  # Divide Fractions

In this worksheet, students will practise dividing two fractions by applying the KSF (Keep, Swap, Flip) process and simplifying answers if possible. Key stage:  KS 4

GCSE Subjects:   Maths

GCSE Boards:   Pearson Edexcel, OCR, Eduqas, AQA,

Curriculum topic:   Number, Fractions, Decimals and Percentages

Curriculum subtopic:   Structure and Calculation Fractions

Difficulty level:   #### Worksheet Overview

If you are confident with multiplying fractions, dividing fractions should be a walk in the park!

There is just one more step to add to the process of multiplying fractions.

A neat way to remember this process is with the acronym: KSF, which stands for Keep, Swap, Flip.

This little trick tells you precisely what to do to divide two fractions:

Keep the first fraction;

Swap the division sign to a multiply;

Flip the second fraction upside down.

Once you've done this, multiply your two fractions as usual and cancel your answer down if possible.

e.g. Complete the sum:

 2 7
÷
 1 3

If we apply KSF, we will reach the following sum:

Keep Swap Flip
 2 7
÷
 1 3
 2 7
x
 3 1

We can now work out this new sum and it will give the same answer as the original one:

 2 7
x
 3 1
=
 6 7

Clever right?!

In this activity, you will practise dividing two fractions by applying the KSF (Keep, Swap, Flip) process and simplifying your answer if you can.

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