Page 15 - SM Class 3 Inner.cdr

Place Value

The value of a digit which depends upon the place where it occurs. It is

known as the place value.
The all 3’s in number 3333 have different place value as they all fall in

different place categories.

Thousands Hundreds Tens Ones

3 3 3 3

Place Value 3000 300 30 3

Face Value

The face value of a digit is a digit itself, respect of its position on place

value chart.

Let us have a number 8243.

Th H T O Face Value Place Value

8 2 4 3 3 3 Ones = 3
4 4 Tens = 40

2 2 Hundreds = 200
8 8 Thousands = 8000

a. Th H T O Face Value Place Value
Example 1 : 7 2 1 5 5 5 Ones = 5
Write the place value
1 1 Tens = 10
and face value of each
2 2 Hundreds = 200
digit in 7215.
7 7 Thousands = 7000

b. Th H T O Face Value Place Value
Example :
1 9 2 0 0 0 Ones = 0 Write the place value

2 2 Tens = 20 and face value of each
9 9 Hundreds = 900 digit in 1920.

1 1 Thousands = 1000

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Mathematics In Focus - 3