Addition Example
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Tens Column Addition Example
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Reading the Final Sum
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Ones Place Addition
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Carrying Over in Addition
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Thousands Place Addition
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Ten Thousands Place Addition
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Adding in the Hundred Thousands Place
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Final Sum
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Place Value Alignment
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What is Place Value?
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Adding Place Values
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What is the Total?
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Horizontal Addition
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What are Horizontally Arranged Numbers?
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Adding Without Regrouping
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Add Thousands
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Adding Larger Numbers
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Digit Position Value
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Solve addition Problems
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Six-Digit Numbers
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Total amount?
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Total student enrollment?
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Total bags of crops harvested?
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Total number of desks?
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Aligning Place Values
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Column Addition
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Carried Digit
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What is adding without regrouping?
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Where to start adding?
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Adding in Columns
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Adding Ones
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Ten Thousands Place Value
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Verification
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Addition of Large Numbers
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Arranging numbers for addition
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Starting Addition
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Addition with Regrouping
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Sum/Total
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Word Problems (Addition)
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Addition in Daily Life
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Vertical Arrangement
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Example Sum
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Column-wise Addition
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Sample Sum Solution
Sample Sum Solution
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Another Example Sum
Another Example Sum
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Step 1 of Addition
Step 1 of Addition
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Ones Position
Ones Position
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Tens Position
Tens Position
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Hundreds Position
Hundreds Position
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Thousands Position
Thousands Position
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Ten Thousands Position
Ten Thousands Position
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Hundred Thousands Position
Hundred Thousands Position
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Proper Arrangement
Proper Arrangement
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Addition Rules
Addition Rules
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Checking Addition
Checking Addition
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Carrying Over (Addition)
Carrying Over (Addition)
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Multiple Addends
Multiple Addends
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Compatible Numbers
Compatible Numbers
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Addition Order
Addition Order
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What is Regrouping?
What is Regrouping?
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What is the Carry?
What is the Carry?
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What is the Sum?
What is the Sum?
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Adding Hundreds
Adding Hundreds
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Regrouping Ones
Regrouping Ones
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Adding Tens
Adding Tens
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Regrouping Tens
Regrouping Tens
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Adding Hundred Thousands
Adding Hundred Thousands
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Vertical Number Alignment
Vertical Number Alignment
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Example Addition Result
Example Addition Result
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Adding Numbers Process
Adding Numbers Process
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Direction of Adding
Direction of Adding
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What is sum?
What is sum?
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Adding Vertically
Adding Vertically
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Thousands
Thousands
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Algorithm
Algorithm
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Addition with Carrying
Addition with Carrying
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Adding Tens Digits
Adding Tens Digits
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Adding Hundreds Digits
Adding Hundreds Digits
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Adding Thousands Digits
Adding Thousands Digits
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Adding Ten Thousands Digits
Adding Ten Thousands Digits
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What is an Addend?
What is an Addend?
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Large Number Addition
Large Number Addition
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Adding w/o regrouping?
Adding w/o regrouping?
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Horizontally arranged numbers
Horizontally arranged numbers
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Addition Steps
Addition Steps
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Adding Ones First?
Adding Ones First?
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Highest Place Value Position
Highest Place Value Position
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Place Value Columns
Place Value Columns
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Carry Digit
Carry Digit
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Adding Right to Left
Adding Right to Left
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What is Total Number?
What is Total Number?
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What is Total Harvest?
What is Total Harvest?
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What is Total Amount?
What is Total Amount?
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Adding Ones (with Regrouping)
Adding Ones (with Regrouping)
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Adding Tens (with Regrouping)
Adding Tens (with Regrouping)
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Adding Hundreds (with Regrouping)
Adding Hundreds (with Regrouping)
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Adding Thousands (with Regrouping)
Adding Thousands (with Regrouping)
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Carrying Over (Regrouping)
Carrying Over (Regrouping)
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Adding by Place Value
Adding by Place Value
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Multi-Digit Addition
Multi-Digit Addition
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Carrying in Addition
Carrying in Addition
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Adding by Regrouping
Adding by Regrouping
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239,879 + 46,823 =
239,879 + 46,823 =
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Solve the equation
Solve the equation
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Solve the equation
Solve the equation
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Solve the equation
Solve the equation
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Solve the equation
Solve the equation
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Solve the equation
Solve the equation
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Solve the equation
Solve the equation
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Solve the equation
Solve the equation
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Adding to Six-Digit Number
Adding to Six-Digit Number
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Total Sum
Total Sum
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Digit Alignment
Digit Alignment
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Total Residents
Total Residents
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Total Amount of Money
Total Amount of Money
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Total Tree Seedlings
Total Tree Seedlings
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Total Number of Books
Total Number of Books
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What are Addends?
What are Addends?
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What are Large Whole Numbers?
What are Large Whole Numbers?
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What are Word Problems?
What are Word Problems?
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What is an Addition Problem?
What is an Addition Problem?
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Consistent Place Values
Consistent Place Values
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Horizontal Arrangement
Horizontal Arrangement
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Adding Horizontally
Adding Horizontally
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888,888 + 110,011
888,888 + 110,011
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Rightmost Digit
Rightmost Digit
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Regrouping
Regrouping
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Expanded Form (Addition)
Expanded Form (Addition)
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Adding multiple quantities
Adding multiple quantities
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Solve
Solve
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Addition Process Summary
Addition Process Summary
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Sum (in Addition)
Sum (in Addition)
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Subtraction
Subtraction
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Subtraction vs. Addition
Subtraction vs. Addition
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Subtraction without Regrouping
Subtraction without Regrouping
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Subtraction with Regrouping
Subtraction with Regrouping
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Difference
Difference
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Subtraction Word Problems
Subtraction Word Problems
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Real-Life Subtraction
Real-Life Subtraction
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Subtract Hundred Thousands
Subtract Hundred Thousands
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Calculating the Difference
Calculating the Difference
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Subtraction Example
Subtraction Example
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Represent Digits
Represent Digits
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Subtract with Counters
Subtract with Counters
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Uncrossed Counters
Uncrossed Counters
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Difference of 478,376 and 255,142
Difference of 478,376 and 255,142
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Breaking Down Large Subtraction
Breaking Down Large Subtraction
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Aligning Numbers
Aligning Numbers
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Column Subtraction
Column Subtraction
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Total Value of Subtraction
Total Value of Subtraction
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Taking One Group
Taking One Group
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Ten Thousands to Thousands
Ten Thousands to Thousands
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Subtraction Result
Subtraction Result
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Subtraction Steps
Subtraction Steps
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Subtraction Difference
Subtraction Difference
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What is Subtract?
What is Subtract?
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Ordering Digits
Ordering Digits
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Vertical Subtraction
Vertical Subtraction
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Regrouping in Subtraction
Regrouping in Subtraction
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Solve: 854,623 - 24,205
Solve: 854,623 - 24,205
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Solve: 664,378 - 123,453
Solve: 664,378 - 123,453
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Solve: 928,765 - 726,847
Solve: 928,765 - 726,847
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Remainder
Remainder
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Horizontal Subtraction
Horizontal Subtraction
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Digit Position
Digit Position
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Subtracting Numbers
Subtracting Numbers
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Subtracting Hundred Thousands
Subtracting Hundred Thousands
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257,645 - 34,413
257,645 - 34,413
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Counters to Digits
Counters to Digits
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Subtraction Operation
Subtraction Operation
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Crossing Counters
Crossing Counters
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Example: Counting Basin
Example: Counting Basin
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478,376 - 255,142
478,376 - 255,142
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What is Subtraction?
What is Subtraction?
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Order of Subtraction
Order of Subtraction
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Subtracting Place Values
Subtracting Place Values
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Subtracting Tens
Subtracting Tens
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Subtracting Hundreds
Subtracting Hundreds
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Subtracting Thousands
Subtracting Thousands
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Subtracting Ten Thousands
Subtracting Ten Thousands
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What is Expanded Form?
What is Expanded Form?
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Expanded Form Subtraction
Expanded Form Subtraction
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Subtracting Ones
Subtracting Ones
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Finding the Difference
Finding the Difference
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Place Value in Subtraction
Place Value in Subtraction
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Subtraction Direction
Subtraction Direction
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Subtraction by Regrouping
Subtraction by Regrouping
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Regrouping (Subtraction)
Regrouping (Subtraction)
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Difference (Math)
Difference (Math)
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Insufficient Subtraction
Insufficient Subtraction
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Remaining Balance
Remaining Balance
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Items Not Burnt
Items Not Burnt
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Pupils Who Passed
Pupils Who Passed
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Example of Vertical Subtraction
Example of Vertical Subtraction
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Subtraction Order
Subtraction Order
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Recording the Result
Recording the Result
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643,270 – 541,240 = ?
643,270 – 541,240 = ?
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Vertical Subtraction Setup
Vertical Subtraction Setup
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Subtraction Process
Subtraction Process
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Place Value Decomposition
Place Value Decomposition
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Example Subtraction 1
Example Subtraction 1
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Example Subtraction 2
Example Subtraction 2
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Practicing Subtraction
Practicing Subtraction
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Example Subtraction 3
Example Subtraction 3
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Example Subtraction 4
Example Subtraction 4
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Example Subtraction 5
Example Subtraction 5
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Example Subtraction 6
Example Subtraction 6
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Place Value Subtraction
Place Value Subtraction
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Subtraction Problem
Subtraction Problem
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Decomposing Numbers
Decomposing Numbers
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Minuend
Minuend
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Word Problems (Subtraction)
Word Problems (Subtraction)
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Subtraction as Opposite of Addition
Subtraction as Opposite of Addition
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Example: 257,645 – 34,413
Example: 257,645 – 34,413
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Defining Results of Subtraction
Defining Results of Subtraction
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Defining Subtraction Problem
Defining Subtraction Problem
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Counting Basin Subtraction
Counting Basin Subtraction
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Counters in Place Value
Counters in Place Value
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Counting Uncrossed Counters
Counting Uncrossed Counters
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Example: 478,376 – 255,142
Example: 478,376 – 255,142
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Subtrahend
Subtrahend
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Subtracting Vertically
Subtracting Vertically
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Subtraction by Regrouping (Horizontal)
Subtraction by Regrouping (Horizontal)
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Subtracting Ones Place First
Subtracting Ones Place First
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Insufficient Digit in Subtraction
Insufficient Digit in Subtraction
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Standard Subtraction Method
Standard Subtraction Method
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Direct Subtraction
Direct Subtraction
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Proper Alignment
Proper Alignment
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Step-by-Step Subtraction
Step-by-Step Subtraction
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Repeated Subtraction
Repeated Subtraction
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Remaining Quantity
Remaining Quantity
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Reducing Quantities
Reducing Quantities
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Product (Multiplication)
Product (Multiplication)
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Multiplication
Multiplication
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Two-Digit Multiplier
Two-Digit Multiplier
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Multiplier Place Values
Multiplier Place Values
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Pencils for 53 Pupils
Pencils for 53 Pupils
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Milk Production (100 days)
Milk Production (100 days)
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Bricks in 11 Days
Bricks in 11 Days
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Multiplication Method
Multiplication Method
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Long Multiplication
Long Multiplication
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497 x 3
497 x 3
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3,237 x 4
3,237 x 4
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1,220 x 8
1,220 x 8
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306 x 12
306 x 12
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511 x 15
511 x 15
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432 x 22
432 x 22
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281 x 59
281 x 59
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Single-digit multiplication
Single-digit multiplication
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Product
Product
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Multiplication process
Multiplication process
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Multiply Ones
Multiply Ones
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Multiplying by powers of 10
Multiplying by powers of 10
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Expanded Form (Multiplication)
Expanded Form (Multiplication)
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Tens Multiplication
Tens Multiplication
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Hundreds Multiplication
Hundreds Multiplication
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Comparing Products
Comparing Products
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Total production
Total production
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Sales Revenue
Sales Revenue
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Total Words
Total Words
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Multi-Digit Multiplication
Multi-Digit Multiplication
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Multiplying by place values
Multiplying by place values
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Partial Products
Partial Products
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Addition in multiplication
Addition in multiplication
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Multiplying by multiples of 10
Multiplying by multiples of 10
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Vertical Multiplication
Vertical Multiplication
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Step-by-step calculation
Step-by-step calculation
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What is multiplication?
What is multiplication?
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Total pencils given
Total pencils given
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Total milk produced
Total milk produced
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Total bricks made
Total bricks made
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Total cost of bread
Total cost of bread
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Total money earned per hour
Total money earned per hour
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Horizontal Multiplication Method
Horizontal Multiplication Method
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Vertical Multiplication Method
Vertical Multiplication Method
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Multiplying by Ones (Example)
Multiplying by Ones (Example)
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Multiplying by Tens (Example)
Multiplying by Tens (Example)
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Summing Partial Products
Summing Partial Products
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Vertical Multiplication Steps
Vertical Multiplication Steps
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Expanded Multiplication
Expanded Multiplication
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Multiplication Algorithm
Multiplication Algorithm
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Multiplication Word Problems
Multiplication Word Problems
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Step-by-Step Multiplication
Step-by-Step Multiplication
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Determining Total Value
Determining Total Value
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Simplifying Multiplication
Simplifying Multiplication
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Detailed Solution
Detailed Solution
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Standard Multiplication Algorithm
Standard Multiplication Algorithm
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Final Product
Final Product
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Multiplicand
Multiplicand
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Multiplier
Multiplier
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Value of Digit
Value of Digit
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Leftward Progression
Leftward Progression
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Horizontal Multiplication Arrangement
Horizontal Multiplication Arrangement
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Vertical Multiplication Arrangement
Vertical Multiplication Arrangement
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Multiplying by the Ones
Multiplying by the Ones
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Multiplying by the Tens
Multiplying by the Tens
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Multiplication Setup
Multiplication Setup
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Multiplication Order
Multiplication Order
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Multiplying by 3
Multiplying by 3
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Multiplying by 4
Multiplying by 4
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Multiplying by 8
Multiplying by 8
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Multiplying by 12
Multiplying by 12
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Multiplying by 15
Multiplying by 15
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Breaking Down Multiplication
Breaking Down Multiplication
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Adding Partial Products
Adding Partial Products
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Place Value in Multiplication
Place Value in Multiplication
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Multiplying by Ones
Multiplying by Ones
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Multiplying by Tens
Multiplying by Tens
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Multiplication Layout
Multiplication Layout
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Solving multiplication problems
Solving multiplication problems
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What is a product?
What is a product?
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What is distribution?
What is distribution?
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Total production calculation
Total production calculation
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Factors
Factors
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Manual Calculation
Manual Calculation
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Product (in multiplication)
Product (in multiplication)
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Concept of Multiplication
Concept of Multiplication
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Multiplication by 1
Multiplication by 1
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Real-life Multiplication
Real-life Multiplication
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Multiplication by components
Multiplication by components
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Product in word problems
Product in word problems
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Total Pencils Calculation
Total Pencils Calculation
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Total Milk Production
Total Milk Production
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Total Cement Bricks
Total Cement Bricks
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Total Money from Oranges
Total Money from Oranges
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Bricks for Chicken Coops
Bricks for Chicken Coops
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Finding product of 117 and 33
Finding product of 117 and 33
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Combining Partial Products
Combining Partial Products
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What is Step-by-Step Multiplication?
What is Step-by-Step Multiplication?
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How to Multiply?
How to Multiply?
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What is Carrying Over?
What is Carrying Over?
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What is a Multiplier?
What is a Multiplier?
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What is a Multiplicand?
What is a Multiplicand?
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What is Multiplying by Multiples of Ten
What is Multiplying by Multiples of Ten
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Study Notes
- Whole numbers lack fractional or decimal components and negative values
- Examples of whole numbers encompass 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9
- Determining a digit's place value and counting, reading, and writing numbers up to 99,999 are fundamental skills
- Numbers from 300,000 up to 500,000 are created by incrementing the previous number by forty thousand.
- To obtain the place value of a digit in a number, identify the digit's specific position within the number
- When items are grouped for easier counting, the groups can vary in size and color
- Writing a number in expanded form should start with the digit having the largest place value and descend to the digit with the smallest place value
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Description
Explore whole numbers, place value up to one million, and number patterns. Includes exercises on completing number sequences, subtraction, and forming smallest/largest numbers using given digits. Useful for basic arithmetic skills.
