Curated watch paths by topic and exam skill — work through lessons in a sensible order instead of hunting the course tree.
Browse the lists below — upgrade to watch the full paths (sample lessons stay free).
Revise unit circle definitions, graphs, equations, and rules for circular functions.
Core derivative rules and techniques for Mathematical Methods Units 3 & 4.
Tangents, rates, stationary points, and Newton's method — exam-ready applications.
Antiderivatives, definite integrals, and area under a curve.
Discrete and continuous distributions that feed Methods exam probability questions.
Sample proportions and confidence intervals for Units 3 & 4.
Functions, relations, and transformation skills that underpin later topics.
Exponential and log graphs, equations, and growth/decay applications.
Cross-topic path focused on reading and sketching graphs for exam questions.
Short, high-yield topics that commonly feed Methods Exam 1 multiple-choice questions.
Multi-step applications suited to longer Methods Exam 2 style questions.
Lessons where CAS workflows and numerical methods matter most in exam conditions.