3.1-3.2 Using Derivelives to Identify Extreme Values 69 4. Given to the right is the graph of the DERIVATIVE of a function. Graph of f'(x), NOT f(x) Use this graph to help you answer the following questions about the 2 ORIGINAL FUNCTION f. (a) What are the critical points of f? 2 13 4 -1 -2 (b) Where is f increasing? decreasing? (c) Does f have any local maxima? If so, where? (d) Does f have any local minima? If so, where? (e) Where is f concave up? concave down? 5. Given to the right is the graph of the SECOND DERIVATIVE of a function. Use this graph to help you answer the following questions Graph of f"(x), NOT f(x) about the ORIGINAL FUNCTION f. 3 (a) Where is f concave up? concave down? 2 2 3 4 5 (b) Does f have any inflection points? If so, where