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OpenStudy (anonymous):
Water is poured into a reservoir in the shape of a cone 6 feet tall with a radius of 4 feet. If the water level is rising at the constant rate of 0.5 feet per second, how fast is the water being poured in at the instant the depth is 2 feet? ( I don't understand what to do besides knowing I have to find the derivative of cone volume with respect to dv/dt and dh/dt)
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