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I need a pic for : If x, y in Real/ complex inner product space, and if ||x||=||y||, then x-y and x + y are orthogonal? someone helps me, please
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So you're supposed to demonstrate this using a picture?
Or you're supposed to prove it's true, so you want a picture to help you visualize it?
I have to have both, but I think I can handle it on algebraic way ( not 100% sure), I need see it
Well, I mean, there's not much to the picture really. |dw:1397101793043:dw| So the assertion is that this angle between x+y and x-y is a right angle I'm not sure how you'd show that from this picture, I think algebraically is probably the way to prove it.
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