a~ c=39. c~d=5. d~g=4. g~h=2

attempt) The graph of f shown above on the closed interval [a,h] has horizontal tangents at x=b, x=0, x=e and x=f. m is a continuous function on [a,h] defined by m(x) = f f(t) dt for 0 s x s 13 and m(c) = 8. The areas between f and the x-axis are given in the diagram. (Areas as labeled above are 39, 3,4,2 if you can't see them well). All answers must show work and justification. 1. What is the value of the relative minimum of m on the interval [a,h]? 2. What is the value of the absolute maximum of m on the interval [a,h]? 3. For what intervals is m on the interval [a,h]? 4. For what intervals is m concave up on the interval [a,h]? 5. For what x values does m have a point of inflection on the interval [a,h]