1. Algebra and Sequences: Solving simultaneous and quadratic equations, nth term of sequences, simplifying expressions, and inequalities. 2. Geometry and Trigonometry: Circle theorems, coordinate geometry, transformations, calculating angles and side lengths in polygons, and vector applications. 3. Statistics and Probability: Probability tree diagrams, interpreting histograms, cumulative frequency analysis, mean and median calculations, and Venn diagrams. 4. Graphs and Functions: Sketching and transforming quadratic, reciprocal, and trigonometric graphs, solving equations graphically, and working with inverse functions. 5. Ratio, Proportion, and Percentages: Compound interest and depreciation, direct and inverse proportion, solving real-life percentage problems, and financial applications. 6. Mensuration and Proofs: Volume and surface area calculations, algebraic and vector proofs, coordinate geometry, and real-world mathematical problem-solving.