A
A marine biologist monitors the population of trout in a lake. He records 1200 trout in his first year, 900 trout in his fourth year, 750 trout in his sixth year, and 500 trout in his te
a. Complete an exponential function that models the population of trout in the lake after x years. Round all values to the hundredths place.
f(x) =
-0.
b. Predict the population of trout in the lake in his thirteenth year.
There will be approximately
trout in the lake in his thirteenth year.