Working with Functions
Functions, domain and range, function notation, graph transformations, solving equations graphically, and modelling with functions.
Active lessons
7
Status
Active
Lesson flow
Learn -> Guided Practice -> Independent Practice -> Mastery Quiz
Unit pathway
Lesson pathway
7 of 7 active
Lesson 1
Domain, Range, and Function Notation
Understand function notation, domain, range, and common restrictions from square roots, denominators, graphs, and contexts.
Lesson 2
Graph Transformations
Describe and interpret translations, reflections, and dilations of graphs using function notation.
Lesson 3
Reflections, Stretches, and Translations
Combine reflections, dilations, and translations when describing transformed functions.
Lesson 4
Intercepts and Key Features
Find intercepts, vertices, axes of symmetry, opening direction, and other key features for graph sketches.
Lesson 5
Solving Equations and Inequalities Graphically
Use intersections, x-intercepts, and graph position to solve equations and inequalities.
Lesson 6
Modelling with Functions
Interpret functions as real-world models, including variables, domain, range, intercepts, turning points, and contextual meaning.
Lesson 7
Mixed Functions and Graphing Exam Practice
Practise mixed exam-style questions involving function notation, domain, range, transformations, features, asymptotes, and graphical solving.