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Problem: Seja f(x,y) = xy , such that f is the euclidean norm(x,y) at the origin and f is zero outside the origin. Prove that

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Seja f(x,y) = xy , such that f is the euclidean norm(x,y) at the origin and f is zero outside the origin.

Prove that f is a Lipschitz function around (0,0)

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