Asked by Chris David
A population of 20 rabbits is introduced to a small island. The population increase at a rate of 60% per year.
(A) Find a function of F(t) that represents the number of rabbits on the island after t years.
(B) Suppose 100 rabbits were introduced to the island and G(t) is the number of rabbits after t years. Describe the stretching or shrinking operations that must be performed on the function y= F(t) to obtain the function
y=G(t). Write the new function y= G(t) that results from this transformation.
(A) Find a function of F(t) that represents the number of rabbits on the island after t years.
(B) Suppose 100 rabbits were introduced to the island and G(t) is the number of rabbits after t years. Describe the stretching or shrinking operations that must be performed on the function y= F(t) to obtain the function
y=G(t). Write the new function y= G(t) that results from this transformation.
Answers
Answered by
Damon
F(t) = 20 * 1.6^t
G(t) = 100 * 1.6^t = 5 F(t)
once five times as many, always five times as many :)
G(t) = 100 * 1.6^t = 5 F(t)
once five times as many, always five times as many :)
Answered by
Chris David
so how would you describe the stretching?
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