These guides are designed to assist with planning your review or revision. They are concise, up-to-date, and strictly follow the revised syllabus. Developed through collaboration among many teachers, these resources aim to be practical teaching aids. If they prove useful in your instruction, kindly consider leaving a review. Your feedback is invaluable in improving our guide creation process. Additional guides can also be found in the store.
This complete bundle contains all three Pearson Edexcel IAL Further Pure Mathematics Master Revision Guides for Units FP1, FP2 and FP3 (WFM01–WFM03). Covering the full IAS and IA2 Further Pure specification, this resource is aligned with the 2019–2025 exam series and based on examiner reports and past paper analysis – helping students master complex numbers, matrices, proof by induction, de Moivre’s theorem, differential equations, eigenvalues, hyperbolic functions, 3D vectors, and more.
What’s inside each guide?
Topic frequency heatmaps – Critical topics (★★★★★) appear every sitting
Top examiner-penalised errors
Formula & identity audit – Clear distinction between what is in the formula booklet and what MUST be memorised
Full worked examples – Step-by-step solutions with examiner commentary
Revision plans – 8-week structured plan (FP1→FP2→FP3) and 4-week intensive plan (critical topics only), both with timed past paper strategies.
Exam strategies – Time management (75 marks/90 min = 72 sec per mark), in-exam checks (AA⁻¹ = I for matrix inverse, det(A−λI)=0 for eigenvalues, substitute PI back into DE), and recovery strategies for stuck proofs or eigenvalue calculations.
Predicted topics – High-confidence predictions: proof by induction (series sum) – every FP1 paper; 2nd-order DEs with CF+PI and initial conditions – every FP2 paper; 3×3 eigenvalues + eigenvectors – every FP3 paper.
How I use this bundle:
For students – Start with the heatmap. Memorise all NOT-in-booklet formulas. Practise proof by induction weekly – the 4-step structure is mandatory. For A*: FP2+FP3 combined must reach 180/200 UMS (≈60+ raw marks each). Prioritise eigenvalues, 2nd-order DEs, hyperbolic functions, and polar area.
For teachers – Use weakness profiles to diagnose students (Induction-Avoider, Matrix Sign-Error). The formula self-test checklist tracks memorisation. The 8-week plan structures revision across all three units.
Independently produced by Samata Reviews. Not affiliated with or endorsed by Pearson Education Limited or Edexcel.
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