# Higher Level Mathematics for the IB Diploma

$32.95

This is a topical book covering all examinable topics for Higher Level Mathematics for the IB Diploma that focuses on learning through examples. The concepts are taught through a summary of main concepts and the step-by-step methods of solving the problems are carefully presented.

## Features

**Useful Notes**

Each topic begins with detailed explanations to formulae and concepts, followed by worked examples to showcase the best method of working out typical problems.**Practice Questions**

Practice questions are classified into Calculator Questions and Non-calculator Questions to equip students with necessary skills to solve an examination-type question.**Worked Solutions**

Step-by-step solutions are provided for students to understand better how each problem is solved. These also serve as a quick assessment of the work done.

## Contents

- Algebra
- Topic 1.1 Sequences and Series
- Topic 1.2 Exponents and Logarithms
- Topic 1.3 Counting Principles
- Topic 1.4 Mathematical Induction
- Topic 1.5 Complex Numbers
- Functions and Equations
- Topic 2.1 Quadratic
- Topic 2.2 Polynomials
- Topic 2.3 Functions
- Topic 2.4 Transformation of Graphs
- Circular Functions and Trigonometry
- Topic 3.1 The Unit Circle and Radian Measure
- Topic 3.2 Non-right Triangle Trigonometry
- Topic 3.3 Further Trigonometry
- Vectors
- Topic 4.1 Two Dimensional Vectors
- Topic 4.2 Three Dimensional Vectors
- Calculus
- Topic 5.1 Introduction to Limits
- Topic 5.2 First Principle of Differentiation
- Topic 5.3 Rules of Differentiation
- Topic 5.4 Applications of Differentiation
- Topic 5.5 Rules of Integration
- Topic 5.6 Applications of Integration
- Statistics and Probability
- Topic 6.1 Introduction to Statistics
- Topic 6.2 Probability
- Topic 6.3 Discrete Random Variables
- Topic 6.4 Continuous Random Variables
- Solutions

This is a topical book covering all examinable topics for Higher Level Mathematics for the IB Diploma that focuses on learning through examples. The concepts are taught through a summary of main concepts and the step-by-step methods of solving the problems are carefully presented.

## Features

**Useful Notes**

Each topic begins with detailed explanations to formulae and concepts, followed by worked examples to showcase the best method of working out typical problems.**Practice Questions**

Practice questions are classified into Calculator Questions and Non-calculator Questions to equip students with necessary skills to solve an examination-type question.**Worked Solutions**

Step-by-step solutions are provided for students to understand better how each problem is solved. These also serve as a quick assessment of the work done.

## Contents

- Algebra
- Topic 1.1 Sequences and Series
- Topic 1.2 Exponents and Logarithms
- Topic 1.3 Counting Principles
- Topic 1.4 Mathematical Induction
- Topic 1.5 Complex Numbers
- Functions and Equations
- Topic 2.1 Quadratic
- Topic 2.2 Polynomials
- Topic 2.3 Functions
- Topic 2.4 Transformation of Graphs
- Circular Functions and Trigonometry
- Topic 3.1 The Unit Circle and Radian Measure
- Topic 3.2 Non-right Triangle Trigonometry
- Topic 3.3 Further Trigonometry
- Vectors
- Topic 4.1 Two Dimensional Vectors
- Topic 4.2 Three Dimensional Vectors
- Calculus
- Topic 5.1 Introduction to Limits
- Topic 5.2 First Principle of Differentiation
- Topic 5.3 Rules of Differentiation
- Topic 5.4 Applications of Differentiation
- Topic 5.5 Rules of Integration
- Topic 5.6 Applications of Integration
- Statistics and Probability
- Topic 6.1 Introduction to Statistics
- Topic 6.2 Probability
- Topic 6.3 Discrete Random Variables
- Topic 6.4 Continuous Random Variables
- Solutions

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