Algebraic Proof (Higher G6+)

This advanced course develops your ability to create formal mathematical proofs using algebraic techniques. You’ll learn to represent number properties (such as odd and even) algebraically and construct rigorous proofs that demonstrate mathematical relationships beyond doubt. Master the precise, logical thinking required for mathematical proof, developing skills in forming convincing arguments based on definitions and algebraic manipulation. These sophisticated reasoning abilities are assessed at the highest levels of GCSE Mathematics and provide excellent preparation for A-level Mathematics and further academic study.

External Recognition & Accreditation

This course is suitable for learners following these boards and specifications: Edexcel 1MA1, AQA 8300, OCR J560, Eduqas C300U10-1, WJEC 3300U10-1

Who Is It For?

This course is suitable for Higher Tier Learners who are taking the Higher tier Maths GCSE, aiming for grades 6 and above.

Pre-Requisites

None listed

What You Will Learn

Represent odd and even numbers algebraically. Construct algebraic proofs.

Progression

This course supports progression to A-level Mathematics, particularly in pure mathematics topics requiring formal proof and logical reasoning.