Here we shall take the simple example of converting 3/4 as a Decimal and show you the steps. The need to convert a given fraction to decimals is very important and you must learn how to do it. The concept of decimals is required everywhere and it is a must for you to learn the methods in which you can convert a fraction to decimals.

## Basic concepts

1) A fraction is divided into two parts which are the numerator and the denominator.

2) The numerator is the digit or the number that is present above the line of fraction and a denominator on the other hand is present below the line of division.

3) When we are conducting the process of division, the numerator is the dividend and the denominator acts as the divisor.

4) Here in this case we are going to consider 3 as the dividend and 4 as the divisor.

**What is 3/4 as a Decimal? **3/4 = 0.75

## Calculation to Convert 3/4 as a Decimal

The calculations and the steps of conversion of a fraction to decimal are very simple and you will learn how to initiate the process here. There is only one step and thus it will be easy for you to understand the process.

Hence, we shall divide 3 by 4.

So,

#### 3÷4 = 0.75

#### 3/4 = 0.75

This is the final result of the given question where we are asked to convert the given fraction ¾ to decimals and the obtained results are 0.75.

There are no complex steps that are involved and thus with some practice, you will be able to solve the problems of decimal conversions easily.

**Also read: **What is 72 divided by 8 using long division?

## What is the need for you to convert a fraction to decimals?

1) There are reasons why we need to convert a fraction to decimals. Here for instance you should know that representing the answers in decimal format is much more systemic and presentable when you are solving a question.

2) The concept of decimals is also required in daily life. As you visit the shop, the shopkeeper might provide you with the quantity of a substance in decimals or the price may be mentioned in decimals. This, both currency and weight can be expressed in decimals for which we need to be clear with the concept of decimals.

3) Further, if you are adding ingredients to your recipe and in the cookbook, it is mentioned in fraction, first, you need to convert it to decimals so that you can perceive the real value and then add it to your food.

4) Even while comparing two or more fractions, they are changed to decimals to find the smaller and the greater value. Thus, to solve the sum you need the help of decimals which is vital for other mathematical problems as well.

The concept of decimals is the backbone of mathematics and you must invest time in learning about these basic procedures to understand the roots of the subjects and deal with complex problems in mathematics later in life. Thus you should keep practicing the conversion of fractions to decimal numbers.

**Also read: **What is 1/2 as a decimal?