Finding and Writing the Place Value

What are the methods of finding and writing the place value of any numbers?

The methods of finding and writing the place value of any numbers are explained here with different examples.

Consider the numbers given in numerals. We have to find and write the place values of its digits. In a number each digit has a different place values.

1. In the number 2965:

(i) There is the digit 2 in the number 2965. This 2 is the fourth digit for the right in the number. It is at thousand’s place. So, its place value is 2000.

We write 2 and put three zeros to its right as 2000. After 2, there are three digits in the number towards right of the Thousand-place.

(ii) There is the digit 9 in the 2965. This 9 is at hundred’s place. This 9 is the third from right in the number. There are two digits towards right in the number.

We write 9 and put two zeroes to its right. So, the place value of 9 in the number is 900.

(iii) There is the digit 6 in the number 2965 at ten’s place. This 6 is second from right in the number. There is one digit more to its right on the number

We write 6 and put one zero to its right. So, the place value of 6 in the number is 60.

(iv) In the extreme right there is the digit 5 at one’s place in the number 2965. So, its place value is 5.

In short the above process is shown as:

Finding and Writing the Place Value

According to the place values, the number is 2 thousand 9 hundred 6 ten and 5 one.


2. In the number 9721:

(i) There is the digit 9 in the number 9721. This 9 is the fourth digit for the right in the number. It is at thousand’s place. So, its place value is 9000.

We write 9 and put three zeros to its right as 9000. After 9, there are three digits in the number towards right of the Thousand-place.

(ii) There is the digit 7 in the 9721. This 7 is at hundred’s place. This 7 is the third from right in the number. There are two digits towards right in the number.

We write 7 and put two zeroes to its right. So, the place value of 7 in the number is 700.

(iii) There is the digit 2 in the number 9721 at ten’s place. This 2 is second from right in the number. There is one digit more to its right on the number.

We write 2 and put one zero to its right. So, the place value of 2 in the number is 20.

(iv) In the extreme right there is the digit 1 at one’s place in the number 9721. So, its place value is 1.

In short the above process is shown as:

Place Value of any Number

According to the place values, the number is 9 thousand 7 hundred 2 ten and 1 unit.





3rd Grade Math Lessons

From Finding and Writing the Place Value to HOME PAGE




Didn't find what you were looking for? Or want to know more information about Math Only Math. Use this Google Search to find what you need.



New! Comments

Have your say about what you just read! Leave me a comment in the box below. Ask a Question or Answer a Question.




Share this page: What’s this?

Recent Articles

  1. Properties of Division | Division of Property Overview|Math Properties

    Jan 22, 25 01:30 AM

    Properties of Division
    The properties of division are discussed here: 1. If we divide a number by 1 the quotient is the number itself. In other words, when any number is divided by 1, we always get the number itself as the…

    Read More

  2. Terms Used in Division | Dividend | Divisor | Quotient | Remainder

    Jan 22, 25 12:54 AM

    Divide 12 Candies
    The terms used in division are dividend, divisor, quotient and remainder. Division is repeated subtraction. For example: 24 ÷ 6 How many times would you subtract 6 from 24 to reach 0?

    Read More

  3. Divide on a Number Line | Various Division Problems | Solved Examples

    Jan 22, 25 12:41 AM

    How to divide on a number line? Learn to divide using number line to find the quotient. Solved examples to show divide on a number line: 1. Solve 14 ÷ 7 Solution: 7 is subtracted repeatedly

    Read More

  4. Divide by Repeated Subtraction | Division as Repeated Subtraction

    Jan 22, 25 12:18 AM

    Divide by Repeated Subtraction
    How to divide by repeated subtraction? We will learn how to find the quotient and remainder by the method of repeated subtraction a division problem may be solved.

    Read More

  5. Division Sharing and Grouping | Facts about Division | Basic Division

    Jan 21, 25 08:06 AM

    Sharing and Grouping
    We will learn division sharing and grouping. Share eight strawberries between four children. Let us distribute strawberries equally to all the four children one by one.

    Read More