0 Question 1 v E OH [:1 Suppose F(t) has the derivative f(t) shown below, and F(0) = 2. Find values for F(2) and F(7) 3J 0 Question 2 v 2: Let A(m) = f f(t)dt, with x) shown in the graph below. 0 At what x values does A(x) have a local max: x = ' At what x values does A(x) have a local min: x = ' Restrict your answers to values 0 If the derivative f'(a:) is positive, decreasing, concave down Then the function f(x) is (not all info may be used): 0 increasing, concave up 0 increasing, concave down 0 decreasing, concave up 0 decreasing, concave down . Question 3 A V 7 Find -dx + C Question Help: D Video Submit Question\fO Question 5 A 8 1 The value of dac is 3 x2 Question Help: D Video Submit Question\f0 Question 11 v Evaluate the definite integral 9 8:122 + 6 do: 2 x/5 / \\ Question Help: EIVideo Submit Question 0 Question 12 V IL\" 0/1 pt '0 2 8 99 6) Detail The traffic flow rate (cars per hour) across an intersection is r(t) = 200 + 600i 120132, where t is in hours, and t=0 is 6am. How many cars pass through the intersection between 6 am and 11 am? ' ' cars Question Help: E1 Video Submit Question 0 Question 13 v 80/1 pt '0 2 :3 99 @Detai 15 A company's marginal cost function is f where x is the number of units. :1: Find the total cost of the first 49 units (of increasing production from x=0 to x=49) Total cost: 5' ' Question Help: E1 Video Submit