Simplify fractions
What simplify fractions means
You learn how to reduce a fraction to its simplest form by dividing the top and bottom by the same number. This helps you write answers neatly and compare fractions more easily in later work.
What you will practise
- Find a common factor for the top and bottom numbers
- Divide both parts of a fraction by the same number
- Check if the fraction can be reduced again
- Write each fraction in its simplest form
Before you start
You should be comfortable with multiplication tables and simple division facts. It also helps to know the parts of a fraction, especially the numerator and denominator.
Worked example
One question from this skill's own question bank, shown with its full working.
Simplify 4/8
- 1/4
- 1/2
- 2/3
- 3/4
Working: Divide top and bottom by 4: 4÷4 = 1, 8÷4 = 2, giving 1/2.
Common mistakes to avoid
- Dividing only the top or only the bottom, instead of both numbers
- Using a number that does not divide both parts exactly
- Stopping too early before the fraction is in simplest form
- Changing the value of the fraction by using different divisors
Curriculum and exam alignment
In Upper Primary, this usually comes after work on fractions as parts of a whole and before more advanced fraction operations. It supports school-based assessment and builds the foundation needed for BECE preparation.
Curriculum notes are a general guide to where this work normally sits. Always check the syllabus your school or examination body is currently using.
Related skills
Other Fractions skills in Maths, at the same point in the course.
Other Maths topics
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Exams that assess simplify fractions
Upper Primary work on this skill feeds directly into these exam papers. Each page lists the Maths topics that appear on it.
How this page was produced
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Practise simplify fractions
8 questions with a worked answer after every attempt, and a SmartScore that tracks how close you are to mastery.
