MCV4U Calculus & Vectors Practice Exam
Full Course · Calculus and vectors
A cumulative three-hour MCV4U practice final covering calculus and vectors.
Free Ontario MCV4U practice and review material for derivatives, curve sketching, geometric and algebraic vectors, lines, and planes.
One course at a time
Materials are grouped by unit. Choose one item, complete it, and use the clearly labelled solution button when available.
| Course | Resource | Unit / topic | Type | Solutions | Action |
|---|---|---|---|---|---|
| Full Course Review | |||||
| MCV4U | MCV4U Calculus & Vectors Practice ExamA cumulative three-hour MCV4U practice final covering calculus and vectors. | Full CourseCalculus and vectors | Practice Exam | No separate key | |
| Units 1–3 — Derivative rules, curve sketching, and applications | |||||
| MCV4U | Calculus Midterm Exam ReviewA broad calculus review covering differentiation, curve sketching, optimization, and applications. | Units 1–3Derivative rules, curve sketching, and applications | Exam Review | Yes | |
| Unit 4 — Geometric vectors | |||||
| MCV4U | Geometric Vectors Exam ReviewReview geometric vector operations and applications; solutions are in the combined vectors key. | Unit 4Geometric vectors | Exam Review | Yes | |
| Unit 5 — Algebraic vectors | |||||
| MCV4U | Algebraic Vectors Exam ReviewPractice Cartesian vectors, dot products, projections, and applications with a combined solutions key. | Unit 5Algebraic vectors | Exam Review | Yes | |
| Unit 6 — Lines and planes | |||||
| MCV4U | Lines & Planes Exam ReviewReview vector equations, intersections, distances, lines, and planes with a combined solutions key. | Unit 6Lines and planes | Exam Review | Yes | |
Full Course · Calculus and vectors
A cumulative three-hour MCV4U practice final covering calculus and vectors.
Units 1–3 · Derivative rules, curve sketching, and applications
A broad calculus review covering differentiation, curve sketching, optimization, and applications.
Unit 4 · Geometric vectors
Review geometric vector operations and applications; solutions are in the combined vectors key.
Unit 5 · Algebraic vectors
Practice Cartesian vectors, dot products, projections, and applications with a combined solutions key.
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