Let P represent the number of fish in a take. Suppose this naturally changes over time, abeying dr A. Find and classify the critical points (AKA equilibrium solutions) to this B. Suppose some nearby people start eating the fsh. They eat as much as they can, but their methods of fishing will only successfully capture 3/4 of the fish at any given time. Create a new differential equation for that models this new situation C. Suppose P(0)500 in your answer to (8) What is lim, P