Mathematics

Key Concepts

These are included to help you recap essential concepts that you must know for each topic. These summarise what you learn in school and will save your precious time to get started on the practice questions.

Worked Examples

These show detailed and specific steps to solving a problem of a particular question type. Learning is also reinforced through similar question types following the examples.

Useful Notes

These are extra information that can help you better understand the concepts so that you can work out the solutions faster.

Guided Exercise

These provide you with specific instructions to guide you through solving a problem of a particular question type.

Practice Questions with Quick Answer Key

These consolidate what you have learnt in each topic and give a comprehensive overview of the concepts covered. Quick answer key beside the questions also makes checking of answers much easier for students.

Past O-Level Examination Questions Analysis

This analysis provides insight into the types of questions and trends in examinations.

Test Papers

There are 2 test papers to assess your overall understanding of the concepts taught and learned.

Full Worked Solutions

These are provided to help students better understand how each problem is being solved and also serve as a tool for self-study and assessment

Contents
Chapter 1: Differentiation
Chapter 2: Application of Differentiation to Gradients, Tangents and Normals
Chapter 3: Application of Differentiation to Rates of Change
Chapter 4: Application of Differentiation to Maxima and Minima Problems
Chapter 5: Integration
Chapter 6: Integration and Plane Area
Chapter 7: Kinematics
Test Paper 1
Test Paper 2
Analysis of Past O-Level Examination Questions (2008-2015 Papers
Worked Solutions