The differential equation models a logistic population

Chapter 2, Problem 19P

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QUESTION:

The differential equation models a logistic population with harvesting at rate h. Determine (as in Example 6) the dependence of the number of critical points on the parameter h, and then construct a bifurcation diagram like Fig. 2.2.12

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QUESTION:

The differential equation models a logistic population with harvesting at rate h. Determine (as in Example 6) the dependence of the number of critical points on the parameter h, and then construct a bifurcation diagram like Fig. 2.2.12

ANSWER:

Solution :Step 1 of 5 :In this problem, we have to determine the dependence of the number of critical points on the parameter h and construct a bifurcation diagram .

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