Average and Instantaneous Rates of Change

The video tutorial explains the concept of rates of change, focusing on average and instantaneous rates. It covers how these rates are represented by the gradient of a line and their applications in real-life scenarios like rocket launches and stock markets. The tutorial also provides methods to calculate these rates using graphs, with examples to illustrate the concepts.

What are some real-world applications of average and instantaneous rates of change mentioned in the text?

Describe how to find the gradient of a tangent line for instantaneous rate of change.

How can the average rate of change mask the behavior of a curve?