9. [10 pts] Let f: R → R be a function such that for all x, y € R, [ƒ(x) − f (y)| < 5 · (|x − y|) ¹ . Prove that f is un
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9. [10 pts] Let f: R → R be a function such that for all x, y € R, [ƒ(x) − f (y)| < 5 · (|x − y|) ¹ . Prove that f is un
9. [10 pts] Let f: R → R be a function such that for all x, y € R, [ƒ(x) − f (y)| < 5 · (|x − y|) ¹ . Prove that f is uniformly continuous.
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