There is a high demand for engineers in the UK and engineering is one of the most in demand jobs globally. From apprentices to technicians; graduates to postgraduates, engineers are needed at all levels, in a wide range of sectors.

This leaflet provides guidance for teachers, with key points about...

In this DfE Standards Unit resource, students interpret linear and non-linear distance-time graphs using the computer programme Traffic. This program provides a simple yet powerful way of helping learners to visualise distance–time graphs from first principles. The program generates situations involving...

In this resource from the DfE Standards Unit, students interpret frequency graphs, cumulative frequency graphs, and box and whisker plots, all for large samples, and then see how a large number of data points can result in the graph being approximated by a continuous distribution (GCSE Grades A - D)

In this DfE Standards Unit resource, students learn to understand the relationship between graphical, algebraic and tabular representations of functions, the nature of proportional, linear, quadratic and inverse functions and doubling and squaring. Students should already be familiar with algebraic symbols such as...

This report identified the alarming disparity between the proportions of students studying mathematics beyond the age of 16.  At that time only one-fifth of pupils in England continued to study maths at any level after achieving a GCSE - the lowest of 24 developed countries. A key recommendation from the report was...

These resources are provided by the Nuffield Foundation who, in 2007, commissioned a team from the University of Oxford to review the available research literature on how children learn mathematics. The resulting review is presented in a series of eight papers.

Paper 1 Overview - summarises...

This Core Maths task requires students to investigate the number of steps and various dimensions of escalators.

Students can measure width and length of stairs in their own school/college and compare them to their estimate of escalator steps. It may be appropriate to make use of Pythagoras' Theorem in the...

This report from Professor Adrian Smith’s inquiry into post–14 mathematics was published in February 2004 and investigated why the UK was not meeting the demand for graduates and postgraduates in strongly mathematically oriented subjects.

Making sense of data: 16-19 core skills resource pack consists of five sections:

• General Introduction: an overview of the materials and their uses.

• INSET pack: introduces teachers to some of the ideas of exploratory data analysis.

• Guides to the topic resources: provides...

This activity aims to engage learners because of its connection to everyday life and the mathematical ideas of measurement and ratio underpin work in vocational areas such as Hairdressing when mixing hair dye and Construction when mixing concrete. This activity requires students to understand and use common...

In this resource from the DfE Standards Unit students identify equivalent surds and develop their ability to simplify expressions involving surds. Students should understand what a square root is and be able to remove brackets correctly. (GCSE grades A-D; AS and A2 level)

Many of the most powerful magical effects performed today have a mathematical basis. Mathematics is also the secret behind the technologies people use, the products they buy and the jobs they will have. This book shows how to perform some magic tricks, explains the mathematics behind them and how that same...

In order to understand the orbits of planets, comets and other celestial bodies, it is necessary to examine the principles of how gravity, and the velocity of an object, interact to produce an orbit. It is a common misconception among students that planetary orbits are circular. This practical activity gives a...

In 2009, the Advisory Committee on Mathematics Education (ACME), who provide these resources, embarked on the Mathematical Needs Project to investigate how both the national needs and the individual needs of students, from age five to nineteen in England, could be met by a curriculum, delivery policy and...

Cross-curricular work can be incredibly powerful, both in terms of student outcomes and staff Continuing Professional Development. However, it is easy to contemplate, but far more difficult to deliver. Effective planning is the key. At King James’s School, near Huddersfield, members of the mathematics and science...