Need help answering questions 4 through 9. Calculus project

Finding Nemo: Maximum Sustainable Harvest we examine the effects of harvesting a clown sh population whose In this project, . growth is logistic. An important question is what level of harvesting leads to a sustainable yield. In other words, how much can be harvested without having the population depleted in the long run? SAVE all these Nemos! When there is no fishing, the growth of a population of clown sh is governed by the following differential equation: where y is the number of sh at time tin years. 1. Solve for the equilibrium value(s) and determine their stability. olutions for 2. Create a slope field for this differential equation. Use the slope field to sketch s various initial values. 3. Summarize the behavior of the solutions and how the behavior depends upon the initial value. Interpret these results in terms of number of fish and time in years. Now consider the\" __shermen at a rate of H fish per year. ilibrium values. 4. 5. ues exist. 6. taking the derivative of % its from questions 4-6). = and still guarantee notion of H. Mark _'1 happens to the Gngsterm survive " '_ ur analysis