Description

Book Synopsis
A classic single-volume textbook, popular for its direct and straightforward approach. Understanding Pure Mathematics starts by filling the gap between GCSE and A Level and builds on this base for candidates taking either single-subject of double-subject A Level.

Trade Review
...clearly presented book with carefully graded questions... worthy of consideration. * Mathematics in Schools *

Table of Contents
1. Functions ; 2. Vectors ; 3. Coordinate geometry ; 4. Trigonometry ; 5. Algebra I ; 6. Matrices ; 7. Permutations and combinations ; 8. Series and binomial theorem ; 9. Probability ; 10. Calculus I: differentiation ; 11. Sketching functions I ; 12. Calculus II: integration ; 13. Calculus III: further techniques ; 14. Sketching functions II ; 15. Trigonometry II ; 16. Coordinate geometry II ; 17. Three-dimensional work: vectors and matrices ; 18. Algebra II ; 19. Exponential and logarithmic functions ; 20. Calculus IV: further integration ; 21. Numerical methods

Understanding Pure Mathematics

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    £62.77

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    Order before 4pm today for delivery by Tue 23 Jun 2026.

    A Paperback / softback by A. J. Sadler, D. W. S. Thorning

    2 in stock

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      View other formats and editions of Understanding Pure Mathematics by A. J. Sadler

      Publisher: Oxford University Press
      Publication Date: 28/05/1987
      ISBN13: 9780199142439, 978-0199142439
      ISBN10: 0199142432
      Also in:
      Mathematics

      Description

      Book Synopsis
      A classic single-volume textbook, popular for its direct and straightforward approach. Understanding Pure Mathematics starts by filling the gap between GCSE and A Level and builds on this base for candidates taking either single-subject of double-subject A Level.

      Trade Review
      ...clearly presented book with carefully graded questions... worthy of consideration. * Mathematics in Schools *

      Table of Contents
      1. Functions ; 2. Vectors ; 3. Coordinate geometry ; 4. Trigonometry ; 5. Algebra I ; 6. Matrices ; 7. Permutations and combinations ; 8. Series and binomial theorem ; 9. Probability ; 10. Calculus I: differentiation ; 11. Sketching functions I ; 12. Calculus II: integration ; 13. Calculus III: further techniques ; 14. Sketching functions II ; 15. Trigonometry II ; 16. Coordinate geometry II ; 17. Three-dimensional work: vectors and matrices ; 18. Algebra II ; 19. Exponential and logarithmic functions ; 20. Calculus IV: further integration ; 21. Numerical methods

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