What you'll learn
- Differentiate and integrate confidently
- Apply calculus to real problems
- Work with vectors and matrices
- Solve systems of linear equations
- Construct and write clear proofs
- Approach unseen problems methodically
What the course covers
6 modules · 24 topics, taught in live sessions with your tutor
- Function notation and domains
- Limits and continuity
- Asymptotes
- The idea behind the derivative
Requirements
- Secondary-level algebra and trigonometry
- A scientific or graphing calculator
- Your course notes or problem sets, if you have them
Description
College maths moves fast and assumes a lot. This course slows down the parts that matter: why a definition is written the way it is, where a theorem's conditions come from, and how to write a proof that convinces a marker.
We work through your own problem sets where possible, so the tutoring maps directly onto your assessment.
Who this course is for
- University students needing support alongside lectures
- Learners returning to study after a break
- Anyone preparing for a quantitative entrance exam
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