I haven't the clue to where to start on this one.
Under ideal conditions, a population of rabbits has an exponential growth rate of 11.7% per day. Consider the initial population of 100 rabbits.
a)Find the exponential growth function
c)What will the population be after 7 days, and then 14 days.
d)find the doubling time.
Isn't the function P(t)= P sub 0 e^kt , K>0