Podcast
Questions and Answers
How many toys does the factory produce in a month of October, assuming October has 31 days?
How many toys does the factory produce in a month of October, assuming October has 31 days?
- 22,856
- 21,442
- 15,170 (correct)
- 18,656
If the factory increases production by 50 toys each day, how many toys will it produce in October?
If the factory increases production by 50 toys each day, how many toys will it produce in October?
- 21,032
- 22,272 (correct)
- 21,442
- 21,882
What is the total number of toys produced by the factory in a week, given its daily production?
What is the total number of toys produced by the factory in a week, given its daily production?
- 5,076
- 4,354
- 4,812
- 4,846 (correct)
If production decreases to 600 toys per day for the month of October, how many toys are produced?
If production decreases to 600 toys per day for the month of October, how many toys are produced?
What is the different in total toys produced between 692 toys and 750 toys daily over the 31 days of October?
What is the different in total toys produced between 692 toys and 750 toys daily over the 31 days of October?
What is the result of 678 divided by 678?
What is the result of 678 divided by 678?
If 700 is multiplied by an unknown number to get 70000, what is that unknown number?
If 700 is multiplied by an unknown number to get 70000, what is that unknown number?
When dividing 78051 by 1000, what is the remainder?
When dividing 78051 by 1000, what is the remainder?
What is the quotient and remainder when 849 is divided by 3?
What is the quotient and remainder when 849 is divided by 3?
If 26 is multiplied by 96, what is the product?
If 26 is multiplied by 96, what is the product?
What does the term 'dividend' refer to in a division problem?
What does the term 'dividend' refer to in a division problem?
How many minutes are in one day?
How many minutes are in one day?
What is achieved when 63 is divided by a specific number to yield a quotient of 9?
What is achieved when 63 is divided by a specific number to yield a quotient of 9?
How many pens can be bought for ₹ 4575 if one pen costs ₹ 15?
How many pens can be bought for ₹ 4575 if one pen costs ₹ 15?
What is the total cost of 50 pens priced at ₹ 15 each?
What is the total cost of 50 pens priced at ₹ 15 each?
If ₹ 4575 is spent on pens, what would be the cost of purchasing 100 pens?
If ₹ 4575 is spent on pens, what would be the cost of purchasing 100 pens?
When dividing ₹ 4575 by the cost of one pen, what operation is performed?
When dividing ₹ 4575 by the cost of one pen, what operation is performed?
If the cost of a pen increases to ₹ 20, how many pens can be bought with ₹ 4575?
If the cost of a pen increases to ₹ 20, how many pens can be bought with ₹ 4575?
Which operation best represents the action of buying multiple pens?
Which operation best represents the action of buying multiple pens?
If one wishes to express the purchase of 3 different pen packs at ₹ 15 each, how should they express the total cost?
If one wishes to express the purchase of 3 different pen packs at ₹ 15 each, how should they express the total cost?
If one pen is purchased for ₹ 15 and ₹ 4575 is the total budget, what is the price of each pen if one eyes a purchase of 250 pens?
If one pen is purchased for ₹ 15 and ₹ 4575 is the total budget, what is the price of each pen if one eyes a purchase of 250 pens?
What is the total weight of 63 boxes if each box weighs 314 kg?
What is the total weight of 63 boxes if each box weighs 314 kg?
How do you calculate the cost of one shirt if 12 shirts cost ₹ 8832?
How do you calculate the cost of one shirt if 12 shirts cost ₹ 8832?
What will be the cost of each shirt based on ₹ 8832 for 12 shirts?
What will be the cost of each shirt based on ₹ 8832 for 12 shirts?
If one box weighs 314 kg, what will be the weight of 50 boxes?
If one box weighs 314 kg, what will be the weight of 50 boxes?
If the total cost of 24 shirts is twice the cost of 12 shirts, what is the total cost for 24 shirts?
If the total cost of 24 shirts is twice the cost of 12 shirts, what is the total cost for 24 shirts?
Which of the following is the correct formula to find the weight of multiple boxes?
Which of the following is the correct formula to find the weight of multiple boxes?
What is the cost of a single shirt if ₹ 5832 is the total for 6 shirts?
What is the cost of a single shirt if ₹ 5832 is the total for 6 shirts?
If you want to buy 5 boxes and weigh each at 314 kg, what will be the total weight?
If you want to buy 5 boxes and weigh each at 314 kg, what will be the total weight?
What is the multiplicand in a number sentence where the format is 'multiplicand x multiplier = product'?
What is the multiplicand in a number sentence where the format is 'multiplicand x multiplier = product'?
In the division number sentence format 'dividend ÷ divisor = quotient', what should the divisor be?
In the division number sentence format 'dividend ÷ divisor = quotient', what should the divisor be?
When crafting a math story based on division, what components are necessary to create a complete number sentence?
When crafting a math story based on division, what components are necessary to create a complete number sentence?
Which of these describes the correct format for a multiplication number sentence?
Which of these describes the correct format for a multiplication number sentence?
If a student needs to create a multiplication problem, what should they ensure about the multiplier?
If a student needs to create a multiplication problem, what should they ensure about the multiplier?
In a division problem, what is the maximum number of digits allowed in the dividend according to the guidelines?
In a division problem, what is the maximum number of digits allowed in the dividend according to the guidelines?
What is the purpose of writing a math story based on division?
What is the purpose of writing a math story based on division?
Which of the following is NOT a requirement for the components of a multiplication number sentence?
Which of the following is NOT a requirement for the components of a multiplication number sentence?
Flashcards
8150 x ? = 0
8150 x ? = 0
Any number multiplied by zero equals zero.
678 ÷ 678 = ?
678 ÷ 678 = ?
Any number divided by itself equals one.
240 x 600 = ?
240 x 600 = ?
Multiply 240 by 600. Solve by multiplying 24 by 6 and then attach two zeros.
Dividend = ?
Dividend = ?
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Dividing a large number by zero
Dividing a large number by zero
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Quotient = 9, Divisor = 8, Remainder = 3, What's the Dividend?
Quotient = 9, Divisor = 8, Remainder = 3, What's the Dividend?
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Product of a number and 1
Product of a number and 1
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Eggs produced in one week (3115) / days?
Eggs produced in one week (3115) / days?
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Daily toy production
Daily toy production
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October toy production
October toy production
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Number of days in October
Number of days in October
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Calculation needed
Calculation needed
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Monthly toy production
Monthly toy production
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Dividing by 15
Dividing by 15
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Crossword Puzzle
Crossword Puzzle
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Math Story with Multiplication
Math Story with Multiplication
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Weight of 63 boxes
Weight of 63 boxes
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Cost of each shirt
Cost of each shirt
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1 Box Weight
1 Box Weight
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Number of Shirts
Number of Shirts
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Total Shirt Cost
Total Shirt Cost
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Weight of 63 Boxes (Result)
Weight of 63 Boxes (Result)
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Cost of each shirt (Result)
Cost of each shirt (Result)
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Multiples
Multiples
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Number sentence: Multiplication
Number sentence: Multiplication
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Multiplicand
Multiplicand
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Number sentence: Division
Number sentence: Division
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Dividend
Dividend
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Divisor
Divisor
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Quotient
Quotient
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Math Story: Word problem involving division
Math Story: Word problem involving division
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Study Notes
Multiplication and Division Worksheet
-
Fill in the Blanks: Various multiplication and division problems are presented. Students are expected to complete the missing numbers to make the equations true. Examples include:
- 8150 x = 0
- 678 ÷ 678 = 1
- 240 x 600 = 144000
-
Division with Remainders: Problems involving division with remainders are included.
- When 78051 is divided by 1000, the remainder is 51.
- If 4354 is divided by 10, the quotient is 435 and the remainder is 4.
-
Multiplication: Basic multiplication problems are included, ranging from simple to multi-digit problems. Example:
- 90 x 40 = 3600
- 700 x = 70000 (the answer to the missing factor is therefore 100)
-
Division: Problems involving dividing one number by another number are included. Examples:
- 2130 ÷ 0 = undefined
- The quotient obtained on dividing the greatest 4-digit number (9999) by the smallest 2-digit number (10) is 999.
-
Product of a Number and 1: The product of any number and 1 is the number itself.
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Terms: The number to be divided is called the dividend.
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Time calculation: There are 1440 minutes in a day. 810 ÷ 15 = 54
-
Division: Dividend = Quotient x Divisor + Remainder (e.g., in problem 20)
Product Calculation
- Various multiplication problems are presented. Students need to calculate the product. Example:
- 67 x 95 = 6365 This is an example of a problem in the Multiplication Practice set, specifically
- 932 x 84 = 78368
- 504 x 17 = 8568
Quotient and Remainder Calculation
- Various division problems are presented, where students need to find both the quotient and the remainder. Example:
- 842 ÷ 3 = 280 remainder 2
- 5648 ÷ 2 = 2824 remainder 0
- 7124 ÷ 9 = 791 remainder 5
Solve using RUSAC Strategy
- Solve word problems applying the RUSAC (Read, Understand, Solve, Answer, Check) method. A example is:
- A poultry farm produces 3115 eggs in one week. How many eggs are produced each day?
More Word Problems
- Weight of Boxes: A box weighing 314 kg is used for calculation of multiple boxes.
- Cost of Shirts: Calculating cost of individual shirts based a a set number in a group.
- Number of Toys: Calculate based on a given number produced per day in October.
- Pens: Calculate how many pens can be bought with a set price.
Crossword Puzzle
- Fill in the blanks to correctly complete the division sentences within a crossword format.
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Description
This worksheet includes various multiplication and division problems requiring students to fill in missing numbers, solve division with remainders, and tackle both simple and complex multiplication challenges. It's designed to reinforce understanding of basic arithmetic operations and their applications.