Suppose that the functions f and g and their derivatives with respect to x have the following values at the given values of x. Find the derivative with respect to x of the given combination at the given value of x.
, x = 3
A.
B.
C.
D. -
Answer: B
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Find the product.(5s - 2)(2s3 - 2s2 + 4s - 2)
A. 10s4 - 14s3 + 12s2 - 18s + 4 B. 10s4 - 14s3 + 24s2 - 10s + 4 C. 10s4 - 14s3 + 24s2 - 18s + 4 D. 10s4 - 6s3 + 24s2 - 18s + 4
Add or subtract by first simplifying each radical (if needed) and then combining any like radical terms.7 +
- 6
A.
B. +
C. 13 +
D.
Solve the problem.The water is drained from a tank by opening a valve at the bottom of the tank. The depth of the water in the tank t hours after the valve is opened is d(t) = 62 meters. If the valve is opened at 1 pm, what is the depth of water at 3 pm?
A. 5.83 meters B. 3.38 meters C. 5.00 meters D. 4.17 meters
The graph of a one-to-one function f is given. Draw the graph of the inverse function f-1 as a dashed line or curve.f(x) = x3 + 5
A.
B.