Interactive Lessons

Search over 850 fully planned, interactive, differentiated mathematics lessons designed to engage and inspire your students.

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Ages 16 +

Piecewise Functions

A-Level Mathematics: How to sketch a piecewise function and identify its range.

Ages 14 - 16

Transforming Trigonometric Graphs

How to transform a sin, cos and tan graph using function notation.

Ages 16 +

The Modulus Function

Students learn how to understand and use the modulus function.

Ages 16 +

Functions and Mappings

A-Level Mathematics: How to categorise the different types of function.

Ages 16 +

Composite Functions

Students learn how to combine functions to make a composite function.

Ages 16 +

Inverse Functions

Students learn how to find and identify the properties of an inverse function.

Ages 16 +

Solving Modulus Problems

Students learn how to solve a range of problems involving modulus functions.

Ages 16 +

Sketching Magnitude Functions

Students learn how to sketch magnitude functions in the form f(|x|) and |f(x)|.

Ages 16 +

Combining Transformations

Students learn how to combine graphical transformation using function notation.

Ages 16 +

Stretching Non-Linear Functions

Students learn how to use function notation to stretch a non-linear functions in the form y = f(x).

Ages 16 +

Translating Non-Linear Functions

Students learn how to translate a non-linear functions in the form y = f(x).

Ages 14 - 16

Working with Functions

How to use the correct notation to calculate outputs and inputs for complex functions.

Ages 14 - 16

Translating Functions

How to translate graphs in the form f(x+a) and f(x)+a.

Ages 14 - 16

Stretching Functions

How to stretch a graph in the form f(ax) and a(fx).

Ages 14 - 16

Solving Equations Through Iteration

How to use numerical methods to solve equations through iteration.

Ages 14 - 16

Inverse Functions

How to find the inverse of a function using function machines.