1. Algebra and Standard Form: Converting numbers to standard form, operations with standard form, simplifying expressions, and solving equations. 2. Statistics and Probability: Mean and median calculations, probability of combined events, cumulative frequency analysis, and probability tree diagrams. 3. Geometry and Transformations: Reflection and translation of shapes, transformations on coordinate grids, and describing single transformations. 4. Graphs and Functions: Sketching quadratic and trigonometric graphs, solving equations graphically, analyzing intersections of curves and lines. 5. Vectors and Matrices: Vector calculations, simplifications, proving collinearity, and working with matrices and determinants. 6. Mensuration and Circle Theorems: Arc length and sector area calculations, proving radius using given arc length, and applying circle theorems in geometric proofs.