Dividing fractions calculator is the one for you if you want to divide fractions easily. All you need to do is just provide the input fractions and tap on the enter button to make your calculations faster as it displays the output in the blink of an eye.

**Ex: **2/5÷5/10 (or) 4/9÷6/22 (or) 5/34÷7/15

**Here are some samples of Division of Fractions calculations.**

- Division of Fractions 94/59 and 70/57
- Division of Fractions 86/68 and 79/65
- Division of Fractions 10/48 and 53/20
- Division of Fractions 66/79 and 37/90
- Division of Fractions 52/47 and 73/36
- Division of Fractions 35/16 and 68/67
- Division of Fractions 73/64 and 56/28
- Division of Fractions 87/25 and 93/29

Related Calculators:

**Dividing Fractions Calculator:** Are you on the hunt for a tool that can divide any fractions? If so, you have come the right way. Unlike other fraction calculators, this will show you the work included in detail so that you can understand the concept much better.

Get to know in detail about the concept of dividing fractions, how to do fraction division as well as the procedure to use Dividing Fractions Calculator. Have a glance at the step by step procedure explained for the concept Fractions Division by taking enough examples. Detailed guide over here acts as an all in one solution to all your queries on fraction division.

In Maths, fraction represents the part of a whole. It is defined as the ratio of numerator to denominator value. The number above the / is called the numerator and the one below the slash symbol is the denominator. Fractions are of various types namely like, unlike, proper, improper, mixed fractions, and so on. Let suppose a/b and c/d are two fractions then the division of fractions is given as such

(a/b)/(c/d)= ad/bc in which a, b, c, d are integers

Fraction division has a step more than the fraction multiplication. However, it's way easier compared to the addition and subtraction as you need not worry about the denominators being like or unlike.

- Flip the second fraction upside down i.e. switch the numerators place and denominator's place.
- Multiply the first fraction with the reversed second fraction.
- Simplify the fraction to the smallest possible denominator, with the numerator also reduced proportionately.

**Example**

Divide the fractions 3/4 and 5/6?

**Solution:**

Given Input fractions 3/4 and 5/6

Find the reciprocal of the second fraction 5/6 i.e. 6/5

After that multiply, the first and second fractions i.e. (3/4)*(6/5)

To do fraction multiplication multiply the numerators in both the fractions and denominators individually.

i.e. 3*6/4*5

= 18/20

Therefore, the division of fractions 3/4 and 5/6 is **18/20**

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Procedure to use dividing fractions calculator is as under

- Enter the fractions in the respective input field provided in the calculator.
- Click on the enter button prevailing next to the input field or tap on the enter button on your keyboard.
- Finally, you will get the division of fractions displayed on the screen.

**1. How do you divide fraction by a fraction?**

Dividing two fractions is the same as multiplying the first fraction by the reciprocal of the second fraction.

**2. Where do I find Solved Examples on Dividing Fractions?**

You will find solved examples of dividing fractions explained step by step.

**3. What are the steps to dividing fractions?**

Fraction division is similar to fraction multiplication.

- Check for the input fractions given.
- Flip the second fraction upside down and then multiply with the first fraction.
- Reduce the fraction to its simplest form proportionately.

**4. What is the easiest way to divide fractions?**

The easiest way of dividing fractions is by making use of our dividing fractions calculator. You will get the resultant output in a blink of an eye.