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Our annual Further Mathematics Conference aims to provide interesting and stimulating ways of introducing Further Mathematics topics in the classroom, and to give teachers an insight into supporting students with the MAT, TMUA and STEP examinations.

Our annual Further Mathematics Conference aims to provide interesting and stimulating ways of introducing Further Mathematics topics in the classroom, and to give teachers an insight into supporting students with the MAT, TMUA and STEP examinations.

Our annual Further Mathematics Conference aims to provide interesting and stimulating ways of introducing Further Mathematics topics in the classroom, and to give teachers an insight into supporting students with the MAT, TMUA and STEP examinations. The conference is suitable for any teacher who is currently teaching AS or A level Further Mathematics, or who expects to do so in the near future.

The Senior Team Maths Challenge (STMC) provides enrichment and challenge to teams of senior students in the UK.

An engaging and easy to use set of visual resources that beg the question: ”Where’s the maths in that?”

The resources on this page provide opportunities for students to explore economic inequality data and graphs, and to consider how hand-drawn data visualisations can be used to tell a story with data. They also link to careers and highlight the importance of mathematical skills in Social Science.

These resources highlight the environmental impact of fast fashion with a focus on the annual purchase of a Christmas jumper.

Covers topics including two way tables, averages and comparing data, and can be extended to the transportation problem through Decision Maths.

Covers topics including proportional reasoning, surface area and scatter graphs.

Covers topics including proportional reasoning, percentages and graphs.

Three mathematical, football-related classroom resources, produced in collaboration with the Institution of Engineering and Technology.

This activity uses an advert from the 2019 Superbowl to explore permutations and combinations.

Explore the work of Victor Vasarely and optical illusions using isometric drawing.

Create a simple illusion using only black and white and parallel lines.

Fractals allow us to challenge our notion of infinity while drawing some beautiful shapes. This activity explores Koch’s Curve and the Sierpinski Triangle.

Geometry beyond 3D can become amazing very quickly. Explore spheres beyond 3D, and what happens when you pack them inside cubes.

Delve in to the 4th dimension and beyond, looking at what happens to cubes beyond 3D.

Explore the baffling world of möbius strips and what happens when you have more than one strip, or more than one twist. There are some surprising results!

This set of three presentations takes students through making the basic units for the dodecahedron and instructions for creating the dodecahedron using post-its. The third presentation explores the graph theory behind the creation of a three colour dodecahedron.

These two presentations take students through creating units which can make up other shapes. There are detailed instructions to make a cube or a stellated octahedron in the second presentation.

Your students can explore the world of stellated shapes using ruler and compasses – or GeoGebra if they have computer access.

This card trick is an extension of the 21 card trick that will help you to surprise your friends and family! We suggest you master the 21 card trick before you try this extreme version…

This activity explores the maths behind the ‘magic’ of this classic card trick that has amazed audiences for years.

Can you ‘control minds’ and make people do what you want – or does the maths help you?