
This AQA AS Mathematics resource bundle provides a structured set of teaching, learning, practice and assessment materials for problem solving, mathematical logic and proof in Pure Mathematics. It develops the reasoning language that supports clear mathematical arguments before moving into proof by deduction, proof by exhaustion and disproof by counterexample.
The complete bundle is designed for classroom teaching, independent study, revision and assessment preparation. Students receive clear notes, fully worked methods and progressive questions, while teachers receive planning guidance, misconception support and a premium classroom presentation deck for direct lesson delivery.
The presentation slides form a core part of the complete product, supporting whole-class explanations, worked examples, guided practice, visual reasoning, hinge questions and misconception checks.
What’s IncludedThis bundle includes:
- Student Notes — clear explanations of problem-solving structure, implication, converse, necessary and sufficient conditions, proof methods, counterexamples and model interpretation
- Worked Examples — fully solved examples with method selection, logical commentary and clear conclusions
- Practice Questions — progressive questions covering logic, deduction, exhaustion, counterexamples and modelling
- Challenge Questions — harder proof and reasoning tasks requiring deeper method selection and explanation
- Mini Assessment — a 30-mark end-of-topic check combining logical reasoning, proof and modelling
- Mark Scheme — detailed answers with method guidance, mark allocation, acceptable alternatives, common errors and partial-credit notes
- Lesson Plan — a structured three-lesson teaching sequence with starters, main tasks, checks for understanding, differentiation, plenaries and homework suggestions
- Teaching Notes — teacher explanations, misconception interventions, questioning guidance, mini-whiteboard checks and assessment guidance
- Presentation Slides — a premium classroom-ready slide deck for whole-class teaching, worked examples, guided practice, misconception checks, visual explanations and direct lesson delivery
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