Bingo cards for the above game.

A domino exercise where pupils must match each function with its inverse.

An excellent jigsaw style activity kindly donated by John Kennedy from Aquinas College, Stockport.

An idea for a starter activities to engage pupils. It contains possible extension activities.

A little program that will generate puzzles off various levels of difficulty, which can be printed off. It also provides hints on how to solve them.

The master grid to accompany the above activity.

The clues to accompany the above activity.

A resource useful for KS3 and KS4 students to practice calculating the sum and product of numbers. This excel document generates an infinite number of expressions which pupils must find the sum and product.

A very basic random number generator with editable parameters.

Teaching forming and solving equations using 'i think of a number'.

Worksheet for the well known knights move investigation.

In this number grid worksheet students must solve Pythagoras problems and enter the answers in the number grid. This is great for KS3 and KS4 students to practice finding sides of right angled triangles using Pythagoras theorem. There is a separate sheet for teachers with solutions.

A PowerPoint for the well known knights move investigation. This is suitable for KS3 and KS4 students. The investigation involves looking at patterns and finding a formula to solve the problem. The activity is good revision and practice of knowledge in number patterns. It also develops good thinking skills.

The answers to the jigsaw style activity kindly donated by John Kennedy from Aquinas College, Stockport

An excellent lesson from Trinity School, Notts about perpendicular lines.

An excellent jigsaw style activity kindly donated by John Kennedy from Aquinas College, Stockport.

A brief look at one application of a geometric series with the famous grains of rice example.

Students are given functions and derivatives and they must find the pairs that match.

Separate worksheets show the different forms quadratic graphs can take and how this determines their key graphical features.

Manipulate constants to observe the effect on all types of functions. Use the tabs at the bottom of the worksheet to move between functions.