Part 1: Where there is no fishing, the growth of a population of fish is goveren

Question

Part 1:

Where there is no fishing, the growth of a population of fish is goverened by the following differential equation:

1. Use the quadratic formula to obtain an expression for the equilibrium values.

2.when is the expression in the square root larger than zero? Determine the sign of the equilibrium values.

3. determine conditions for the stability of the equilibrium points (by taking the derivative of dP/dt with respect to P).

4. determine the stability of the equilibrium values in (2).

5. what is the maximum number of fish that can be fished each year and still guarantee survival of the fish population?I've already finished part 1. I just need help on Part 2( #3,4,5) and a thorough explanation. Please and thanks!

Explanation / Answer

unable to see the differntial equation you have mentioned

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