Cambridge Advanced Mathematics Testmaker Plus! contains over 2000 questions. Each set of 44 questions covers a specific topic. The sets can be used to generate tests, worksheets or assignments on single or mixed topics. The documents generated can be printed or placed on the school's network, where they can be completed on-screen and automatically marked. A detailed results editor, which automatically collates the on-screen test results, also allows the teacher to add results from other sources and to analyse these results for individual students or groups between specified dates.

 

This book is part of a book series called Cambridge Secondary Maths .

This book was published 2003 by Cambridge University Press .

John Taylor is Head of Classics at Tonbridge School, Kent. He is the author of Essential GCSE Latin and (with Stephen Anderson) Greek Unseen Translation. Dr. Michael Evans writes a health column for Canada's "Globe and Mail" and is an associate professor at the University of Toronto and a staff physician at Toronto Western Hospital. Dr Michael Evans has gained a wealth of experience whilst Head of Mathematics at Scotch College. He is heavily involved in curriculum development both at a Victorian and national level. Michael is a vastly experienced writer of mathematical texts and he is lead author on a number of the texts in the Essential VCE Mathematics series. Associate Professor Kay Lipson currently teaches statistics at undergraduate and graduate level, as well as conducting courses for industry and government. She is the co-author of several current secondary mathematics textbooks. Doug Wallace has been a Senior Mathematics Teacher at Wesley College, Melbourne for 20 years. He was Head of Mathematics from 1990 to 2000 and is now Senior College Curriculum and International Baccalaureate Co-ordinator.

This book has the following chapters: GEOMETRY AND TRIGONOMETRY: Circle Theorems; Vectors 1; Vectors 2; Circles, Ellipses and Hyperbolae; Trigonometry 1; Polar Coordinates; Applications of Trigonometry; Coordinate Geometry; Trigonometric Identities 1; Trigonometric Identities 2; Inverse Trigonometric Functions; FUNCTIONS: Variations; Transformations; Exponential and Logarithmic Functions; Cubic Functions; Quadratic Functions 1; Quadratic Functions 2; Functions and Relations: CALCULUS: Integration 1; Integration 2; Differentiation 1; Integration Techniques; Kinematics 1; Kinematics 2; Differentiation of Trigonometric Functions; Differentiation of Logarithmic and; Exponential Functions; Differential Equations; Applications of Integration; Applications of Differentiation 1; Applications of Differentiation 2; Dynamics; Vector Calculus: PROBABILITY: Introduction to Probability 1; Introduction to Probability 2; Probability Distributions; Counting Techniques 1; Counting Techniques 2; Binomial and Hypergeometric 1; Binomial and Hypergeometric 2; Normal Distribution; NUMBER AND ALGEBRA: Sequences and Series; Numbers and Sets; Partial Fractions; Complex Numbers; Polynomials; Matrices; Binomial Theorem; Revision of Techniques in Algebra; Algebra Techniques; Ratios, Rates and Proportion.