CLASS-4
RELATION BETWEEN PLACE VALUE & FACE VALUE

RELATION BETWEEN PLACE VALUE AND FACE VALUE -

· Face Value of a digit is the digit itself.

· Place Value of a digit is obtained by multiplying its face value by the value of the place of the digit.

· Place Value of zero is always zero.


Example 1: Write the face value and the place value of all the digits in 157682034

Class-4-Place-Vale-Face-Value-5.png

Ans.)

Class-4-Place-Vale-Face-Value-6.png


Example 2: Find the difference between the place value and face value of 6 in the following number: 6,34,075

Class-4-Place-Vale-Face-Value-7.png

Ans.: The difference 5,99,994.

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