2. The population of a small island nation was 10 thousand people in the year 2000. By the year 2020, the population had grown to 11 thousand people. (a) Find a formula of the form P = f(t)= Poekt for the population (in thousands of people) t years after 2020.

The population of American buffaloes in the 19th century halved every five years.Given that the population of Bison in the year 1890 was about 500: Find the explicit formula for the population of American buffaloes for the 19th century with respect to the time (years after 1800). What was the population of American buffaloes in 1850?|

The area covered by a marsh, A, starts at 130 acres and drops by a factor of 14 each year for n years. Write a formula for A=f(n).

please solve it as soon as possible