A tank is full of water when a valve at the bottom of the tank is...
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A tank is full of water when a valve at the bottom of the tank is opened. The equation V=132(166-t)2 gives the volume of water in the tank, in cubic meters, after t hours. What is the volume of water in the tank before the valve is opened? cubic meters How long does it take the tank to fully empty? hours Find an equation for dV dt dv dt What is the flow rate after 22 hours? Select an answer # When is the water flowing out of the tank the fastest? hours Note: for this problem you can write c(at)2 as c(a-t) (a-t) and then use the product rule to find the derivative. The values of a and care constants which differs by version. A tank is full of water when a valve at the bottom of the tank is opened. The equation V=132(166-t)2 gives the volume of water in the tank, in cubic meters, after t hours. What is the volume of water in the tank before the valve is opened? cubic meters How long does it take the tank to fully empty? hours Find an equation for dV dt dv dt What is the flow rate after 22 hours? Select an answer # When is the water flowing out of the tank the fastest? hours Note: for this problem you can write c(at)2 as c(a-t) (a-t) and then use the product rule to find the derivative. The values of a and care constants which differs by version.
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1 CRE V 132 1666 a To find the volume gwater in the dank before the Value is opened 50 Vs ... View the full answer
Related Book For
Income Tax Fundamentals 2013
ISBN: 9781285586618
31st Edition
Authors: Gerald E. Whittenburg, Martha Altus Buller, Steven L Gill
Posted Date:
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