GCSE Maths Bundle (Full 2 years' resources!)

This comprehensive GCSE Maths Bundle delivers a fully‑sequenced programme designed to support at least two years of teaching across both Foundation and Higher tiers. Every unit is structured with carefully crafted learning goals, differentiated question slides, and a clear progression that builds deep, confident understanding from early GCSE content through to the most challenging topics.

giving teachers a complete, classroom‑ready toolkit that reduces planning time while maintaining high‑quality delivery.

Designed for both mainstream and SEMH settings, these resources reduce cognitive load, promote engagement, and offer flexible entry points for learners who benefit from structured routines, predictable lesson formats, and supportive scaffolding. Perfect for teachers seeking a robust, long‑term GCSE package grounded in strong pedagogy and thoughtful sequencing.

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Everything you need for GCSE maths! Influenced by the Pearson Edexcel curriculum, but is suitable for all awarding bodies. There are a total of 19 units to bring you through the whole GCSE years. This has been a Godsend for my lessons, where I simply open up the slides and the work is all there! Many of the topics also include worksheets attached and answers to them as well. I have been using these slides for SEND students, so are absolutely brilliant for high-functioning SEND students, as well as mainstream. Many sections are suitable for some foundation students as well and 3-way differentiation is strongly implemented

Content includes:

• Number
• algebra
• area and volume
• data
• graphs
• ratio and proportion
• probability
• angles and trigonometry
• transformations and constructions
• equations and inequalities
• equations and graphs
• multiplicative reasoning
• more algebra
• more trigonometry
• similarity and congruence
• circle theorems
• proportion and graphs
• vectors and geometric proof
• further statistics

Some worksheets I refer to are based around corbett maths worksheets- these are very useful and available on the corbettmaths website.

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