Suppose a lake is stocked with N?0 fish of the same age. The total number C of fish caught by fishing over the life span of the fish is given by
.
Here F is the percentage of the fish population caught annually, and M is the percentage of fish that die each year. Suppose the lake is initially stocked with 1100 fish that have a mortality rate of 13% per year, so 
. A: Write a formula that gives C as a function F.B: What percentage of fish caught annually will result in a total catch of 610 fish? Round your answer to two decimal places.C: What is the horizontal asymptote for this function?
What will be an ideal response?
A: 
?
B: 16.18%
?
C: 1100
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List all the subsets of the set given.{13}
A. { } B. {13} C. {0}, {13}, { } D. {13}, { }
Provide an appropriate response.Explain why no assumptions need to be made regarding the numbers represented by x and y when you are simplifying the expression 
.
What will be an ideal response?
Solve the problem.In 1995 the population of a certain city was 23,000. Since then, the population has been growing at the rate of 1.5% per year. Is this an example of linear or exponential growth? Find a function f that computes the population x years after 1995.
A. Linear; f(x) = 345x + 23,000 B. Exponential; f(x) = 23,000(1.015)x C. Exponential; f(x) = 23,000(0.015)x D. Linear; f(x) = 0.015x + 23,000
Provide an appropriate response.Write 
as a decimal.
A. 0.5
B. 0.
C. 0.
D. 0.53