Q1 MULTIPLE CHOICE One answer only If ƒ : (0, 1) → R is differentiable and bounded, then f' is bounded. a. False, here is a counter-example: f(x)=√x. b. True, by mean value theorem. c. False, because (0, 1) is not compact so functions cannot be bounded on that interval. d. True, by definition of the derivative as limħ→0 f(x+h)-f(x) h.

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