Solve the problem.The energy cost of a speed burst as a function of the body weight of a dolphin is given by
where w is the weight of the dolphin (in kg) and E is the energy expenditure (in kcal/kg/km). Suppose that the weight of a
dolphin is increasing at a rate of 10 kg/day. Find the rate at which the energy expenditure is changing with respect to time.
A. -0.012 kcal/kg/km/day
B. -23.5083 kcal/kg/km/day
C. -5.9903 kcal/kg/km/day
D. -0.0012 kcal/kg/km/day
Answer: A
Mathematics
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Evaluate the integral.
A. ln 10x -
+ x + C
B. ln 10x - x2 + x + C
C. ln 10x -
+ 2x + C
D. ln 10x -
+ x + C
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Solve the problem.Let f(x) = x - 1 and g(x) = x2. Graph f and g together with f ? g and g ? f.
What will be an ideal response?
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Write the expression in simplest form. If a radical appears in the denominator, rationalize the denominator.
A. 3x2
B. 75x
C. 5x
D. 5
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Graph. -
= 1
A.
B.
C.
D.
Mathematics