ExperimentsAtSchool allows students to collect and analyse experimental data to draw practical conclusions in subjects including science, geography and psychology. Aimed at students aged 7 to 16, the experiments help them to develop and improve their data handling and statistical skills.

Each experiment has...

This publication from the Department for Education lists ten tips on how to help young students make informed decisions about STEM courses and careers. A list of useful websites including information on STEM initiatives and careers is also provided.

In this activity, students are required to find a safe route through a notoriously perilous region of space called the Twilight Nebula.

They will be faced with a number of different threats but can maximise their chances of survival using a series of threat assessment readouts. Students will compare fraction...

In this resource from the DfE Standards Unit, students explore trigonometrical graphs by recognising translations, stretches and reflections from their equations, sketching the graphs and learning about the period and amplitude. Students should be familiar with the graphs of y = sin x and y = cos x and have...

This activity, from Shirley Fall, contains ten linked problems which are intended to lead to students developing a rule for integrating functions of the form y=ax n where n not equal to -1. Problem 1 begins by exploring the area enclosed under a straight line y=2x+3 from x=0 to x=a for varying values of a, leading...

In this resource from Shirley Fall, students are presented with a general straight line y=mx+c and are shown that the gradient of the line between any two points that lie on the line is always equal to m. Students should be encouraged to explain the proof to check...

This activity, from Shirley Fall, requires students to use and interpret function notation, sketch graphs using key points, explore the common transformations of translate parallel to the y axis, translate parallel to the x axis, stretch parallel to the y axis from the...

This resource is part of a collection of Nuffield Maths resources exploring Calculus. The demand is roughly equivalent to that in GCE A level.

This ‘exponential rates of change’ activity introduces the differentiation of exponential functions. Students find gradients by drawing tangents and by using small...

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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The teacher’s guide from the Shell Centre which accompanies the series of modules to support school-based assessment is the main guide to the materials. It makes some suggestions as to how the materials might best be used. It was not intended that this guide should be...

This collection features resources produced by Shirley Fall designed to enable high ability GCSE students to explore further mathematical topics beyond the scope of the syllabus thus bridging the gap between GCSE and AS level. The resources could also be used as...

This resource is part of a collection of Nuffield Maths resources that explore Algebra and Maths. The demand is roughly equivalent to that in Higher Level GCSE and Level 2 Functional Mathematics.

In Factor Cards, learners practise expanding brackets and/or factorising quadratic expressions.

This resource contains two interactive excel programs which enable students to investigate cubic functions and the relationship between the factorised form and the graph.

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In this resource from the DfE Standards Unit, students learn to associate x-intercepts with finding values of x such that f (x) = 0, sketch graphs of cubic functions, find linear factors of cubic functions and develop efficient strategies when factorising cubic functions. Students should have some familiarity with...

This activity takes the form of a series of crosses in which numbers are placed into the left and right hand cells in such a way that the top cell contains their product and the bottom cell their sum. The combination of values provided varies requiring students to perform different tasks to solve the problems....