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How Fast Does Wine Level Decrease in a Conical Barrel During a Mythical Party?
well, i figured that dv/dt= -6 and that I am looking for dh/dt so: v=(1/3)(pi)(r^2)h v=(1/3)(pi)(4)h v=(4/3)(pi)h dv/dt=(4/3)(pi)(dh/dt) -6=(4/3)(pi)(dh/dt) -24/3(pi)= dh/dt is that right?- padfoot93
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- Forum: Calculus and Beyond Homework Help
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How Fast Does Wine Level Decrease in a Conical Barrel During a Mythical Party?
1.Suppose the wood nymphs and satyrs are having a hot party in honor of Bacchus and the wine is flowing freely from the bottom of a giant cone-shaped barrel which is 12 feet deep and 6 feet in radius at the top. if the wine is disappearing at a rate of 6 cubic feet per hour, at what rate is the...- padfoot93
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- Forum: Calculus and Beyond Homework Help