Understanding Pure Mathematics

By: Sadler, A.JContributor(s): Thorning, D.W.SMaterial type: TextTextPublication details: Oxford Oxford University Press 1995Description: v, 602 pages : illustrationsISBN: 9780199142439; 0199142432 Subject(s): MathematicsDDC classification: 510
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
Summary: 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. Read less
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Holdings
Item type Current library Collection Call number Status Date due Barcode Item holds
Lending Books Lending Books Main Library
Stacks 		Reference 510 SAD (Browse shelf(Opens below)) Available 001030
Total holds: 0

Includes Index

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

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. Read less

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