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Suppose that the number of turtles n(t) with t in years) on a remote island satisfies the differential equation dn/dt = 0.00025n^2-0.02n
A) If there are initially 40 turtles on the island, solve this differential equation to determine what happens to the turtle population in the long run
B) Repeat part (a) but with 100 turtles initially
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