ATARMAxxing
SACE Mathematical MethodsPractice Examination 11
| Reading time | 15 minutes |
| Writing time | 2 hours |
| Total marks | 100 |
| Questions | 11 |
| Structure | Section 1 — 6 Q, 53 marks · Section 2 — 5 Q, 47 marks |
This paper covers
- derivative of e^(f(x)) and maxima of an exponential model (1.3)
- expected value as a long-run mean (2.1)
- total distance travelled from a velocity graph (3.4)
- transformations of ln(x) and domain (4.2)
- central limit theorem justification for approximate normality (5.3)
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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