A graduate student studied the impact of coyotes on the Canada goose population, f, in a major city after x years.
The student used two models to describe the Canada goose population:
. Model 1 (with coyote predators): f(x) = 20,000(1.055)*
• Model 2 (without coyote predators): f(x) = 34,228(1.214)
Which statements best interpret how the values in the function change when the coyote predators are removed?
Select TWO correct answers.
The Canada goose population increases from 20,000 to 34,228 at the end of 1 year.
The annual growth in the Canada goose population increases from 20,000 to 34,228.
The initial Canada goose population increases from 20,000 to 34,228.
The annual rate of growth for the Canada goose population increases from 5.5% to 21.4%.
The annual growth in the Canada goose population increases from a factor of 5.5 to a factor of 21.4.