Suppose f(x) = ["612 1+r dt . 1) Evaluate f (2). 2) Evaluate f (2). 3) Evaluate f"(2). Find g'(x) for each of the following functions. 4) g(x) = [ sin(u?)du 5) g(x) = ["InuduSuppose h(x) = ["f(t)at on the interval [0, 12], where f (f) is shown in the graph below. f (t) -4- - 2- T - - +-- 6 10 12 -2 -4 6) Find the critical points of h(x). 7) Identify the value(s) of x when h(x) has a relative minimum and/or maximum. B) Find the absolute minimum and maximum values of h(x) on [0, 12].2r Suppose y(t) =], 1 1 + u du . Answer the following. 9) Determine if y(() is increasing or decreasing when t = 2. 10) Determine if y(() has upward or downward concavity when t = 2