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Let x be the number of reptiles, y be the number of mammals, and z be the number of plants on the island of Komodo, all measured in thousands (e.g., x = 50 means 50,000 reptiles).The following differential equations give the rates of growth of reptiles, mammals, and plants on the island: Say that initially there are 100,000 plants on Komodo, and there are no reptiles or mammals.At what plant population would the number of plants be increasing the fastest?
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