Mathematical Methods 1 and 2
Roger Dedman(Author)
Cambridge University Press
Published on 10. November 1998
Book
Paperback/Softback
450 pages
978-0-7336-0699-1 (ISBN)
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Description
Mathematical Methods 1 & 2 is part of the new Hodder Maths series published by Cambridge University Press. Mathematical Methods 1 & 2 is a new text written to meet the requirements of VCE Year 11 students who require an in-depth coverage of mathematical theory and practice when they reach senior school level. The book offers a complete coverage of the requirements of the VCE study design, with ample opportunities to investigate, build on and revise relevant content. Special features of Mathematical Methods 1 & 2: *Real-life applications demonstrated by original and practical situations which surround the problems and examples. *An ability to take on board many teaching methods and clearly expound theory. *Explains the background to the mathematical processes, thus assisting teachers and students to progress through the book in a logical and natural way. *A sound introduction of technology at the appropriate level. Caters for both CASIO and TEXAS graphics calculators. *Probability chapter is particularly strong with down to earth, intuitive examples. *Highlighted helpful tips to assist progress. *Each chapter has its own revision section, and a cumulative set of revision exercises.
More details
Series
Language
English
Place of publication
Cambridge
United Kingdom
Target group
Primary & secondary/elementary & high school
Interest Age: From 14 to 16 years
ISBN-13
978-0-7336-0699-1 (9780733606991)
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Schweitzer Classification
Content
ARE YOU READY?; 1 Polynomials and factorisation; 2 Linear equations and inequations; 3 Equations of higher degree; 4 Graphs (with and without a calculator); 5 Relations and functions; R1 Revision of Chapters 1 to 5; 6 Probability; 7 Combinatorics; 8 Probability distributions; 9 Exponential functions; 10 Logarithms; R2 Revision of Chapters 6 to 10; 11 Circular functions; 12 Rates of change; 13 Limits and differentiation; 14 Applications of differentiation; 15 Antidifferentiation; 16 Modelling applications; R3 Revision of Chapters 11 to 16; APPENDIX; ANSWERS TO EXERCISES; INDEX