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Multiple-choice questions on actuarial mathematics and statistics supporting the taught module 17.1XC1 - Statistics for Business I. Each unit is based on a past exam paper and consists of 25 multiple choice...
Self-assessment courseware (multiple-choice and true-false questions) to test basic statistical knowledge. In 13 modules: exploratory data analysis; confirmatory descriptive statistics; sampling; sampling...
Modules intended for use by 1st-year university science and engineering students who need mathematics revision. They consist of on-screen Mathematica notebooks containing activites based on Mathematica,...
A self-paced, self-study undergraduate mathematics tutorial package with an interactive learning facility. The modules cover material comparable to that of a first-year, two-semester course for students who...
Seven short sequences, six of them from existing OU materials (science, English, design and technology, mathematics) on the primary curriculum and the seventh about art. Accompanies the primary ‘Resource...
Generic Stage 1: Looks at a typical school day and follows six students through registration and tutor time and through various lessons such as French, English, drama, history and design & technology. The...
Generic stage 2 (15 min): In a Bedford school three teachers explain some of the techniques they use to control and organise the class and to deliver information to the pupils, featuring lessons in French,...
Considers what is meant by mathematical thinking. Shows a group of teachers in an in-service session discovering the power of learning investigatively and then follows one of the teachers working with her...
Eric Love uses a short animated geometry film (made by Nicolet), which is about families of circles. The sixth-formers then collectively reconstruct the images from the film and in the process pose and...
Peter Gates works with Year 9 pupils, asking them to imagine moving around a circle and to form mental images of moving c ircles. He comments on his reasons for using these activities and his ways of working.
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