Find the x-value of all points where the function has relative extrema. Find the value(s) of any relative extrema.f(x) = x5ex + 1
A. Relative maximum of 1 at 0; relative minimum of -20.06 at -5
B. No relative extrema
C. Relative minimum of -20.06 at -5
D. Relative maximum of 22.06 at -5; relative minimum of 1 at 0
Answer: C
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Solve the differential equation.
- 6
+ 8y = 0
A. y = c1e-2x + c2e-4x B. y = c1e2x + c2e4x C. y = c1e2x + c2e-4x D. y = c1e-2x + c2e4x
Sketch the vectors u and w with angle ? between them and sketch the resultant.
= 5, 
= 1, ? = 60°
A. 
B. 
Solve the problem.Two cars travel at right angles to each other from an intersection until they are 25 miles apart. At that point, one car has gone 5 mi farther than the other. How far did the slower car travel?
A. 30 mi B. 15 mi C. 20 mi D. 10 mi
Evaluate the algebraic expression under the given conditions.4(-6x - 2y) for x = -7, y = 6
A. -88 B. 224 C. 120 D. -6