Defining And Recognising Recursive Functions (including Sequences)

Evaluating Functions At Specific Points

Graphing Polynomial Functions (degree > 2)

Identifying Asymptotes And Zeroes Of Rational Functions

Producing Invertible Functions By Restricting Domains

Solving Real-world Problems Involving Functions

Using The Horizontal Line Test For Inverse Functions

Calculating/estimating And Interpreting The Average Rate Of Change (including Using The Initial Value Of The Function)

Combining Standard Function Types Using Arithmetic Operations (including Finding New Domains And Ranges)

Determining An Explicit Expression For A Function From A Context

Graphing Absolute Value Functions

Interpreting Key Features Of Graphs Or Tables Of Functions In Terms Of The Quantities Involved

Using And Interpreting Function Notation (with And Without A Context)

Writing And Interpreting Composite Functions

Writing And Interpreting Direct/inverse Variation Functions

Writing And Interpreting Piecewise-defined Functions