In this problem, we apply a constant-yield model of harv
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In this problem, we apply a constant-yield model of harvesting to the situation in Example 1. Consider the system x? = x
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In this problem, we apply a constant-yield model of harvesting to the situation in Example 1. Consider the system x? = x(1 ? 0.5y) ? H1, y? = y(?0.75 + 0.25x) ? H2, where H1 and H2 are nonnegative constants. Recall that if H1 = H2 = 0, then (3, 2) is an equilibrium solution for this system. (a) Before doing any mathematical analysis, think about the situation intuitively. How do you think the populations will change if the prey alone is harvested? if the predator alone is harvested? if both are harvested?
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