Mathematics
Pure & AppliedAdvanced Level Mathematics assesses algebraic fluency, functions, trigonometry, coordinate geometry, calculus, sequences and series, vectors, and rigorous multi-step problem solving. Strong performance depends on conceptual depth, method selection, precision, and the ability to sustain accuracy across demanding questions.
Format snapshot
- Questions commonly combine pure Mathematics topics such as algebra, trigonometry, calculus, vectors, and coordinate geometry across major Advanced Level syllabuses
- Learners are often expected to justify method choices, interpret mathematical structure, and apply techniques accurately under time pressure
- Success usually depends on both procedural fluency and a deeper understanding of how topics connect across the syllabus
What learners will practise
- Functions, graphs, transformations, equations, inequalities, and algebraic manipulation
- Trigonometric identities, radian measure, trigonometric equations, and graph interpretation
- Differentiation, integration, applications of calculus, and coordinate geometry
- Sequences, series, binomial expansion, vectors, and advanced problem solving