Converting fractions (for eg. 5/8) to decimals is simple and the steps that are mentioned below are easy for you to solve fractions and convert them into decimals.

The fraction ⅝ (5/8) can easily convert into decimals without much effort. The conversion of the fraction to decimal requires easy procedures which are simple for the kids to learn and use in their required sums.

**What is 5/8 as a decimal?** In decimal, 5/8 = 0.625

## Basic Concepts

Any fraction consists of a numerator that is present on the top of the division line and the denominator which is present below the line of division. So in other words, the numbers above the line are the numerator and the ones below the line are the denominator.

## How to Calculate 5/8 as a Decimal?

One of the easiest ways of calculating the value of fractions when converted to decimal is by dividing the numerator by denominator through the long division method.

So here, 5 (numerator) when divided by 8 (denominator) results in 0.625 and that is the ultimate result for you to find out for this exercise.

#### 5/8 = 5 ÷ 8 = 0.625

[latexpage]

\[

\frac{5}{8}=0.625

\]

## Conclusion

0.625 is the final result you need when you have to convert a 5/8 to a decimal. The steps are this easy and you do not require much time or effort for you to get the process done for your mathematics calculation.

**Also read: **What is 16/20 as a Percentage?

## What is the Need for You to Convert the Fraction into a Decimal?

Sometimes the calculations become easier for you to convert the fraction into decimal for solving the sums easily.

Many times the conversion of the fraction to a decimal is also required at the end of the sum. It is important to represent your answer systematically and present the sums in a better way.

The decimal digits are more common in the regular life scenario like the currencies, you will find it easier to compare two values in decimal rather than fractions.

The decimal digits are what we are accustomed to looking at every day and every time from childhood and it is often easier to understand the data provided if it is represented in decimals rather than fractions where it is tough for you to understand the value of the digits.

Also when you are calculating weights and purchasing items from the shop you must be clear with the concept of decimal digits to understand the values and price of commodities and items well.

**Also read: **What is 25/30 as a Percentage?