Oil is running into an inverted conical tank at the rate of 3 m^3/min. If the tank

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Oil is running into an inverted conical tank at the rate of 3π m^3/min. If the tank has a radius of 2.5m at the top and a depth of 10m, how fast is the depth of the oil changing when it is 8m?

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Chemistry The Central Science

ISBN: 978-0321696724

12th edition

Authors: Theodore Brown, Eugene LeMay, Bruce Bursten, Catherine Murphy, Patrick Woodward

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Posted Date: Jan 19, 2022 07:50 PM

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Oil is running into an inverted conical tank at the rate of 3 m^3/min. If the tank

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Page No Sadution STEP 1TO3 Given that Redius of the tank 25 m Depth of the tank R... View the full answer

Chemistry The Central Science

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