In this resource students are asked to play the role of a newly qualified engineering graduate that has taken a year out to work for an overseas aid agency in a developing country.

The civil engineering project you are working on aims to provide water to a number of rural villages where clean water for...

The workbook contains a number of simulations designed to aid students understanding of the Poisson distribution.

[b]Queuing simulation:[/b] is designed to introduce the Poisson distribution through a realistic application, that of simulating a supermarket checkout queue. Students choose the number of people...

The Royal Academy of Engineering oversees a number of projects to enhance and enrich the teaching of engineering. This collection contains case studies and details of activities which can be used to encourage pupils to take part in engineering study.

The collection includes:

• Engineering at the...

The Royal Institution's 2021 Christmas Lecture - Going Viral, will be broadcast on the BBC in late December. Although the specifics of the lectures are a closely guarded secret, STEM Learning have pulled together a collection of resources from the STEM Learning eLibrary that will support...

The Royal Society is a an independent scientific academy in the UK, dedicated to promoting excellence in science.

This collection of resources from the Royal Society contains a variety of activity types and themes, such as why a career in science is for me, inspiring scientists and climate change, and the...

The Standards Unit: Improving Learning in Mathematics resources were produced as a response to the Smith report. The materials use active learning approaches originally designed for post-16 mathematics but for use across the secondary phase. The resources, and the work of the Standards Unit with leading maths...

The magic of…is a collection of four resources, produced by Queen Mary College at the University of London, designed for teachers to use in the classroom with the intention of making learning engaging and entertaining. The four resources are all linked to the relevant curricula and provide inspiration when teaching...

Tin cans come in a variety of shapes and sizes. In this activity students consider the net of a tin can, the formula for the total surface area and the formula for the volume of the can. The first problem requires students to express the total surface area as a function of r by eliminating h. The second problem...

This interactive excel program allows students to explore the relationship between the transformation of functions and the associated graphs. Functions explored are straight lines, quadratic and cubic functions as well as sine and cosine curves. Each type of function...

This interactive excel program allows students to explore the relationship between the transformation of functions and the associated graphs. Functions explored are straight lines, quadratic and cubic functions as well as sine and cosine curves. Each type of function...

This interactive resource, produced by the University of Leicester, is designed to enable students to explore transformations of functions including translations, stretches, reflection in the axes and rotations.

The first activity uses function notation to explore translations parallel to the x axis and...

This interactive resource, produced by the University of Leicester, is designed to enable students to explore transformations of shapes including translation by a vector, stretches, rotations around a point, reflection in the axes and reflections in the lines y=x and y=-x.

The first activity draws a...

This series of activities from NASA take a mathematical approach to looking at transits, eclipses and occultations. They are intended as supplementary problems for students looking for additional challenges in mathematics and physical science from age 11 to 19 years.

The problems were created to be authentic...

The cost of transportation is a key factor for many industries. This activity features a classic transportation problem giving the outputs of two suppliers, the demands of two consumers and the associated transportation costs. Students are asked to find the minimum transportation cost to meet the demand. Students...