In a hydraulic system, piston 1 has a surface area of 100 cm2, and piston 2 has a surface area of 900 cm2. Piston 1 exerts a pressure of 10 Pa on the fluid in the hydraulic lift. What is the fluid pressure on piston 2?
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Hi! So, I did research and affirmed my thought that I posted and deleted because I was unsure of it. You're not responding to my posts, so I'll just give you some information to help you out.
http://hyperphysics.phy-astr.gsu.edu/hbase/pasc.html Here's what happens. Piston one puts pressure on the fluid. In turn, the fluid puts that pressure on piston two. Right?
This is a fairly simple question involving Pascal's Law. Pascal's Law states that pressure exerted anywhere in a confined incompressible fluid is transmitted equally in all directions throughout the fluid such that the pressure ratio (initial difference) remains the same. In this problem, the output area is 9 times larger than the input area...so the fluid pressure on the output side is is 9 times larger...or 90 pascals. This makes sense because the force per unit area is consistent throughout the system and all you've done is increased the area by a factor of 9.
pressure is same that means..pressure is 10 Pa at piston 2 but force on piston 2 is increased..
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