(Question 6) 12 points Suppose  is a real number constant.  Evaluate the limits, writing your answer in terms of  where appropriate.  If the limit does not exist, write DNE. A.

(Question 3) 12 points Suppose that

(Question 1) 15 points Evaluate the indicated integrals if  is a positive real number constant. A.

(Question 10) 8 points Car 1 is heading due south from Math-town at a rate of 40 miles per hour.Car 2 is heading due west from Math-town at a rate of 55 miles per hour.  How fast is the distance between the cars increasing when Car 1 and Car 2 are 8 miles and 4 miles from Math-town, respectively?

(Question 3) 6 points Suppose

(Question 5) 8 points  

 (Question 7) 8 points

(Question 1) 15 points Evaluate the indicated integrals if is a positive real number constant. A.

(Question 9) 8 points Graph of the position function of a particle is shown, where t is measured in seconds.     a. When the particle is speeding up ? (Enter your answers using interval notation.)   b. When the particle is slowing down ? (Enter your answers using interval notation.)  

(Question 2) 8 points A. Find g(2) B. Find g'(2) C. Find g”(9) D. Does g have a local maximum, a local minimum, or neither at x=9?