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In this Science upd8 activity students take on the role of a marketeer trying to sell a new instant ice-cream vending machine. They use PowerPoint’s simple animation features and a gallery of images to explain the science behind the process of mixing flavour and quick freezing.

Students will explore the difference between RISC and CISC instruction sets by navigating a rover to different locations on a given map. They will explore how increasing the range of instructions can reduce the number of instructions required but increase the amount of data required to store the commands. They will...

For this session students will think about what instructions are needed within the software of the ExoMars rover and how they will make the hardware work to complete tasks successfully. There will be a focus on three steps within computational thinking: identify the problem, decomposition and collecting data. After...

The module, from the Nuffield Foundation, focuses on addition, subtraction, multiplication and division of directed numbers. The approach is the highly unusual one of representing directed numbers by equivalence classes of ordered pairs. This representation is supported by the use of a cardboard ‘machine’ which the...

Mathcentre provide these resources which cover aspects of integration and are suitable for students studying mathematics at A Level, as well as those students for whom mathematics is an integral part of their course. Some of the topics covered include integration as the reverse of differentiation, integration by...

Mathcentre provide these resources which cover aspects of integration, often used in the field of engineering. They include linearity rules of integration, integration by parts, integration by substitution and integration as the reverse of differentiation.

Comprehensive notes, with clear descriptions, for...

The first of two RISP activities, Modelling the Spread of a Disease requires students to carry out a simulation of a disease spreading. Students carry out an experiment...

The initial problem looks at an area given between two curves. The first curve is a parabola with the x and y axis intercepts given. The second curve is a stretch parallel...

This sample of interactive pages, from the Centre for Innovation in Mathematics Teaching (CIMT), is taken from the Year Four Practice Book. The pages allow students to work on a computer, which also checks their responses and gives appropriate feedback.

The topics covered in these resources include finding...

This sample of interactive pages, from the Centre for Innovation in Mathematics Teaching (CIMT), is taken from the Year Four Practice Book. The pages allow students to work on a computer which, also checks their responses and gives appropriate feedback.

...

The first interactive sheet shows a calculator for Simple Interest where the amount invested, the rate of interest and the term can be altered. The next sheet shows sets of five questions on Simple Interest to be answered with the help of calculators. Answers can be...

The kit, from ESA, uses five themed chapters to explore various aspects of the International Space Station, including what it is, how it is being built, living and working on board, and what future voyages will be like.

The ISS Education Kit is aimed at teachers of secondary school students aged 12-15. ESA...

The ISS Education Kit, from ESA, is a resource for teachers with ideas on how to use the International Space Station as a thematic frame for teaching a wide variety of topics that are part of European curricula.

The A4-sized binder contains four chapters devoted to explaining various aspects of life in space...

Produced by the Learning and Skills Improvement Service (LSIS), these resources are aimed at mathematics practitioners. .

Sessions in this resource look at:
• Interpreting bar charts (using higher order questions)
• Interpretation of pie charts (exposing and discussing common misconceptions)...

In this DfE Standards Unit resource students learn to interpret and construct distance–time graphs; relating speeds to gradients of the graphs and accelerations to changes in these speeds. Students have often constructed distance–time graphs before. However, experience shows that many still interpret them as if...

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