Resources by United Kingdom Mathematics Trust

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This revised edition of this book aims to present the subject as a rigorous formal discipline, based on the axioms introduced by Euclid. However emphasis is not entirely on 'classical' methods, and includes other approaches to problem solving such...

The prime numbers 2, 3, 5, 7, ... are the building blocks of our number system. Under certain conditions, any arithmetic progression of positive integers contains infinitely many primes, as proved by Gustave Dirichlet. For ages 16+. This book seeks to provide a complete proof which is accessible to school students...

This book contains all the Challenge Papers set and operated by the UKMT from 1st January 1997 to 31st August 2006. It contains all the question papers, and solutions.

The yearbooks of the UK Mathematics Trust contain an account of UKMT...

The yearbooks of the UK Mathematics Trust contain an account of ...

The yearbooks of the UK Mathematics Trust contain an account of UKMT...

The yearbooks of the UK Mathematics Trust contain an account of ...

The yearbooks of the UK Mathematics Trust contain an account of UKMT...

The yearbooks of the UK Mathematics Trust contain an account of UKMT...

The yearbooks of the UK Mathematics Trust contain an account of UKMT...

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