Provide an appropriate response.Give an example of a situation in which a logistic function f(x) = 
would be a more appropriate model than an exponential function f(x) = aekx. Explain why you think the logistic model would be more appropriate.
What will be an ideal response?
Population growth over a long period of time; The population growth may at first appear exponential but in time may begin to slow down due to factors such as limited resources to support an exponentially increasing population. (Answers will vary.)
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A certain population grows according to 
. At a certain time the population is 1,140 individuals. What can be said about the population at this time?
?
A. The population is increasing. B. The population is decreasing. C. The population has reached a maximum value. D. The population has reached a minimum value.
Solve the system by the addition method. Be sure to check all proposed solutions. x - 5y = 198x - 5y = -23
A. {(-5, -6)} B. {(5, -6)} C. {(-6, -5)} D. ?
Determine whether the sequence of vertices is an Euler circuit.
C ? D ? E ? A ? B ? C
A. No B. Yes
Multiply.
A. x2 + 
x + 
B. x2 + 
x + 
C. x2 - 
x + 
D. x2 + 
x + 