Water is being poured at the rate of 3pi m^3 /min. into an inverted conical tank that
is 10-meter deep with a radius of 6 meters at the top. If the water level is rising at the
rate of 1/5 m/min and there is a leak at the bottom of the tank, how fast is the water
leaking when the water is 6-meter deep? V = Vin –Vout
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