One model for the growth rate G, in thousands per year, of a certain species depends on the population N, in thousands. The relationship is
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What population corresponds to the maximum growth rate, and what is that growth rate? Round your answers to two decimal places.
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A. The maximum growth rate of 1.75 thousand per year corresponds to a population of 2.50 thousand.
B. The maximum growth rate of 2.50 thousand per year corresponds to a population of 1.75 thousand.
C. The maximum growth rate of 4.40 thousand per year corresponds to a population of 4.24 thousand.
D. The maximum growth rate of 4.24 thousand per year corresponds to a population of 4.40 thousand.
Answer: A
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Evaluate the expression without using a calculator, or state that the value does not exist. Simplify the answer to the extent possible.sinh 0
A. e
B. undefined
C. 
D. 0
Use implicit differentiation to find dy/dx.x = sec(6y)
A. 
cos(6y) cot(6y)
B. cos(6y) cot(6y)
C. 6 sec(6y) tan(6y)
D. 
sec(6y) tan(6y)
Solve the problem.The logistic growth function f(t) = 
models the number of people who have become ill with a particular infection t weeks after its initial outbreak in a particular community. How many people were ill after 10 weeks?
A. 79,995 people B. 80,000 people C. 81,600 people D. 500 people
Write the expression in lowest terms.
A. x2 + 25 B. x2 - 5 C. x2 - 25x + 5 D. x2 - 5x + 25