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The Calculus of Change · Spring Term

Area Under and Between Curves

Applying definite integration to calculate areas in more complex scenarios, including areas below the x-axis.

Key Questions

  1. Differentiate between finding the net area and the total area when a curve crosses the x-axis.
  2. Design a strategy to calculate the area enclosed by multiple curves.
  3. Justify the choice of integration limits when calculating areas.

National Curriculum Attainment Targets

A-Level: Mathematics - Integration
Year: Year 12
Subject: Mathematics
Unit: The Calculus of Change
Period: Spring Term

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