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This module from the Nuffield Foundation introduces simple ideas of topology starting from informal considerations of topological transformations progressing to work on networks (the bulk of the content) and ending with an investigation into map colouring.

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Torbury Festival is a set of interactive lessons around staging of a music festival. To overcome various challenges, from floods to escaped cattle to over-excited crowds storming the stage, students must apply their mathematical knowledge to real life situations. The problems are intended to promote discussion,...

This resource from stats4schools focuses on which attractions in London are the most popular using data from the National Tourist Board covering the years 1994 to 2001. Students can interpret information from tables, manipulate data, investigate tourism and plan a visit to London.

The resource includes a...

This study, from the Nuffield Foundation, is a follow-up to the report 'Is the UK an outlier?', which examined mathematics education provision in 24 different countries and revealed that England, Wales and Northern Ireland have the lowest levels of participation in upper secondary mathematics. They were the only...

This mathematical investigation from the National Strategies Study Plus collection starts with the idea of someone being locked up in a tower.

The context could to be adapted so that it will appeal to the students, for example built around spies, knights of old, or TV characters. The tower shape and number...

In this resource the time is given for a train to pass a signal. The time is also given for a train to completely pass through a tunnel. It is assumed that the train is travelling at constant speed. The task is to calculate the length of the train.

Solving the problem requires the use of the formula for...

In this interactive golf game from Subtangent the player has to get the ball in the hole by choosing the most effective geometric transformations to beat the target score for each hole.

There are two versions of the...

This interactive excel program allows students to explore the relationship between the transformation of functions and the associated graphs. Functions explored are straight lines, quadratic and cubic functions as well as sine and cosine curves. Each type of function...

This interactive excel program allows students to explore the relationship between the transformation of functions and the associated graphs. Functions explored are straight lines, quadratic and cubic functions as well as sine and cosine curves. Each type of function...

This interactive resource, produced by the University of Leicester, is designed to enable students to explore transformations of functions including translations, stretches, reflection in the axes and rotations.

The first activity uses function notation to explore translations parallel to the x axis and...

This interactive resource, produced by the University of Leicester, is designed to enable students to explore transformations of shapes including translation by a vector, stretches, rotations around a point, reflection in the axes and reflections in the lines y=x and y=-x.

The first activity draws a...

This resource consists of four interactive excel files dealing with single transformations of 2D shapes.

Transformation: Enlargement...

This MEP resource from CIMT is taken from text book 9A which covers the mathematics scheme of work for the first half of year 9.

Transformations covers: a review of the names and properties of common 2D shapes, translating by a vector, enlargements, reflections, rotations and combining transformations....

This lesson develops the concept of transformations. In particular students will:

  • Describe in words the transformation that maps an object to a transformed image
  • Given a geometric figure and a transformation, draw the transformed figure
  • Describe transformations as algebraic functions...

In this DfE Standards Unit resource, students learn to recognise and visualise transformations of 2D shapes and translate, rotate, reflect and combine these transformations. Students unfamiliar with the terms ‘rotation’, ‘reflection’ and ‘translation’ will need some introduction to these. The session also assumes...

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