Mathematics

Mathematics

Problem

A wildlife study tracks a deer population x(t)x(t) and a wolf population y(t)y(t) (both measured in animals). At a particular moment, the populations satisfy dxdt=−0.02y\dfrac{dx}{dt}=-0.02y and dydt=0.001x\dfrac{dy}{dt}=0.001x. When x=600x=600 deer and y=15y=15 wolves, calculate dydt\dfrac{dy}{dt} in animals per month.

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