IB Mathematics Applications and Interpretation SL Calculus
Course

IB Mathematics Applications and Interpretation SL – Calculus

5.1 Rate of Change
5.2 Differentiation
5.3 Application of Differentiation
5.4 Integration

24 Lessons

RATES OF CHANGE

Average Rates of Change

Gradient using Rates of Change

Limits at Constants

Limits at Infinity

DIFFERENTIATION

Basic Differentiation Rules

Differentiation of Surds

Tangents

Normals

Increasing and Decreasing Functions

Basic Integration Rules

Basic Integration Rules involving Algebra

APPLICATION OF DIFFERENTIATION

Turning Points

Optimisation

Application of Derivatives of Trigonometric Functions

Maxima and Minima with Trigonometry

INTEGRATION

Integration of Power Functions

Particular Values

Upper and Lower Rectangles

Definite Integrals

Calculating Integrals using Trapezoidal Rule