Students who are lagging in a division of decimal fractions can learn the simple methods from here. We can perform operations like addition, subtraction, multiplication, and division with decimal fractions. Division of whole numbers and decimal numbers are similar. All you have to do is to divide the numbers by ignoring the decimal point and write the decimal points after getting the result.

We will see the problems on the Division of Decimal Fractions from this page. Thus the 5th grade students are suggested to check out different types of questions on the division of decimal fractions from the below section.

**Do Refer:**

- Addition of Decimal Fractions
- Division of Decimal Fractions by Multiples
- Problems on Addition of Decimal Fractions

## What is meant by Decimal Fraction?

A decimal fraction is nothing but a fraction where the bottom number is a power of 10 like 10, 100, 1000, and so on. We can write decimal fractions with no denominator and decimal point, which makes it easier to do calculations such as addition, subtraction, multiplication, and division on fractions.

Example 1/10 = 0.1 in decimal

### How to Divide a Decimal Number?

In order to divide the decimal numbers, we have to follow some steps.

1. Perform the division operation by ignoring the decimal point.

2. After that put the decimal point in the quotient in such a way that the decimal place in the quotient is the same as the decimal places in the dividend.

### Dividing Decimal Fractions Problems

Let us know how to solve the problems on the division of decimal fractions from here. We have provided different methods to divide the decimal fractions. Go through them and enhance your math skills to score good marks in the exams.

**Example 1.**

Divide 82.2 by 10?

**Solution:**

We have to divide 82.2 by 10.

82.2 ÷ 10

822/10 ÷ 10

822/10 × 1/10

822/100

The decimal shift to the left by many places that depends on the zeros in the divisor.

In the divisor there is one zero then the decimal moves one place to the left.

Therefore 82.2 ÷ 10 = 8.22

**Example 2.**

Divide 243.03 by 100?

**Solution:**

We have to divide 243.03 by 100

243.03 ÷ 100

24303/100 ÷100

24303/100 × 1/100

24303/10000

The decimal shift to the left by many places that depends on the zeros in the divisor.

In the divisor there is one zero then the decimal moves two place to the left.

Therefore 243.03 ÷ 100 = 2.4303

**Example 3.**

Divide 16.2 by 10?

**Solution:**

We have to divide 16.2 by 10.

16.2 ÷ 10

162/10 ÷ 10

162/10 × 1/10

162/100

The decimal shift to the left by many places that depends on the zeros in the divisor.

In the divisor there is one zero then the decimal moves one place to the left.

Therefore 16.2 ÷ 10 = 1.62.

**Example 4.**

Divide 487.3 by 10?

**Solution:**

We have to divide 487.3 by 10

487.3 ÷ 10

4873/10 ÷ 10

4873/10 × 1/10

4873/100

The decimal shift to the left by many places that depends on the zeros in the divisor.

In the divisor there is one zero then the decimal moves one place to the left.

Therefore 487.3 ÷ 10 = 48.73.

**Example 5.**

Divide 42.3 by 1000?

**Solution:**

We have to divide 42.3 by 1000

42.3 ÷ 1000

423/10 ÷ 1000

423/10 × 1/1000

423/10000

The decimal shift to the left by many places that depends on the zeros in the divisor.

In the divisor there is one zero then the decimal moves three places to the left.

Therefore 42.3 ÷ 1000 = 0.0423.

**Example 6.**

Divide143.12 by 1000?

**Solution:**

We have to divide 143.12 by 1000

143.12 ÷ 1000

14312/100 ÷ 1000

14312/100 × 1/1000

14312/100000

The decimal shift to the left by many places that depends on the zeros in the divisor.

In the divisor there is one zero then the decimal moves three places to the left.

Therefore 143.12 ÷ 1000 = 0.14312

**Example 7.**

Divide 43.004 by 100?

**Solution:**

We have to divide 43.004 by 100

43.004 ÷ 100

43004/1000 ÷ 100

43004/1000 × 1/100

43004/100000

The decimal shift to the left by many places that depends on the zeros in the divisor.

In the divisor there is one zero then the decimal moves two places to the left.

Therefore 43.004 ÷ 100 = 0.43004

**Example 8.**

Divide 14.2 by 10?

**Solution:**

We have to divide 14.2 by 10

14.2 ÷ 10

142/10 ÷ 10

142/10 × 1/10

142/100

The decimal shift to the left by many places that depends on the zeros in the divisor.

In the divisor there is one zero then the decimal moves one place to the left.

Therefore 14.2 ÷ 10 = 1.42

**Example 9.**

Divide 2.2 by 10?

**Solution:**

We have to divide 2.2 by 10

2.2 ÷ 10

22/10 ÷10

22/10 ÷ 1/10

22/100

The decimal shift to the left by many places depends on the zeros in the divisor.

In the divisor there is one zero then the decimal moves one place to the left.

Therefore 2.2 ÷ 10 = 0.22

**Example 10.**

Divide 243.03 by 100?

**Solution:**

We have to divide 234.03 by 100

243.03 ÷ 100

24303/100 ÷ 100

24303/100 × 1/100

24303/10000The decimal shift to the left by many places depends on the zeros in the divisor.

In the divisor there is one zero then the decimal moves two places to the left.

Therefore 243.03 ÷ 100 = 2.4303