📐 CIE A Level Mathematics
Complete resource hub for Cambridge International AS & A Level Mathematics (9709)
📘 Course Overview
Cambridge International AS & A Level Mathematics (9709) develops learners' mathematical knowledge and skills, encouraging confidence, logical reasoning, and problem-solving abilities. The course provides a strong foundation for further study in mathematics, sciences, economics, and engineering, and is recognized by universities worldwide. Exams are available in the June and November series, and also in the March series in India.
📝 Assessment Structure
| Paper | Component | Duration | Marks | Weighting |
|---|---|---|---|---|
| Paper 1 | Pure Mathematics 1 | 1h 50m | 75 | 60% |
| Paper 2 | Pure Mathematics 2 (AS only) | 1h 15m | 50 | 40% |
| OR | ||||
| Paper 1 | Pure Mathematics 1 | 1h 50m | 75 | 60% |
| Paper 4/5/6 | One Applied unit (M1/S1) | 1h 15m | 50 | 40% |
| Paper | Component | Duration | Marks | Weighting |
|---|---|---|---|---|
| Paper 1 | Pure Mathematics 1 | 1h 50m | 75 | 30% |
| Paper 3 | Pure Mathematics 3 | 1h 50m | 75 | 30% |
| Paper 4/5/6 | Two Applied units (M1, S1, or D1) | 1h 15m each | 50 each | 20% each (40% total) |
* For the full A Level, candidates take four papers: Papers 1 and 3 (Pure Mathematics) plus two Applied papers selected from Mechanics (Paper 4) and/or Probability & Statistics (Papers 5/6).
📚 Subject Content
🧮 Pure Mathematics
- Quadratics, functions, coordinate geometry
- Circular measure, trigonometry, series
- Differentiation, integration, numerical methods
- Algebra: partial fractions, binomial expansion
- Exponential and logarithmic functions
- Vectors in 2D and 3D
- Differential equations, complex numbers
- Proof (including contradiction)
⚙️ Mechanics
- Kinematics (SUVAT, variable acceleration)
- Projectiles and forces
- Newton's laws of motion
- Connected particles, friction
- Momentum and impulse
- Work, energy and power
- Centres of mass, moments
📊 Probability & Statistics
- Representation of data, probability
- Discrete and continuous random variables
- Binomial, Poisson, normal distributions
- Linear combinations of random variables
- Sampling, estimation, confidence intervals
- Hypothesis testing
- Correlation and regression
📄 Paper Details
📅 Exam Timetable 2026
* Dates are subject to change. Please consult your Cambridge exam centre for the exact timetable.
✓ Revision Checklist
Pure Mathematics
Mechanics
Statistics
📖 Resources Library
📋 Official Syllabus
📝 Past Papers & Solutions
📚 Revision Resources
📖 Formula Sheet
💡 Study Tips
🎯 Master Pure Mathematics
Practice calculus (differentiation and integration) regularly. "Show that" questions require all working steps to be shown clearly. Use past papers to identify common question patterns.
📐 Applied Mathematics Strategy
Draw clear force diagrams for Mechanics. Interpret results in context for Statistics. Practice real-world applications and data interpretation.
⏱️ Exam Technique
Work under timed conditions. Use past papers to identify weak topics. Check formula booklet usage and notation carefully. Show all working to maximize method marks.
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❓ Frequently Asked Questions
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