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 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...

This STEMNET resource describes the background and career of transportation planner, and STEM Ambassador, Dan Cornelius.

Dan's role is to assess road schemes and their impacts on local and regional areas. He develops graphic models of the situation and location. This allows him to manipulate elements, such...

The yearbooks of the UK Mathematics Trust contain an account of UKMT activities for each year and also contain all question paper, solutions and results.

This Mathematics Matters case study, from the Institute of Mathematics and its Applications, looks at how mathematicians' understanding of knots can help unravel potentially fatal knots in DNA molecules. Understanding how to manipulate tangles of DNA could help us create new treatments for diseases, so...

[b]Functions and their derivatives:[/b] the objective of this activity is to develop skills in working with functions, their derivatives and function notation. The suggested activity begins by asking students to explain what is meant by f'(3) and what is the difference between f(2) and f'(2). There follows a...

This collection of Level 1 resources from Nuffield Mathematics covers Using data. The demand is roughly equivalent to that in Foundation Level GCSE and Level 1 Functional Mathematics. 

This document from the Department of Education looks at how Blessed Trinity Roman Catholic School uses an 'on-call' room, a nurture room to support pupils in managing their social skills. The resource explores the school's on-call room, staff response to misbehaviour and individual behaviour support, as part of the...

[b]Using positional vocabulary[/b]: the objective of this activity is for students to practise using positional vocabulary. The suggested activity requires students to hide an object in the classroom, then give directions to other students in order to find the missing object. The resource contains many prompts,...

The main aim of the study was to:

*engage students and enhance their learning in mathematics through cross-curricular work with other STEM subjects, using video as a tool to encourage students to:
- reflect on...

A group of enthusiastic mathematics and science teachers with an interest in raising student achievement and making the link between the STEM subjects spent several months working as a STEM Knowledge Network and were able to commit time to evaluating the benefits of...

This report, commissioned by the Nuffield Foundation, addresses two questions: • What is the range and type of research evidence from countries with high performance in mathematics that gives insights into the reasons for their relatively high position? • What constitutes high performance in mathematics learning...