Pure Mathematics 4 (P4) – A-Level Edexcel Mathematics
The Pure Mathematics 4 (P4) module is part of the A-Level Edexcel Mathematics series, designed for students who are advancing toward mastery in higher-level math. This module expands on previous pure mathematics content and introduces more sophisticated algebraic, geometric, and calculus techniques, essential for university-level study and real-world problem solving.
📘 Course Content Overview
Chapter 1: Algebraic Proofs
Chapter 2: Partial Fractions
Chapter 3: Coordinate Geometry
Chapter 4: Binomial Expansion
Chapter 5: Differentiation
Chapter 6: Integration
Chapter 7: Vectors
Through this course, students enhance their ability to construct logical mathematical arguments, apply calculus with precision, and work confidently with vector geometry and advanced algebraic structures.
🎯 What Students Will Gain
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Advanced understanding of algebra, geometry, and vector analysis
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Refined skills in differentiation and integration techniques
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Ability to construct mathematical proofs and break down complex expressions
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Readiness for final A-Level assessments and further STEM-related academic paths
- Algebraic proof exercises
- Partial fraction decomposition problems
- Coordinate geometry graphing tasks
- Binomial theorem applications
- Differentiation and integration drills
- Vector calculation and visualization
- Past paper practice
- Exam simulation sessions
- Problem-solving workshops
- Collaborative group activities