Podcast
Questions and Answers
In the number 8,951,642, which digit is in the ten thousands place?
In the number 8,951,642, which digit is in the ten thousands place?
5
What is the value of the underlined digit in the number 2,809,715?
What is the value of the underlined digit in the number 2,809,715?
800,000
In the number 5,372,891, which digit is in the hundred thousands place?
In the number 5,372,891, which digit is in the hundred thousands place?
3
What is the value of the underlined digit in the number 443,798?
What is the value of the underlined digit in the number 443,798?
Signup and view all the answers
What is the value of the digit 5 in the number 597,230?
What is the value of the digit 5 in the number 597,230?
Signup and view all the answers
Flashcards
What is place value?
What is place value?
The place value of a digit is its position in a number. It determines the digit's value.
What is the value of a digit?
What is the value of a digit?
In a number, the value of a digit is its contribution to the overall number. This value is affected by its position in the number.
Explain how to determine the value of a digit.
Explain how to determine the value of a digit.
The value of a digit can be determined by its place value (ones, tens, hundreds, etc.) in the number. The value of a digit is found by multiplying the digit by its place value.
What's the value of the digit '7' in 346 781?
What's the value of the digit '7' in 346 781?
Signup and view all the flashcards
What's the value of the digit '3' in 5 372 891?
What's the value of the digit '3' in 5 372 891?
Signup and view all the flashcards
Study Notes
Place Value to Millions
-
Place Value Names: Individual digits in a number have specific place values. These values represent the magnitude of the digit.
-
Example Numbers:
- 34 678: 30,000 (thirty thousand), 4,000 (four thousand), 600 (six hundred), 70 (seventy), 8 (eight)
- 346 781: 300,000 (three hundred thousand), 40,000 (forty thousand), 6,000 (six thousand), 700 (seven hundred), 80 (eighty), 1 (one)
- 346 701: 300,000 (three hundred thousand), 40,000 (forty thousand), 6,000 (six thousand), 700 (seven hundred), 0 (zero), 1 (one)
Place Value of Digits
-
Determining Digits: Identify the specified digit within a number.
-
Example Values:
- 53925: 5 = 50,000, 2 = 200
- 124 589: 2 = 20,000, 5 = 500
- 597 230: 5 = 500,000, 2 = 200
- 582 307: 5 = 500,000, 2 = 2,000
Values of Digits 7 and 3
-
Identifying 7 and 3: Determine the position of the digits 7 and 3 within a number.
-
Calculating Values: Calculate the value based on the place within the number.
- 34 781: 7 = 700, 3 = 30,000
Determining Digits in Specific Places
-
Ten Thousand Place: Identify the digit in the ten thousands place.
-
Example Calculation: The digit 6 in 8 951 642 is in the ten thousands place
Determining Digits in Specific Places
-
Hundred Thousands Place: Identify the digit in the hundred thousands place.
-
Example Calculation: The digit 7 in 5 372 891 is in the hundred thousands place.
Thousands Place Value
-
Identifying Thousands Place: Find the value in the thousands place within a number.
-
Example Calculation: the number 136 is in the thousands place in the number 725 136
Million Place Value
-
Identifying Million Place: Find the digit/number in the million place in any given number.
-
Example Calculation: In the number 1 473 419, the number 1 is in the million place.
Value of Underlined Digits
-
Finding the Value: Understand the position of the underlined digit, e.g within the thousands place, hundreds place, tens place, etc
-
Calculating the value: Calculate the respective value of the underlined digit based on its position.
-
Example Values:
- 2 809 715:
7
= 7,000 - 375 100:
7
= 70,000 - 964 972:
9
= 900,000 - 443 798:
4
= 400,000
- 2 809 715:
Studying That Suits You
Use AI to generate personalized quizzes and flashcards to suit your learning preferences.
Related Documents
Description
Test your understanding of place value, especially up to the millions. This quiz will challenge you to determine the magnitude of individual digits and identify their values in various numbers. Prepare to enhance your numerical skills by practicing with real examples!