Higher Level Mathematics for the IB Diploma
Higher Level Mathematics for the IB Diploma
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
DESCRIPTION
DESCRIPTION
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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BOOK DETAILS
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