8. Differentiation 2

8.01 Introducing an Optimisation Problem

8.02 Introducing Stationary Points

8.03a Finding Where a Curve is Increasing, Decreasing or Stationary

8.03b Using a Calculator's TABLE Mode

8.04 Maxima, Minima and Points of Inflection

8.05 Using the Tools Learnt so far to Sketch y = 3x^5 - 5x^3

8.06 For What Values of x is y = 2x^3 + 3x^2 - 72x decreasing?

8.07 Introducing the Second Derivative

8.08 What does the Second Derivative tell us?

8.09 Using the Second Derivative to Identify Maxima and Minima

8.10 An Optimisation Problem: an open box