Fluid Force. A swimming pool is filled with fresh water to a depth of 7 feet measured at the deep end. There is not enough water in the pool to reach the shallow end. Assume that the pool is constucted using right angles, except where the bottom of the pool meets the end walls. Use Ah for the height of a typical strip across the face of the wall. The weight density of water is 62.4 Ib/ Your anwers should have units: pounds. 4ft 18 f 24 ft Declare your variable(S) here. Show your reasoning below: a) find the force on the typical horizontal strip (red) ? b) write an integral for the total force on the (left) wall of the pool ....* ... ...

Fluid Force. A swimming pool is filled with fresh water to a depth of 7 feet measured at the deep end. There is not enough water in the pool to reach the shallow end. Assume that the pool is constucted using right angles, except where the bottom of the pool meets the end walls. Use Ah for the height of a typical strip across the face of the wall. The weight density of water is 62.4 Ib/ Your anwers should have units: pounds. 4ft 18 f 24 ft Declare your variable(S) here. Show your reasoning below: a) find the force on the typical horizontal strip (red) ? b) write an integral for the total force on the (left) wall of the pool ....* ... ...

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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Question

Fluid Force. A swimming pool is filled with fresh water to a depth of 7 feet measured at
the deep end. There is not enough water in the pool to reach the shallow end. Assume that the
pool is constucted using right angles, except where the bottom of the pool meets the end walls.
Use Ah for the height of a typical strip across the face of the wall.
6.
The weight density of water is 62.4 lb/
Your anwers should have units: pounds.
4 ft
18 ft
24 ft
Declare your variable(s) here.
Show your reasoning below:
a) find the force on the typical horizontal strip (red) ?
b) write an integral for the total force on the (left) wall
of the pool

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