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  1. Finding a Formula (1988 Video)

    Subject
    Mathematics
    Distribution
    Off-air recording licence Sale, Videocassette. Standard formats. col. 25 min., 1994 sale: (M101) £60.00 (+VAT +p&p) combined with three other programmes from the course on a single cassette. 1997 sale: (MS284/VC2) £85.00 (+VAT +p&p)

    Looks at the problem of determining the length of tether required for a goat to graze half the area of a cir ular field. Demonstrates the solution first by using a computer and then using the Newton-Raphson...

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  2. Formula One (1994 Video)

    Director
    Julian Chomet
    Producer
    Bob Thorpe
    Subject
    Engineering
    Distribution
    Sale, Videocassette. Standard formats. col. 30 min., 2000 sale: £30.00 (+VAT +p&p)

    The automative engineering required to support Foumula One racing means that new ideas, techniques and designs for cars are constantly emerging and materials, engines and electronics are being developed....

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  3. Costing for Designer-Makers (1990 Video)

    Director
    Gavin Nettleton
    Subject
    Business studies; Design
    Distribution
    OUT OF DISTRIBUTION, Videocassette. VHS. col. 26 min.

    A practical guide to help craftsmen and designers cost their work. Looks at the main factors involved - including labour, material and overheads and shows how to work out this formula and apply it in...

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  4. Brits Who Made the Modern World (2009)

    Subject
    Engineering; Technology

    Series of six 30-minute programmes in which Peter Snow looks at the untold stories of British scientists and engineers who developed some of the modern world’s most incredible technology. The series covers...

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  5. That’s a Bit Steep - All About Gradients

    Subject
    Mathematics
    Distribution
    Sale, DVD (Region 2 PAL, 24 minutes), £49.00 (DVD), £20.00 (1 Year Digital Licence), £49.00 (3 Year Digital Licence)

    An understanding of gradients is central to an understanding of linear functions, rates of change and differential calculus. The programme covers: positive and negative gradients; rise overrun formula;...

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  6. Culture Clash. Part 1: Form and Formula (1993 Television)

    Subject
    Science
    Distribution
    Off-air recording licence, Television broadcast. col. 50 min.

    An intellectually stimulating and visually extravagant exploration not just of the ‘two cultures’ debate in modern Britain, but of changing images of science and scientists in history; the place of...

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  7. Quadratics (1993 Video)

    Subject
    Mathematics
    Distribution
    Sale, Videocassette. VHS. col. 60 min., 2000 sale: £29.50 (+VAT +p&p)

    Introduces quadratic equations and their corresponing functions on the Cartesian plane, using computer animation techniques. In six 10-minute sections: Zeroes and Roots; Factoring Quadratics; Completing the...

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  8. Cars (1993 Video)

    Subject
    Technology
    Distribution
    Sale, Videocassette. VHS. col. 30 min., 2000 sale: £30.00 (+VAT +p&p)

    Reviews the British car industry from design to manufacture through to marketing. Also looks at the technology involved in producing Formula One racing cars and how it is incorporated into cars for ordinary...

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  9. Simple Machines (Senior) (1996 Video)

    Subject
    Physics
    Distribution
    Sale, Videocassette. VHS. col. 26 min., 1998 sale: £29.00 (+VAT +p&p)

    Shows how with machines force and distance can vary but work is constant, using the formula: work = force x distance. Shows the inclined plane, pulleys, levers, gears as circuar levers and belt pulleys, and...

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  10. Modelling Turkeys (1988 Video)

    Producer
    David Saunders
    Subject
    Mathematics
    Distribution
    Off-air recording licence Sale, Videocassette. Standard formats. col. 24 min., 1994 sale: (M101) £60.00 (+VAT +p&p) combined with three other programmes from the course on a single cassette. 1997 sale: (MS284/VC3) £55.00 (+VAT +p&p)

    Is there a mathematical formula that could be used to predict the cooking time for a range of different turkeys? The cooking of a turkey is used to demonstrate the principles of mathematical modelling for...

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