WACE Mathematics Methods · Free preparation planner
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Differentiate exponential and trigonometric functions using product, quotient and chain rules. Use first and second derivatives to analyse rates, concavity, stationary points and optimisation.
Find antiderivatives, use initial conditions, and connect definite integrals with signed area and the fundamental theorem. Apply integration to areas, accumulated change and linear motion.
Represent discrete probability distributions and calculate expected value, variance and standard deviation. Model Bernoulli trials and binomial counts and examine linear transformations.
Use logarithms as indices, apply logarithm laws and interpret transformed graphs and scales. Differentiate natural logarithmic functions and recognise integrals of the form f′/f.
Use densities and cumulative distribution functions to calculate probabilities and moments. Apply continuous and normal models, standardisation and inverse-normal calculations.
Examine random sampling, bias and variation in sample proportions. Construct approximate confidence intervals, interpret coverage and compare confidence, sample size and margin of error.
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These links come from this subject’s existing official-paper archive. A listed year is the document’s year, not a claim that it matches the 2026 course. Written papers may cover only part of your assessment; use the official requirements for practical, performance and folio components.
Mathematics Methods ATAR Year 12 syllabus — for teaching from 2026
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Check current requirements and course options: https://senior-secondary.scsa.wa.edu.au/syllabus-and-support-materials/mathematics/mathematics-methods
Subject archive: https://atarmaxxing.com.au/subjects/wace-maths-methods/papers