Menu

PRIMARYSECONDARYGCSE REVISION
TOOLSSEARCH

Identifying Equivalent Algebraic Fractions WORKSHEET

Suitable for Year groups: Year 8, Year 9
GCSE Tier: Foundation/Higher
Targeting grades: 4 - 5
Prerequisite knowledge: Simplifying numerical fractions and identifying common factors. Simplify algebraic expressions by cancelling common factors. Multiplying and dividing algebraic terms.
Learning Objective: Simplify algebraic fractions by cancelling common factors and recognise when algebraic fractions are equivalent.

Identifying Equivalent Algebraic Fractions WORKSHEET DESCRIPTION

This worksheet builds fluency in simplifying algebraic fractions and identifying when different fractions are equivalent.

In Section A, students practise simplifying a range of algebraic fractions and identifying those already in their simplest form, reinforcing correct cancellation of numerical and algebraic factors.

Section B develops understanding of equivalence by asking students to compare pairs of fractions, deciding whether they simplify to the same form. Worked examples support the transition from procedural simplification to comparison.

In Section C, learners deepen their reasoning by sorting fractions into equivalent pairs and identifying the odd one out in each set.

Section D extends learning through reasoning tasks, where students create their own equivalent fractions and justify whether given statements are true or false.

All worksheets are created by the team of experienced teachers at Cazoom Maths.

Frequently Asked Questions

Simplify algebraic fractions by cancelling common factors and recognise when algebraic fractions are equivalent.