| 1. Let f(x) = x3 + 4x - 1. The slope of the tangent line at P(15, 2) on the graph f
-1 is
a) -679 b) c) d) -16 e) none of these |
| 2. Evaluate the limit of f as x approaches infinity if f(x) = [1 +
(2/x)] x .
a) e b) e2 c) 2e d) e/2 e) none of these |
3. Let  . Then the derivative of F(x) is
a) 2x cos (x4) - cos (x2) b) cos (x4) - cos (x2) c) -2 sin (x2) d) 2x sin (x2) e) none of these |
| 4. Find the volume of the figure obtained by revolving the area below the graph of y = x2 from
x = 2 to x = 3 around the y-axis.
a) b) c) d) e) none of these |
5. If f is an odd function, integrable on [-a, a], then 
a) 0 b) c) d) undefined e) none of these |
| Sample Morning Component Rules |
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