ATARMAxxing
VCE Mathematical MethodsPractice Examination 12
| Reading time | 15 minutes |
| Writing time | 2 hours |
| Total marks | 120 |
| Questions | 33 |
| Structure | Section A — 9 Q, 40 marks · Section B — 20 Q, 20 marks · Section C — 4 Q, 60 marks |
This paper covers
- Exponential and logarithmic models for compound growth (index/log laws, ex, solving exponential and log equations technology-free)
- Calculus of growth models: differentiation of exponential/product forms, rates of change, antidifferentiation and definite integrals
- Financial modelling with first-order recurrence relations (reducing-balance loans, annuities) and continuous vs periodic compounding using CAS
- Probability and statistics in a finance context: the normal distribution (z-scores, percentiles) and the binomial distribution
Students are permitted to bring into the examination the materials normally allowed for this subject. Answer all questions in the spaces provided.
This is an ATARMAxxing practice paper. It is not an official examination and is not affiliated with, endorsed by, or produced by the VCAA, NESA or the QCAA.
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