More Maths Grads was a three-year project funded by the Higher Education Funding Council for England to develop, trial and evaluate means of increasing the number of students studying mathematics and encouraging participation from groups of learners who have not traditionally been well represented in higher education. The More Maths Grads was delivered by teams in three areas, the West Midlands (led by Coventry University), East London (Queen Mary, University of London), and Yorkshire & the Humber (University of Leeds), for the three years 2007–9, while Sheffield Hallam University undertook a national study to assess the higher education curriculum and to try to increase the scope of mathematics courses to allow real choice for a wide range of students.

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Air Miles

This More Maths Grads resource, from the Maths Careers website, investigates the maths used in transport and is based on the travelling salesman problem.

Students are given a table containing information on the cost of air travel between nine different cities and asked to plan a route that visits each...

Fractals

This National Strategies Study Plus unit has been designed to cover a number of areas of mathematics, particularly work with number and algebra. It also addresses a range of learning styles along with links to literacy and ICT through the use of spreadsheets.

Using the topic of fractals, studnets explore...

Mathematical Trickery

These resources, from the Maths Careers website, looks at the maths behind a variety of magic tricks and was created in conjunction with More Maths Grads and the University of Leeds. Tricks and ideas include those from Rob Eastaway, Johnny Ball and others.

The resource package includes a PowerPoint...

Maths in Real Life: Classroom Challenge

This resource from, the Maths Careers website, includes eight maths activities and was created by More Maths Grads. The activity was designed to be used with able Year 7 or Year 8 pupils, in teams of four or five, and should last around an hour.

The eight activities are:

1. Nets of Cubes

2....

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