1. Let
 .
Find f(-2)
| A) -24 |
B) 4 |
C) 20 |
D) 14 |
E) 0 |
2. Find the indicated limit:
| A) 0 |
B) 2 |
C) 1 |
D) DNE |
E) None |
3. The altitude of a rocket (in feet) t seconds
into flight is given by
 . Compute the rocket velocity
when t = 65 seconds
| A) 195 |
B) 3,255 |
C) 2,295 |
D) 0 |
E) -1,065 |
4. Find the indicated limit
| A) 4 |
B) 0 |
C) 2 |
D) DNE |
E) -2 |
5. Given
 , find the slope of
the tangent line at
| A) 4/16 |
B) 5/16 |
C) 3/16 |
D) -3/16 |
E) -5/16 |
6. Let
 . Find the value(s)
of x for which f'(x) = 0
| A) 2 only |
B) -3 only |
C) 2, -3 |
D) 6 only |
E) -12, 6 |
7. Find the derivative of the following
function at the given point:
| A) -1/2 |
B) 1/2 |
C) -1/3 |
D) 1/3 |
E) None |
8. Find an equation of the tangent line to the
graph of the given function at the given point. Hint: you will need the slope and a point.
| A) y = 33x + 57 |
B) y = 33x - 57 |
C) y = -33x - 57 |
D) y = -33x + 57 |
E) None |
9. Evaluate the given definite integral:
| A) 48 |
B) 56 |
C) 32 |
D) 16 |
E) 82 |
10. Evaluate the given definite integral:
| A) 16/15 |
B) 15/16 |
C) 19/15 |
D) 15/19 |
E) 1/30 |
|
