A set of three worksheets on solving linear equations with brackets. Detailed solutions are included.

Master multi-step linear equations with ease! This 4-worksheet maths bundle provides targeted practice for solving equations involving brackets, expanding, variables on both sides, and fractions. Perfect for KS3 (Year 7, Year 8 and Year 9) maths lessons, secondary revision, or assessments. Includes complete step-by-step solutions to save you marking time!

Take the frustration out of algebraic equations! This comprehensive, no-prep worksheet pack offers structured, scaffolded practice to help your pupils confidently solve linear equations involving brackets and fractions.
Moving smoothly from introductory practice to rigorous equations containing fractions and mixed-number answers, this bundle provides the ideal balance of skill-building and challenge for Key Stage 3 and Key Stage 4 pupils.

What’s Included in This Worksheet Pack:
• Worksheets 1 & 2: Linear Equations with Brackets: Scaffolded problems focusing on expanding single brackets, collecting like terms, and isolating variables.
• Worksheets 3 & 4: Equations with Fractions & Brackets: Advanced challenges requiring pupils to clear fractional coefficients or solve equations resulting in mixed-number answers.
• Progressive Difficulty: Tasks advance from basic expansion to handling negative numbers, fractions outside brackets, and variables on both sides.
• Complete Step-by-Step Teacher Solutions: Fully worked algebraic steps are provided for every single question, making marking or self-checking quick and effortless.

Perfect For:
• Key Stage 3 (KS3) maths lessons or early GCSE foundation revision
• Independent classroom seatwork or homework tasks
• Differentiated intervention groups and remediation activities
• Quick formative assessments, quizzes, or exit tickets
• Emergency math cover work or supply teacher plans

Core Maths Skills Covered:
• Expanding single brackets using the grid or linear method.
• Clearing denominators and simplifying algebraic fractions.
• Balancing equations by moving terms and collecting like terms.
• Expressing final answers accurately as improper fractions or mixed numbers.