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Tank A and B containing water are connected to an inclined manometer as shown in the picture. Tank B is kept at a constant pressure. If the pressure in tank A is increased by 10 psi (psi = 12), while the pressure in tank B remains the same, find the change in the liquid level (x in the second picture). Given that the densities of water and mercury are 62.4 and 846 respectively, g = 32.2 and lbf = 32.2 lbm ft lbm ft35 B 1 ft A 2 ft B 1 ft A 2 ft x ft x ft 30 Before 10 psi increase in PA After 10 psi increase in PA

Tank A and B containing water are connected to an inclined manometer as shown in the picture. Tank B is kept at a constant pressure. If the pressure in tank A is increased by 10 psi (psi = 12), while the pressure in tank B remains the same, find the change in the liquid level (x in the second picture). Given that the densities of water and mercury are 62.4 and 846 respectively, g = 32.2 and lbf = 32.2 lbm ft lbm ft35 B 1 ft A 2 ft B 1 ft A 2 ft x ft x ft 30 Before 10 psi increase in PA After 10 psi increase in PA

Engineering Fundamentals: An Introduction to Engineering (MindTap Course List)
Engineering Fundamentals: An Introduction to Engineering (MindTap Course List)
5th Edition
ISBN:9781305084766
Author:Saeed Moaveni
Publisher:Saeed Moaveni
Chapter9: Mass And Mass-related Variables In Engineering
Section: Chapter Questions
Problem 37P
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Tank A and B containing water are connected to an inclined manometer as shown in the picture. Tank B is kept at a constant pressure. If the pressure in tank A is increased by 10 psi (psi = 12), while the pressure in tank B remains the same, find the change in the liquid level (x in the second picture). Given that the densities of water and mercury are 62.4 and 846 respectively, g = 32.2 and lbf = 32.2 lbm ft lbm ft35 B 1 ft A 2 ft B 1 ft A 2 ft x ft x ft 30 Before 10 psi increase in PA After 10 psi increase in PA
Transcribed Image Text:Tank A and B containing water are connected to an inclined manometer as shown in the picture. Tank B is kept at a constant pressure. If the pressure in tank A is increased by 10 psi (psi = 12), while the pressure in tank B remains the same, find the change in the liquid level (x in the second picture). Given that the densities of water and mercury are 62.4 and 846 respectively, g = 32.2 and lbf = 32.2 lbm ft lbm ft35 B 1 ft A 2 ft B 1 ft A 2 ft x ft x ft 30 Before 10 psi increase in PA After 10 psi increase in PA
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