Conversion of 1/8 as a decimal is an oft-asked question. It is very easy if you follow our step-by-step guide.

Conversion of fractions to decimals is essential for estimating the value of the quantity in real terms. In daily life, the use of decimals is observed to be more common and thus it is indispensable for you to learn about its usage and how to convert a value in a fraction to decimals.

Here we shall learn about how to find the decimal value of 1/8 fraction.

## Basic Concepts

1) The fraction (1/8) is composed of two parts. The digits above the line of division are called the numerator while the digits below the line of a fraction are called the denominator.

2) Here in the given fraction, 1 is the numerator and number 8 is the denominator.

**What is 1/8 as a Decimal?** The answer is 0.125

## Calculation of 1/8 as a Decimal

1) The calculations of converting a given fraction to a decimal are very simple and all you need to do is **divide the numerator by the denominator** where the numerator is placed to the right of the denominator.

2) Here the numerator becomes the dividend and the denominator is the divisor.

So,

#### 1÷8= 0.125

#### 1/8 = 0.125

Hence the answer to the given problem is 0.125 in decimals.

That is all you need to learn about the conversion of fractions to decimals.

The process is simple and you do not have to put much effort into it.

**Also read: **What is 3/5 as a Decimal?

## What is the need for you to convert fractions to decimals?

Conversion of the fraction to a decimal is basic; however, the usage of the concept is required everywhere. In your daily life, you need to understand the conversion of fractions to decimals because most of the values at groceries are presented in the form of decimals.

The weights of different objects in the market are expressed in decimals and you will have to learn the concept of decimals for that matter.

Representing fraction to decimal form is a more presentable way in which you must provide your data. Thus it is always convenient to convert the fractional values to decimals.

You are also better able to compare the value of two different digits in the form of decimal which is not possible for fractions easily when the denominators are different.

Hence it may be concluded that you must always learn how a fraction may be converted to its decimal form. This is helpful in real-life scenarios to solve problems and calculate the cost in decimals when you are purchasing something in the market.

**Also read: **What is 48 divided by 3 Using Long Division?