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A cylindrical tank is resting horizontally on the ground (the circular faces are vertical). The tank is half full with liquid with density p. If the radius of the cylinder's base is 3 meters, set up the integral which describes the total force exerted on each of the circular walls of the tank. No need to compute the value of this integral. Use the reference frame in which we set y=0 at the water's surface, and "down" is the positive direction.

A cylindrical tank is resting horizontally on the ground (the circular faces are vertical). The tank is half full with liquid with density p. If the radius of the cylinder's base is 3 meters, set up the integral which describes the total force exerted on each of the circular walls of the tank. No need to compute the value of this integral. Use the reference frame in which we set y=0 at the water's surface, and "down" is the positive direction.

Elements Of Electromagnetics
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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A cylindrical tank is resting horizontally on the ground (the circular faces are vertical). The tank is half full with liquid with density p. If the radius of the cylinder's base is 3 meters, set up the integral which describes the total force exerted on each of the circular walls of the tank. No need to compute the value of this integral. Use the reference frame in which we set y=0 at the water's surface, and "down" is the positive direction.
Transcribed Image Text:A cylindrical tank is resting horizontally on the ground (the circular faces are vertical). The tank is half full with liquid with density p. If the radius of the cylinder's base is 3 meters, set up the integral which describes the total force exerted on each of the circular walls of the tank. No need to compute the value of this integral. Use the reference frame in which we set y=0 at the water's surface, and "down" is the positive direction.
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