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Question 2 You are probably familiar with Pythogoras’ theorem in the plane, and may know a nice proof. The axioms of real inner product spaces (such as n-dimensional Euclidean space) allow us to prove Pythagoras’ theorem in any such space V .
(a) We first need to think about what a ‘right angle triangle’ is in V . Let x ? and y ? be the two shorter sides of our triangle, and x ? + y ? be the longer side. What condition on x ? and y ? would make this a ‘right angle triangle’?
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