Let g(x) [f(t) dt, where f is the function whose graph is shown. Assume g(-3) = 0. A. Compute each of the following: Show computations!! Graph of f (i) g(-2) (ii) g(0) -5 -4 -3 -2 -1 4 5. (ii) g(2) -2- -3- -4 (iv) 9(5) B. On what interval(s) is g (i) increasing (ii) concave up (ii) decreasing (iv) concave down C. At what values of x on the interval [-3, 5] does g have (i) An absolute maximum Graph of g (ii) An absolute minimum -4 (iii) Any inflection points -5 -4 -B -14 -2

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