Assuming the rate of leakage decreased linearly from 62000 to 53000 barrels per day during the time interval stated above, write a function f(t) for the daily rate of leakage in terms of time. (In this problem, use t= 0 for April 20, so July 15 will be t= 86, with days being the unit of time.) (2) Use this function to write and compute a definite integral for the total amount of oil that leaked out. (3) What was the average daily rate of leakage?
Assuming the rate of leakage decreased linearly from 62000 to 53000 barrels per day during the time interval stated above, write a function f(t) for the daily rate of leakage in terms of time. (In this problem, use t= 0 for April 20, so July 15 will be t= 86, with days being the unit of time.) (2) Use this function to write and compute a definite integral for the total amount of oil that leaked out. (3) What was the average daily rate of leakage?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Assuming the rate of leakage decreased linearly from 62000 to 53000
barrels per day during the time interval stated above, write a function
f(t) for the daily rate of leakage in terms of time. (In this problem, use
t= 0 for April 20, so July 15 will be t= 86, with days being the unit of time.)
(2) Use this function to write and compute a definite integral for the total
amount of oil that leaked out.
(3) What was the average daily rate of leakage?
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