Questions: Answer letters a-c using the given table and values below: a. Enumerate the equations of the asymptotes of h. b. On each of the five intervals in the table, determine whether h is increasing/ decreasing, and concave up/concave down. Find all relative maximum points, relative minimum points, and points of inflection of h, if any. c. Sketch the graph of h with emphasis on concavity. Label all asymptotes with their equations, and label all relative extrema and points of inflection with their coordinates. Given (Note: This is only the GIVEN) - The table of signs for the derivatives of h is given below. Interval h(x) h'(x) h" (x ) (-00, -1) Let h be a function satisfying the following statements. -1 undefined undefined undefined ~ dom h = R \\{-1, 1} ~ lim h(x) = +oo (-1, 0) lim h(x) = -0 x-1+ + x-1- 0 -1 0 lim h(x) = 1 (0, 1) lim h(x) = too X- -1+ x- -00 1 undefined undefined undefined . lim h(x) = -30 ~ lim [h(x) -x + 2] = 0 (1, 2) + x-1- x-too 2 2 0 + (2, +oo + +