As given in the figure, the inside of a 125 cm high and 89 cm diameter cylindrical bowl is initially completely filled with oil. Then a 1.25 cm diameter hole is drilled in the bottom edge of the tank and oil starting to discharge from this hole. The oil's exit speed from the tank is given as 2gh. (h is the variable height of the oil in the tank from the hole center and g is the acceleration of gravity). Calculate the time it takes for the oil level in the tank to drop to a height of 15 cm from the bottom as
As given in the figure, the inside of a 125 cm high and 89 cm diameter cylindrical bowl is initially completely filled with oil. Then a 1.25 cm diameter hole is drilled in the bottom edge of the tank and oil starting to discharge from this hole. The oil's exit speed from the tank is given as 2gh. (h is the variable height of the oil in the tank from the hole center and g is the acceleration of gravity). Calculate the time it takes for the oil level in the tank to drop to a height of 15 cm from the bottom as
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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As given in the figure, the inside of a 125 cm high and 89 cm diameter cylindrical bowl is initially completely filled with oil. Then a 1.25 cm diameter hole is drilled in the bottom edge of the tank and oil starting to discharge from this hole. The oil's exit speed from the tank is given as 2gh. (h is the variable height of the oil in the tank from the hole center and g is the acceleration of gravity). Calculate the time it takes for the oil level in the tank to drop to a height of 15 cm from the bottom as [s].
Transcribed Image Text:OIL
h4
hole
D
tank
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