Solve the problem.How long would it take $5000 to grow to $25,000 at 9% compounded continuously? Round your answer to the nearest tenth of a year.
A. 18.4 years
B. 17.9 years
C. 19.4 years
D. 18.1 years
Answer: B
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Solve the problem.A rectangular swimming pool has a parabolic drain plate at the bottom of the pool. The drain plate is shaped like the region between y = 
x2 and the line y = 
from x = -1 to x = 1. The pool is 10 ft by 20 ft and 8 ft deep. If the drain plate is designed to withstand a fluid force of 200 lb, how high can the pool be filled without exceeding this limitation?
A. 5 ft 6 in. B. 4 ft 11 in. C. 5 ft 1 in. D. 5 ft 9 in.
Evaluate the derivative.f(v) = 5 sinh-1 v5
A. 
B. 
C. 
D. 
Convert the polar equation to a rectangular equation.r2 sin 2? = 4
A. xy = 4 B. x2 + y2 = 4 C. y2 = 4 D. xy = 2
Provide an appropriate response.Select an appropriate type of modeling function for the data shown in the graph. Choose from exponential, logarithmic, and linear. 
A. Linear B. Logarithmic C. Exponential