Describes and models the process of multiplying fractions.

Models several methods for adding/subtracting using mental strategies.

PowerPoint describes the properties of different types of triangles (including discussion of angles).

PowerPoint that describes the properties of different types of quadrilaterals.

Discusses concepts of "like" and "unlike" fractions. Also, demonstrates an example method to compare fractions.

Models the process of reflection

Range of questions based on fractions.

Includes data/information (e.g. oxygen levels, temperature, amount of vegetation/water, predators, gravity) on 6 imaginary planets - and Earth. Info on Earth is roughly accurate. This info is presented in the form of a table and as a range of graphs (e.g. pie/bar charts). Aim of lesson is to first work out which graphs represent which planet. Children can then decided whether a planet is inhabitable (by comparing it to Earth's data). (Includes brief lesson plan).

Describes different types of graphs, the fundamental features of graphs and when it is best to use certain graphs.

Models plotting co-ordinates in all 4 quadrants - through creating shapes.

Models the process of adding and subtracting fractions (including pictorial representation).

PowerPoint describes the relationship between fractions and decimals (including conversion).

A range of statistics around a Roman theme. Contains statistics on population and area data during the Roman Republic and Empire. Can be used for maths or computing activities. Statistics have been collected from a range of sources: there may be some inaccuracies due to the long time scales.

Contains 21 separate low-floor, high-ceiling tasks (aimed at year 6 - but could be used for older/younger children) which can be displayed as posters in classroom. These questions are designed so that they can be entered at a relatively low level (all should be able to access these in some way - even if it's just the initial conceptualisation of the question), but there is a large scope for extended thinking. Note: these can seem difficult at first, but (with the right approaches) are aimed to build resilience and determination in problem solving.