5.1 Limits, Gradients
5.2 Increasing and Decreasing functions
5.3 Derivative of x to the power n
5.4 Tangents and Normals
5.5 Anti Derivation
5.6 When f'(x)=0, Maximum and Minimum
5.7 Optimisation
5.8 Approximating Areas w trapezoidal rule
5.6 Rules of Differentiation
5.7 Graphs of f, f' and f", Second Derivative
5.8 Maxima, Minima, Inflexion, Optimisation
5.9 Kinematics
5.10 Indefinite Integrals, composites, reverse chain-rule
5.11 Definite Integration, Area under curve
AHL 5.12 First Principles
AHL 5.14 Related Rates
AHL 5.15 More Derivatives
AHL 5.16 Using U substitution
AHL 5.17 Volumes of revolution
