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Question 2 (3 points). We say that f : R > R is o strictly increasing if for all 531 f(ac2) Suppose that f is
Question 2 (3 points). We say that f : R > R is o strictly increasing if for all 531 f(ac2) Suppose that f is a continuous, injective function. Show that f is either strictly increasing or strictly decreasing. You may using the following: If f is not strictly decreasing nor strictly increasing, then there are points 51:1, $2, $3 such that 3:1
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