(a) Where , Rn, by definition the line segment connecting them is the set ...
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(b) A subset of Rn is convex if, for any two points in that set, the line segment joining them lies entirely in that set. (The inside of a sphere is convex while the skin of a sphere is not.) Prove that linear maps from Rn to Rm preserve the property of set convexity.
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a For any homomorphism h R n R m we have h ht 1 t t 01 t h 1 t h t 01 which is t...View the full answer
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