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Cambridge International AS and A Level Mathematics: Pure Mathematics 1 Coursebook
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  • ISBN:9781316600207
  • Format:Paperback
  • Subject(s):Mathematics
  • Qualification:Cambridge AS and A Level
  • Author(s):Hugh Neill, Douglas Quadling, Julian Gilbey
  • Available from: July 2016

Cambridge AS and A Level Mathematics is a revised series to ensure full syllabus coverage.

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  • DESCRIPTION

    This coursebook has been revised and updated to ensure that it meets the requirements for the Pure Mathematics 1 (P1) unit of Cambridge AS and A Level Mathematics (9709). Additional materials have been added to sections on quadratics, coordinate geometry, vectors and differentiation. All of the review questions have been updated to reflect changes in the style of questions asked in the course.

  • Contents
  • FEATURES
    • Reviewed and revised content to ensure most up-to-date syllabus coverage.

    • Full endorsement from Cambridge International Examinations.

    • Fully updated review questions to better reflect the type of questioning in the AS and A Level Mathematics qualification.

    • Redesigned materials to keep content engaging.

    • Learning objectives at the start of each chapter.

    • Clear, narrative explanation of mathematical concepts, terminology and notation, with results and procedures appearing in boxes for easy reference.

    • Stimulating worked examples that take a step-by-step approach to problem solving.

    • Revision exercises and practice exam papers are featured throughout.

  • CONTENTS
    • Introduction
    • 1. Coordinates, points and lines
    • 2. Surds and indices
    • 3. Functions and graphs
    • 4. Quadratics
    • 5. Inequalities
    • Revision exercise 1
    • 6. Differentiation
    • 7. Applications of differentiation
    • 8. Sequences
    • 9. The binomial theorem
    • 10. Trigonometry
    • 11. Combining and inverting functions
    • 12. Extending differentiation
    • Revision exercise 2
    • 13. Vectors
    • 14. Geometric sequences
    • 15. Second derivatives
    • 16. Integration
    • 17. Volume of revolution
    • 18. Radians
    • Revision exercise 3
    • Practice exam-style papers
    • Answers
    • Index

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