SOLUTION: Can someone please help me with this integral calculus problem?
An oil storage tank ruptures at time t = 0 and oil leaks from the tank at a rate of r(t) = 120^e−0.01(t)lit
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An oil storage tank ruptures at time t = 0 and oil leaks from the tank at a rate of r(t) = 120^e−0.01(t)lit
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Question 744266: Can someone please help me with this integral calculus problem?
An oil storage tank ruptures at time t = 0 and oil leaks from the tank at a rate of r(t) = 120^e−0.01(t)liters per minute. How much oil leaks out during the first hour? (Round your answer to the nearest liter.)
You can put this solution on YOUR website! An oil storage tank ruptures at time t = 0 and oil leaks from the tank at a rate of r(t) = 120^e−0.01(t)liters per minute. How much oil leaks out during the first hour? (Round your answer to the nearest liter.)
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r(t) = 120e^-0.01t, t in minutes
R(t) = -12000e^-0.01t
Vol = R(60) - R(0)
= -6585.74 + 12000
=~ 5414 liters
