In activity, students produce an Engineering ‘specification’ based on application of their science and mathematics knowledge and understanding. This will be put into the context of risks to London from flooding and the need for improved flood defences due to increased risk of higher floods due to rising sea levels...

This guide from the Nuffield Mathematics Project delves deeper in to how the study of the Environmental can lead to geometrical work. The importance of the environment as a source for mathematical ideas was stressed throughout the main teachers’ guides. The range of activities discussed in this Guide extends beyond...

This is one of a series of resources from the IET designed around the theme of the future of flight with the purpose of developing pupils knowledge and skills in engineering and mathematics. This activity involves testing and selecting materials to make a heat shield to stop a piece of chocolate from melting using...

This resource requires problem solving using skills in forming and factorising expressions.

Students investigate the sum of four consecutive numbers. Initially this is done using numerical examples. There are a series of statements for students to classify as ‘sometimes true’, ‘always true’, or ‘never true...

This resource features five short tasks that involve expressing geometric properties with equations.

The topics covered are:

• Finding the equation of a circle.
• Finding the volume of a cone.
• Finding the equation of a line given a point and the equation of a parallel line.
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Have you ever wondered about the earth’s wild and wonderful weather? Think you have what it takes to build an earthquake-proof house or survive in an extreme environment?

In this programme, pupils will make models to help them understand how weather and extreme events occur, and what their impact can be....

The (fictional) show Fact Finders TV needs help from your STEM Club! The show explores common myths, crazy stories and possible pranks and is asking pupils to find out, ‘Is it really true?’ and ‘How could it work?’ Pupils will make their own models to test their ideas and draw conclusions so they can report back on...

This task is designed to assess how well students understand maximising a volume.

The task looks at designs for freight containers made using metal frames. For the first task, 60 metres of metal tubing is available and students must design a container in the shape of a cuboid that maximises the volume of the...

This resource features a task that explores setting up and solving simultaneous equations in a practical context.

Jon is buying fencing for his yard. Prices are given for different combinations of posts and panels. Students use information in the task to set up and then solve a solve a pair of simultaneous...

The network flow problem involves finding the optimum route through a flow network; a directed graph where each arc has a capacity and each arc receives a flow. Typical examples include: evacuation plans and delivery services. The problem involves students analysing the plan of a school canteen and deciding whether...

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...

This task is designed to assess how well students understand nets of 3D objects, calculating length and volume.

The task shows the net of a box used for a fruit box. The net includes flaps for joining the sides together. The first task is to calculate the volume of the box. There is an extension task in...

This task is designed to assess how well students understand calculating the volume and surface area of a cylinder.

A drinks company is designing a can for a new drink that is to be sold in 200 ml cans. Students consider the effects of using different values for the radius of the can. They then go on to...

This resource requires problem solving skills to identify linear and quadratic relationships in a realistic context.

Students investigate covering square table tops with three types of tile; square tiles, half tiles, and quarter tiles. They create examples and then identify the resulting sequences.  

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