

A worksheet on solving one-step and two step equations. No operations with negative numbers are included. There are 24 exercises with detailed solutions.
Looking for a clean, no-prep practice worksheet pack to help your pupils master solving algebraic linear equations?
This comprehensive 24-question practice resource is specifically designed to build ultimate maths fluency. It features a perfect, scaffolded progression of skills—starting with simple one-step operations (addition, subtraction, multiplication, and division) and smoothly transitioning into foundational two-step linear equations.
Perfect for Key Stage 2 (KS2) advanced extension, Key Stage 3 (KS3) core instruction, or as a critical GCSE foundation revision packet!
What’s Included:
- Pages 1–4 (24 Scaffolded Questions): A beautifully structured layout featuring large, clear problem boxes that give pupils plenty of space to show their inverse operations and step-by-step work.
Questions 1–8: Foundational one-step equations involving integers and basic fractions.
Questions 9–24: Progressively challenging two-step equations, including expressions with fractional coefficients. - Full Step-by-Step Answer Key: Pages 5–7 contain a complete, beautifully written solutions guide showing every single algebraic step (inverse operations, isolating variables, and multiplying fractions) for all 24 questions. This makes marking incredibly fast or allows for flawless pupil self-checking!
How to Use This in Your Classroom:
- Independent Classwork or Multi-Lesson Homework / Prep Assignment
- End-of-Unit Revision, Exam Prep, or Assessment
- Maths Mastery Workshops or Rotation Stations
- Emergency Cover Plans (the detailed answer key handles the teaching for you!)
- Small Group Intervention and Maths Remediation
Educational Standards & Curriculum Alignment:UK National Curriculum (Key Stage 3 & 4 Mathematics):
- Algebra: Model situations or procedures by translating them into algebraic expressions or formulae and by using linear equations.
- Solve linear equations in one variable algebraically (including those with the unknown on one or both sides, with brackets, or containing fractions).
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