2.1 Application of Measuring Devices and Units of Measurement 2.2 Perimeter and Area of Plane Shapes 2.3 Volume and Surface area of Solids 2.4 Scale and Rates

3.1 The Statistical Investigation Process 3.2 Sampling and Collecting Data 3.3 Classifying and Organising Data 3.4 The Shape, Location and Spread of Distribution of Numerical Data 3.5 Forming and Supporting Conjectures across Two or More Groups

2.1 Cosine and sine Rules 2.2 Circular Measure and Radian Measure 2.3 Trigonometric functions 2.4 Counting 2.5 Discrete and continuous Random Data 2.6 Samples and Statistical Measures 2.7 Normal Distributions

3.1 Indices and Index laws 3.2 Exponential functions 3.3 Logarithmic Functions 3.4 Rate of Change 3.5 The Concept of a Derivative 3.6 Computations of Derivatives 3.7 Properties of Derivatives 3.8 Applications of Derivatives

5.1 Vector Operations 5.2 Component and Unit Vector Forms 5.3 Projections 5.4 Geometric Proofs using Vectors 5.5 Further Trigonometric Functions 5.6 Trigonometric Identities

6.1 Matrix Arithmetic 6.2 Transformations in the Plane 6.3 The Number Line 6.4 Introduction to Mathematical Induction 6.5 complex Numbers 6.6 The complex (Argand) Plane
6.7 Roots of Equations