Year 12 · SACE / Specialist Mathematics
Practice questions.
Use one attempt to work out what to practise next.
Try this with Specialist Mathematics
- Attempt a question independently and keep your original working.
- Mark the first point where your reasoning differs from the worked answer or criteria.
- Try a similar question and explain the step that changed.
Pick a starting point
- Proof by mathematical induction
- Cartesian and polar forms and de Moivre's theorem
- The Argand plane: geometry, loci and regions
- Roots of complex numbers and the roots of unity
- Factorisation of real polynomials over the complex numbers
- Composition of functions and its domain
Resource inventory inspected 4 November 2026. The main ATARMAXXING study platform is separate from tutoring. Topic labels show what was found, not a guarantee of complete curriculum coverage or tutor availability.
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