find N'(t), that's the rateif N'(t) > 0, then it is increasing, if N'(t) < 0, then it is decreasingWill the population increase or

decrease?

again, find the intervals where the second derivative is positive or negative and state your finding accordingly. interpret your results means you describe the rate of change in words, which describes how the population is changing over certain intervals of timeb. When is the rate of change of the population increasing? When is it decreasing?

Interpret your results.

findc. What happens to the population in the long run (t→+∞)?