In this resource students are required to use moving averages to investigate evidence for trends in local temperature change. There are links to the very real political and scientific debates regarding the question of climate change.

Climate Change Overview This brief overview makes...

The Nuffield Foundation provides this activity which students use to create spreadsheets that model what would happen to the temperature of the Earth if there were to be a sudden change in the amount of radiation entering or leaving the planet. Students then investigate polynomial and exponential functions to find...

Children will work with hypothetical data to help them understand how mathematics can model real life situations.  This will enable them to reflect on how mathematics might be used to help scientists make predictions about the possible impact of climate change in the Polar regions. They will also use real data on...

From the Nuffield Foundation, this module develops the use of co-ordinates in two and three dimensions using traditional games. It digresses into the simple use of matrices as information stores and finally, extending the work on ‘battleships’ into equations of lines...

In this Nuffield investigation these resources from AMP, co-funded by the Clothworkers and Nuffield Foundation, students investigate how many positive integers are less than and co-prime to any given positive integer. This activity requires some confidence with the co-...

The Nuffield Foundation provides this resource which shows students how, given a set of measurements along an irregular coastline, it is possible to approximate the area of land which is lost to coastal erosion over a period of time. Coastal erosion A - this activity uses the context of coastal erosion to introduce...

This Royal Academy of Engineering resource teaches students coding through a series of physical computing and practical activities that explore the essential role engineers have in supporting the emergency services and search and rescue missions.

Combining plugged activities, using a Crumble Controller, and...

The ability to communicate ideas clearly is a very important skill for a mathematician to have.

Learning outcomes

• Students could be able to construct and interpret an appropriate graph table, chart or diagram from given data; will have clearly explained what their data...

This resource develops the concept of interpreting speed as the slope of a linear graph. There is also work on translating between the equation of a line and its graphical representation.

Students consider a graph drawn to model the flow between two identical right rectangular prisms. There are subsequent...

This lesson develops the concept of direct proportion and its application to problems. The works addresses the following problems that students might have:

• Use of inappropriate additive strategies in scaling problems.
• Inefficient strategies such as not using a single multiplier for solving...

This maths-based challenge explores sustainable travel, developing student understanding of the effects that some modes of transport have on the environment and ways of reducing it.

Students are asked to compare alternative methods of transport by calculating journey times and their carbon footprints.  The...

This is a problem solving lesson, designed to help you assess how well students are able to:

• Interpret a situation and represent the variables mathematically
• Interpret and evaluate the data generated and identify the break-even point

The problem is set in the context of the cost...

From the Integrating Mathematical Problem Solving project by Mathematics in Education and Industry (MEI), this activity shows how compound interest can be calculated over different intervals. As the intervals get smaller and smaller, the total value approaches a limit. Topic areas covered are:
• Use of...

These guides from the Nuffield Mathematics Project follow on from the Beginnings guide. They deal mainly with number but also cover weights and measures. In Computation and structure 2, the concept of number is further developed. A section on the history of natural numbers and weights and measures...

Published by the Mathematics Centre at the University of Chichester, this booklet describes ideas that have been used with students aged 9-11 , although there are indications that older students would benefit from them too. In the first part of the booklet much use is...