Mathematics for the IB Diploma Standard Level
by Douglas Quadling , Hugh Neill-
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Summary
Table of Contents
| Introduction | |
| Numbers | |
| Sequences | |
| The binomial theorem;Review exercise 1 | |
| Representation of statistical data | |
| Measures of location | |
| Measures of spread;Review exercise 2 | |
| Coordinates, points and lines | |
| Functions and graphs | |
| Linear and quadratic functions | |
| Equations and graphs;Review exercise 3 | |
| Differentiation | |
| Tangents and normals | |
| Index notation | |
| Graphs of nth power functions;Review exercise 4 | |
| Trigonometry | |
| The sine and cosine rules | |
| Solving triangles | |
| Radians;Review exercise 5 | |
| Investigating shapes of graphs | |
| Second derivatives | |
| Applications of differentiation;Review exercise 6 | |
| Probability | |
| Conditional probability;Review exercise 7 | |
| Integration | |
| Geometric sequences | |
| Exponentials and logarithms | |
| Exponential growth and decay;Review exercise 8 | |
| Circular functions | |
| Composite and inverse functions | |
| Transforming graphs;Review exercise 9 | |
| Extending differentiation and integration | |
| Differentiating exponentials and logarithms;Review exercise 10 | |
| Probability distributions | |
| The binomial distribution | |
| The normal distribution;Review exercise 11 | |
| Relations between trigonometric functions | |
| Trigonometric equations;Review exercise 12 | |
| The chain rule | |
| Differentiating products and quotients | |
| Differentiating circular functions | |
| Volumes of revolution;Review exercise 13 | |
| Vectors | |
| Scalar products of vectors | |
| Vector equations of lines;Review exercise 14 | |
| Matrices | |
| Inverse matrices | |
| Determinants | |
| Review exercise 15 | |
| Answers | |
| Index | |
| Table of Contents provided by Publisher. All Rights Reserved. |
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