Answer: The function that modeled the expected population is: F(y) = 200 ( 1.07) ^y
Step-by-step explanation:
It's important to note that according to our problem, y is the input value in years and x is the output value of the deer population.
Let's begin by stating the general form of an exponential equation and explaining the meaning of each variable in the equation:
f(y) = A(B)y
f(y) = output value of x for input value of y
A = initial output value of x
(when input value of y = 0)
B = multiplier (percentage rate)
y = any input value of y
Given : y = 1
A = present population of dear= 200
B= percent increase multiplier = 1 + 7% = 1 + 0.07 = 1.07
F(y) = x = A (B) ^y
F(y) = 200 ( 1.07) ^ 1
