Here is the question: Investigate the harvesting model in problem 5 both qualitatively and analytically in the case a=5, b=1, and h=25/4. Determine whether the population becomes extinct in finite time. If so, find that time. The information from problem 5 is: dP/dt= P(a-bP)-h , P(0)=P0 Attempt: I subbed in the values for a,b, and h into the problem. Used variable separable and integrated both sides. My solution to the integration came out to be: -2/(2P-5) = -t + C I have absolutely no clue where to go from there. My roommate who took the class last semester couldn't figure out what to do either. Any help would be much appreciated.