Suppose f(x) is continuous and increasing on the interval (-, ). The derivative f'(x) has a...

 

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Suppose f(x) is continuous and increasing on the interval (-, ). The derivative f'(x) has a relative maximum when x-1 and a relative minimum when x = 2. a. What are the x coordinates of the point(s) of inflection of f(x)? Answer: spaces) b. Does f(x) have any extrema. Answer: no (If more than one, enter as comma separated list with smaller value first and no (Answer Yes or No) Submit answer Suppose f(x) is continuous and increasing on the interval (-, ). The derivative f'(x) has a relative maximum when x-1 and a relative minimum when x = 2. a. What are the x coordinates of the point(s) of inflection of f(x)? Answer: spaces) b. Does f(x) have any extrema. Answer: no (If more than one, enter as comma separated list with smaller value first and no (Answer Yes or No) Submit answer