Question 1 1 pts .7: Let f be the function dened on [0, 10] whose graph is given below, and let F(;r,) = f t) (it . U Which of the following statements is true? 0 F has a local maximum at 3. @ F has a local maximum at 4 . O F is increasing on (6,9). 0 F[5) = F(6) 0 F is decreasing on (3,5) . Question 2 1 pts Let G(x) = dt Find G' (a) O e-(5x?) (10x) - 1 O e-(10x) - 1 O e -(5x2)2 (10x) O e - (52) 2 O e - (10x) - 1 O e - (52 2 )7 - 1Question 3 1 pts Define the function h(x) = cos (t? ) dt . Find h' (4) . O cos(4) 4 (cos(4) - cos(1)) - (sin (4) - sin(1)) O cos(4) D Question 4 1 pts Let f be a continuous function such that [" (t + 1)f(t )at = 24 What is f(3) ? O 162/25 O 27 O 108 O 81/4