Consider a differential equation that could be used to model a particular population: y' = y(y – 3) (14 – y); sketch the phase graph and a set of solution curves for it, labeling the type of b. equilibrium points. Clearly explain what this model predicts about the long-term behavior of this - population (be very specific and explain all possible behaviors). Finally, explain exactly how this behavior would change if the equation changed to y' = y(y – 3) (14 – y)².

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A: Given :   3+3

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A:

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A: The given expression is;

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A:

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A:

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A: