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T-totals, T-numbers and T-shapes.
Member rating: No Rating | Words: | Submitted: Mon Oct 20 2003
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Introduction Recently, we have been set a task to investigate about T-totals, T-numbers and T-shapes. T-shapes consist of 5 numbers; these 5 numbers will form a T-total when added together. A T-number is the bottom number of a T-shape. This piece of coursework will consist of 3 parts. We will have to try and investigate what the relationship is between the T-total, T-number and the T-shape in the time provided to complete this piece of coursework. Various methods will have to be used to find the formula; these various methods will consist of things such as algebra, trial and improvement, generalization etc. Different grid sizes would be used in order to find the "Master Equation" of T-totals, T-numbers and T-shapes. An example of a T-shape and what it consists of. x x x x x This is a T-shape. When all the numbers are added up together it would...
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