‘Interstellar flight’ is a series of 7 problems that plan for establishing a base in another solar system. The first four problems involve getting to the base, the final three focus on what to bring and whom to take along.

The mathematics required for the first problems include use of the formulae for...

A selection of resources published by BEAM for teachers of Key Stage Three mathematics. They include challenging problems and puzzles, open-ended investigations, cross-curricular activities, and resources to practise and consolidate students' mathematical understanding. The activities with their mathematical...

Probability is the focus of this resource, from the Centre for Innovation in Mathematics Teaching. A fruit machine is used to provide a practical situation which allows students the opportunity to explore the likelihood of obtaining a winning line, while the work is structured to prompt class discussion and...

This resource features a task that involves work on both quadratic and linear functions.

Eight points are shown on a coordinate grid. Students must identify four points belonging to the linear function, four points belonging to the quadratic function, and then in each case determine an equation that fits the...

This resource features five short tasks that involves work on using functions in a practical situations.

An example task involves modelling the number of helpers needed to prepare for a fete given different rates at which each can make varies sizes of cakes.

This task is from the Mathematics...

Produced in 2011 by the Learning Skills Improvement Service (LSIS), this case study tackles the theme of equality and diversity. By Newham Adult Learning Service, the study set out to explore, in a scientific manner, tutor and learner perceptions regarding gender and if there was in fact any gender bias in...

From the Integrating Mathematical Problem Solving project by Mathematics in Education and Industry (MEI), this activity for post-16 students demonstrates that the efficiency of a river can be measured using the hydraulic radius; this depends on the cross-sectional area of the river and the wetted perimeter of the...

In this Nuffield resource rooms in a rectangular maze of rooms have bags with a varying number of gold coins. Students explore the effect of the route on the number of gold coins that can be collected.

The key processes involved in the activities are:

*Representing - identifying the mathematics...

A simple and easily adaptable idea to introduce how algorithms work by allowing students to work out algorithms by a guessing game without the use of a computer. The activity is based on function machines that are used in mathematics at primary school but the level of difficulty can be amplified depending on what...

These materials, from the National Strategies, have been written to support a mathematics teacher in a mainstream classroom working with one or a number of students that are working at or below level three.

Students working at level three and below can access relatively sophisticated concepts and make links...

This first issue of the HEaTED magazine looks into how to train as a technician and a number of different careers paths leading into the profession.  There is also an interview with a fine arts technician working in FE and HE education. The feature articles focus on the Athena SWAN Charter as a scheme to recognise...

This case study describes David Topping’s career path in environmental research, investigating how tiny atmospheric particles influence our climate and air quality. Some research can take place almost entirely in a laboratory, whilst other studies look at complicated interactions that are vast in scale or that take...

This resource uses the context of football to introduce a heart rate investigation. Students take part in suggested exercises and measure their heart rate and recovery time.  They need to plot of graph of their heart rate for different activities, and are encouraged to decide the axis and scale of the graph for...

Carom Maths provides this resource for teachers and students of A Level mathematics.

This presentation demonstrates how the interesting idea of Hikorski triples was developed from writing a GCSE Equations worksheet in 2002. The triples are identified as (p, q, pq+1/p+q).

The activity is designed to...