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# Fraction Calculator

Enter integers to make fractions and select the operation to solve fractions using fraction calculator.

Fraction Worksheets

Table of Contents:

## Fraction Calculator

Fractions calculator** **takes the fractions from users and performs the following operations.

- Adding fractions
- Subtracting fractions
- Multiplying fractions
- Dividing fractions

## What is a fraction?

Fractions are used to represent part of a whole. When we divide something into parts, a fraction shows the number of parts we have out of the total quantity.

**For example: **If a pizza has a total of **8** slices then **1** slice out of **8** can be expressed in fraction as *1/8.*

The upper part of the fraction is known as the ** numerator** while the lower part of the fraction is known as the

*denominator.*## How to simplify fractions?

This fraction solver performs all the operations on fractions to simplify them. However, below is an example of solving them manually.

**Example: **

Perform addition, subtraction, multiplication, and division on a given fractions.

**2/3** and **3/4**

**Step 1: **Make the denominator of both fractions the same.

= **2**×4**/3**×4** + 3**×3/**4**×3

`= 8/12 + 9/12`

**Step 2:** Add and subtract the numerator of both fractions and write the denominator by taking it common.

**For addition**

= (8 + 9)/12

= 17/12

**2/3** + **3/4 ****= 17/12**

**For Subtraction **

= (8 - 9)/12

= -1/12

**2/3** - **3/4 ****= -1/12**

**Step 3: **Multiply the numerator and denominators of both fractions to each other.

= 2/3 × 3/4

= (2×3)/(3×4)

= 6/12

**= 1/2**

**Step 4: **Reverse the second fraction by interchanging the position of the numerator and denominator. Also, replace the ** ÷** sign with

**sign.**

*×*2/3 ÷ 3/4

`2/3 ×`

** **4/3

Now, multiply the numerator and denominators of both fractions to each other.

**2/3 × 4/3 = 8/9**

Add fractions calculator** **can accomplish all of the above-performed operations on fractions.