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Mathematics Methods Year 11 ATAR Course Revision Series

Mathematics Methods Year 11 ATAR Course Revision Series
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Written by Dr O. T. Lee

 

 

 

Contents

Notes
  1.  Lines
  2.  Quadratics
  3.  Cubics
  4.  Rectangular Hyperbolas
  5.  Exponential Functions I
  6.  Square Root Functions
  7.  Circles and Parabolas
  8.  Functions and Relations I
  9.  Functions and Relations II
10.  Transformations on Curves
11.  Equations
12.  Right Triangle Trigonometry
13.  Non-Right Triangle Trigonometry
14.  Arcs, Sectors and Segments
15.  Trigonometric Equations I
16.  Trigonometric Graphs
17.  Trigonometric Identites
18.  Trigonometric Equations II
19.  Sets
20.  Combinations
21.  Probability I
22.  Probability II
23.  Indices
24.  Arithmetic Progressions
25.  Geometric Progressions
26.  Exponential Functions II
27.  Differentiation
28.  Derivatives and Graphs
29.  Stationary Points and Graphs
30.  Rates of Change
31.  Optimisation
32.  Anti-Differentiation
33.  Rectilinear Motion
Fully Worked Solutions

Preface

  • Mathematics Methods Revision Series Units 1 & 2 provides a comprehensive set of revision/review questions for the new year 11 Mathematics Methods Units 1 & 2 course.

  • The review questions are written at test/examination level for both the Calculator Free and Calculator Assumed Sections and presented in a write-on format in topical order.
  • This book exposes students to questions and problems at test/examination level.
  • These questions are suitable for end-of-topic reviews and pre-test and pre-examination reviews.
  • It is accompanied by a set of fully worked solutions with which students can measure their solutions.  These solutions are often not the only solutions but they provide a model for students to work with.  Students, interrogate your solutions to understand your errors and your successes.  It may sometimes to possible to achieve a correct numerical answer with faulty reasoning!
  •  Do not memorise solutions.  Understand the techniques and processes used in relation to the questions asked.

O. T. Lee


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