This Core Maths activity covers the key points to consider when designing an effective questionnaire.

It is suitable for a whole-class introduction to the topic, providing ample opportunities for group discussion. The practical task enables students to design their own...

Produced by the Learning Skills Improvement Service, these materials help to demonstrate effective practice. This case study, written by Options 2, looks at the themes of embedding of functional skills and the wider sector.

Options 2 provides training for young people to enable them to achieve the skills...

This report, published by LSIS, describes a research project by Family Learning, Cheshire East Council. The research looked at resources and strategies for improving parental numeracy skills. This then tied in with tutor professional development.

Produced by the Learning Skills Improvement Service, these materials help to demonstrate effective practice. This case study, from Network Learning Centres UK Ltd, looks at the theme of embedding functional skills. In this instance, the planned implementation of functional skills was broken into four stages. This...

Published by LSIS, this research report describes a project carried out by the City of Wolverhampton College. The project was a joint collaboration between Skills for Life and Access to HE teachers. A collection of ready-made, active learning numeracy resources were produced. The project makes use of the approaches...

Craven College in Skipton, North Yorkshire is twenty four miles from Leeds Bradford Airport where there are significant employment opportunities covering a range of areas in a busy airport e.g. pilots, ground staff and a range of auxiliary services. The College, through partnership with Jet2.com, Multiflight, TUI...

This Core Maths activity investigates diamond smuggling.

The presentation gives details of how diamonds were smuggled out of Namibia in cans of pilchards. Students need to use the information given to calculate an estimate of the value of the smuggled diamonds. They need to use estimation and the formula for...

In this resource from the DfE Standards Unit, students convert functions into an appropriate form for differentiating or integrating and then differentiate and integrate negative and fractional powers of x. Before starting the activity students should be able to differentiate and integrate polynomial functions and...

Mathcentre provide these resources which cover aspects of differentiation which 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, differentiation from first principles, a table of common...

Mathcentre provide these resources which cover aspects of differentiation. They include an introduction to differentiation, a technique used to calculate the gradient or slope of a graph at different points, a table of common functions and their derivatives, as well as linearity rules which, when used with a table...

Mathcentre provide these resources which cover aspects of differentiation, often used in the field of engineering. They include an introduction to differentiation and its uses, a table of common functions and their derivatives, as well as the rules used to enable the differentiation of a wide range of functions....

This excel file plots both quadratic and cubic functions along with the graphs of their first and second differential equations.

By specifying the values of the coefficients of either the quadratic or cubic function...

This RISP activity introduces the subject of differentiation. Rather than start from first principles or learning a rule, the activity suggests using a graphing package to generate data. Starting with a quadratic graph, students find the gradient of the curve using a straight line graph and are encouraged arrive at...

Two Special Cubes...

This interactive resource, produced by the University of Leicester, is designed to enable students to explore the differential function of a polynomial and conclude by forming a generalisation.

An instruction page explains to students that they should draw a polynomial. Then by sliding the slider the...