GCSE Foundation maths revision made simple
21 October 2026
The value of revising GCSE Foundation maths
For many students, revising for GCSE Foundation maths is about building confidence and accuracy with the basics. Securing marks on familiar topics like fractions, percentages and ratios can make a real difference.
Why practice matters
Regular practice helps children avoid repeated mistakes and become more comfortable with the types of questions that appear most often. Supporting your child with clear, step-by-step revision can boost their confidence before exams.
Worked example: sharing in a ratio
Suppose you have a ratio of 3:5 and a total of 24 to share.
First, add the parts of the ratio: 3 + 5 = 8.
Next, divide the total by the number of parts: 24 ÷ 8 = 3.
To find how much 3 parts represent, multiply: 3 × 3 = 9.
The correct answer is 9.
Supporting your child
Breaking problems into small steps makes revision less overwhelming. Encourage your child to work through examples slowly, checking each stage as they go.
Key insight: Understanding ratios and fractions is essential for success at GCSE Foundation level. Practising these skills helps students secure reliable marks and builds a strong base for more challenging questions.
