Cambridge AS & A Level Mathematics 9709 Notes PDF: All 32 Chapters with Worked Examples and Mark Schemes Skip to content
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A Level Mathematics 9709 Complete Notes: All 32 Chapters, AS and A Level (Cambridge 2026–2027)

32 chaptersYour name on every page Notebook-style PDF Cambridge syllabus · AS + A LevelColour + B/W print PDF ★★★★★ 5/5
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What you get

  • All 32 chapters of the Cambridge International AS & A Level Mathematics 9709 syllabus (exams 2026–2027): Pure Mathematics 1 and 3 (also covering Pure 2), Mechanics, and Probability & Statistics 1 and 2
  • Every syllabus statement covered in order, each marked AS or A Level, with clear notes and diagrams drawn for these notes
  • 8 worked examples in every chapter, including the derivations the syllabus asks for
  • Practical skills (planning, analysis and evaluation) and common mistakes taken from Cambridge examiner reports
  • 20 multiple-choice questions per chapter with answers and explanations
  • Original exam-style structured questions in the style of the Cambridge papers, with full mark schemes (no past-paper reprints)
  • Quick-reference sheet and an "I can" checklist at the end of every chapter
  • Colour PDF and a black and white copy of every chapter for printing
  • Independent notes; not endorsed by or affiliated with Cambridge University Press & Assessment

Chapters in this pack

  1. Ch 1 P1 Quadratics
  2. Ch 2 P1 Functions
  3. Ch 3 P1 Coordinate Geometry
  4. Ch 4 P1 Circular Measure
  5. Ch 5 P1 Trigonometry
  6. Ch 6 P1 Series
  7. Ch 7 P1 Differentiation
  8. Ch 8 P1 Integration
  9. Ch 9 P3 Algebra
  10. Ch 10 P3 Logarithmic and Exponential Functions
  11. Ch 11 P3 Trigonometry
  12. Ch 12 P3 Differentiation
  13. Ch 13 P3 Integration
  14. Ch 14 P3 Numerical Solution of Equations
  15. Ch 15 P3 Vectors
  16. Ch 16 P3 Differential Equations
  17. Ch 17 P3 Complex Numbers
  18. Ch 18 M1 Forces and Equilibrium
  19. Ch 19 M1 Kinematics of Motion in a Straight Line
  20. Ch 20 M1 Momentum
  21. Ch 21 M1 Newton's Laws of Motion
  22. Ch 22 M1 Energy, Work and Power
  23. Ch 23 S1 Representation of Data
  24. Ch 24 S1 Permutations and Combinations
  25. Ch 25 S1 Probability
  26. Ch 26 S1 Discrete Random Variables
  27. Ch 27 S1 The Normal Distribution
  28. Ch 28 S2 The Poisson Distribution
  29. Ch 29 S2 Linear Combinations of Random Variables
  30. Ch 30 S2 Continuous Random Variables
  31. Ch 31 S2 Sampling and Estimation
  32. Ch 32 S2 Hypothesis Tests
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