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Cambridge Pre-U Mathematics Coursebook
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  • ISBN:9781316635759
  • Format:Paperback
  • Subject(s):Mathematics
  • Qualification:Cambridge Pre-U
  • Author(s):Mark Hennings
  • Available from: June 2017

Cambridge Pre-U Mathematics offers a comprehensive resource for students to develop the thinking skills and logic required of the Cambridge Pre-U Mathematics syllabus (9794).


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    This Cambridge Pre-U Mathematics Coursebook provides a comprehensive resource to prepare students for the high level of mathematical knowledge expected for progression through the Pre-U syllabus. The chapters have been arranged to provide logical progression through the course, and includes clear explanation of concepts, detailed worked examples and focused exercises to help practice and consolidate skills.

  • Contents
    • Detailed exposition of new mathematical concepts, followed by worked examples to help students feel confident.

    • Comprehensive coverage of the syllabus with extension materials marked for students to investigate concepts further.

    • Clearly stated learning objectives to allow students to keep track of their progress.

    • Inclusion of STEP questions in practice exercises with worked solutions to provide students with examples and demonstrations of this type of questioning.

    • 1. Surds and indices
    • 2. Coordinate geometry
    • 3. Quadratics and inequalities
    • 4. The Modulus Function
    • 5. Polynomials
    • 6. Algebraic fractions
    • 7. Functions
    • 8. Circles, radians and elementary trigonometry
    • 9. Sequences and series
    • 10. The Binomial Theorem
    • 11. Differentiation
    • 12. Integration
    • 13. Trigonometry
    • 14. Exponentials and logarithms
    • 15. Further differentiation
    • 16. Differentiating implicit and parametric equations
    • 17. Further integration
    • 18. Differential equations
    • 19. Vector geometry
    • 20. Complex numbers
    • 21. Numerical methods
    • 22. General kinematics
    • 23. Force and equilibrium
    • 24. Newton's Law of Motion
    • 25. Linked systems
    • 26. Linear momentum and impulse
    • 27. The motion of projectiles
    • 28. Analysis of data
    • 29. Correlation and regression
    • 30. Permutations and combinations
    • 31. Probability
    • 32. Random variables
    • 33. The Normal Distribution
    • 34. Problem-solving techniques

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