Functions & Graphs
Success Criteria
Success Criteria
At the end of this chapter, students are able to:
At the end of this chapter, students are able to:
- Sketch the graphs of power functions.
- Draw the graphs of the sum of simple power functions.
- Draw the graphs of exponential functions.
- Find the gradient of a curve by constructing a tangent to the curve.
- Intepret the value of a gradient in a given context (AO3).
- Explain why an extrapolated value may not be accurate (AO3).
Introduction to Functions
Introduction to Functions
A function is a relationship that connects an input, x, to an output, f(x).
A function is a relationship that connects an input, x, to an output, f(x).
Functions can be classified by the nature of the formulas that define them. In this site, you can play around with the following types of functions and observe how the constants affect the shape of their respective graphs:
Functions can be classified by the nature of the formulas that define them. In this site, you can play around with the following types of functions and observe how the constants affect the shape of their respective graphs: