Hello I wanted to know if someone could answer detailed question 2) of this exercise for me please. I found that 6 years is 72 months, and e^(0.19*72) = 20,958,468 , which is not so far from the 22 million statement (there are no predators so it can skew the calculations).

Among animal farms and rabbits are known to be champions of reproduction if we assume that the growth rate of a population of rabbits is proportional to the population we can go to propose the following mathematical model:

f(t) = 2 e^(0.19t) For the calculation of a population obtained from a couple of rabbits, t presents the number of months elapsed since the beginning of the observation In rounding the nearest integer

1) construct a table of values ??of this population for t between 12 and 24.

In 1856 a British hunting enthusiast imported 12 pairs of rabbits to Australia. The rabbits then encountered no natural enemy and 6 years later my count was 22,000,000...

2) is the mathematical model proposed in the question consistent with this observed value?

There are no tables ,no figure in this exercice statement...

The only table is the table that I found.

I don't know what problem you are talking about, this is a simple exercice.