-3 2. Let g(x) = J. f(t) at with the graph of f shown above y and a is a constant. Find the x-values of g regarding -3 each of the following conditions. -2 a. Relative minimum(s) b. Relative maximum(s) f c. Concave up d. Concave down 1 2 3 4 5 6 \\7 8 9 -1 -2- e. Increasing f. Decreasing g. Point(s) of inflection h. If g (2) = 1, what is the maximum value of g on the interval [2, 9]? i. Given h(x) = [2* f(t) dt. Find the x-value where h has a relative minimum