Decimal Place Value Chart

Decimal place value chart are discussed here:

The first place after the decimal is got by dividing the number by 10; it is called the tenths place.

The second place after the decimal is got by dividing the number by 100; it is called the hundredths place.

The third place after the decimal is got by dividing the number by 1000; it is called the thousandths place.

$Decimal Place Value Chart$

1. How to write the place value of the digit 45.123?

The place of 3 in the decimal 45.123 is 3/1000.

The place of 2 in the decimal 45.123 is 2/100

The place of 1 in the decimal 45.123 is 1/10

The place of 5 in the decimal 45.123 is 5

The place of 4 in the decimal 45.123 is 40

Let us consider the following examples.

2. Write the following numbers in the decimal place value chart.

(i) 1.2

Solution:

1.2 in the decimal place value chart.

$Decimal Place Value Chart$

(ii) 12.05

Solution:

12.05 in the decimal place value chart.

$Decimal Place Value Chart$

(iii) 25.453

Solution:

25.453 in the decimal place value chart.

$Decimal Place Value Chart$

(iv) 490.7042

Solution:

490.7042 in the decimal place value chart.

$Decimal Place Value Chart$

(v) 6145.89

6145.89 in the decimal place value chart.

Solution:

$Decimal Place Value Chart$

(vi) 15671.9

Solution:

15671.9 in the decimal place value chart.

$Decimal Place Value Chart$

3. Write the place value of digit 7 in each of the following decimals:

(i) 513.073

The place of 7 in the decimal 513.073 is 7/100 or 7 hundredths.

(ii) 71.234

The place of 7 in the decimal 71.234 is 70 or 7 tens.

Practice Problems on Decimal Place Value Chart:

1. Identify the place value of the underlined digit in the given numbers.

(i) 65.71

(ii) 308.88

(iii) 716.927

(iv) 8546.293

(v) 4665.705

Answers:

(i) 1 hundredth

(ii) 3 hundreds

(iii) 9 tenths

(iv) 3 thousandths

(v) 4 thousands

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