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Description

Topics covered: Sets and logic; functions, domains and ranges; proof structure; complex numbers and roots; graphing, tangents and asymptotes; implicit differentiation; integration techniques; separable differential equations; vectors, projections, parametric curves, velocity, acceleration and speed. These notes are a carefully structured H1-oriented revision guide built from the author's close study of the course lectures, assignments, tutorials, practice materials, and assessment style. What makes these notes different is the emphasis on exam-ready style: for example which method to start with, what steps are usually worth marks, and which traps cause avoidable loss of marks. Many of the patterns covered here align closely with recurring course-style questions, so the notes are useful both for previewing the subject and for final revision.


UniMelb

Semester 1, 2026


15 pages

3,494 words

$39.00

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