
Bradford T. answered 04/29/21
Retired Engineer / Upper level math instructor
Amount of oil∫, A(t) = ∫R(t)dt integrated over 6 hours
∫06 2+cos(πt/11) dt = 2t+(11/π)sin(πt/11)|06
= 12 + (11/π)sin(6π/11)
Just finish the math
Sreeram K.
asked 04/29/21Cleaning pumps remove oil at the rate modeled by the function R, given by with t measure in hours and and R(t) measured in gallons per hour. How much oil will the pumping stations remove during the 6-hour period from t = 0 to t = 6? Give 3 decimal places.
Bradford T. answered 04/29/21
Retired Engineer / Upper level math instructor
Amount of oil∫, A(t) = ∫R(t)dt integrated over 6 hours
∫06 2+cos(πt/11) dt = 2t+(11/π)sin(πt/11)|06
= 12 + (11/π)sin(6π/11)
Just finish the math
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Sreeram K.
15.466. Thank you very much04/29/21