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      • The pressure exerted by a static fluid depends only upon the depth of the fluid, the density of the fluid, and the acceleration of gravity.
      hyperphysics.phy-astr.gsu.edu/hbase/pflu.html
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  2. In Figure 5.2.1 in the open container water meets air, which means that the pressure of the water at the top is the same as air pressure, known as atmospheric pressure. It is frequently the case that the absolute pressure of a system is most easily regarded as being the sum of atmospheric pressure plus an additional pressure caused by some process.

  3. The pressure exerted by a static fluid depends only upon the depth of the fluid, the density of the fluid, and the acceleration of gravity. The pressure in a static fluid arises from the weight of the fluid and is given by the expression. P static fluid = ρgh where. ρ = m/V = fluid density.

  4. At any point within a static fluid, the pressure on all sides must be equal—otherwise, the fluid at that point would react to a net force and accelerate. The pressure at any point in a static fluid depends only on the depth at that point.

  5. At any point within a static fluid, the pressure on all sides must be equal—otherwise, the fluid at that point would react to a net force and accelerate. The pressure at any point in a static fluid depends only on the depth at that point.

  6. With the bottom surfaces of the two pistons in contact with the same continuous fluid at the same height, the pressure of the fluid is the same at both surfaces. The forces exerted by the fluid on the two pistons are not the same, however, because the areas are not equal.

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  7. At any point within a static fluid, the pressure on all sides must be equal—otherwise, the fluid at that point would react to a net force and accelerate. The pressure at any point in a static fluid depends only on the depth at that point.

  8. Static pressure is the pressure exerted by a fluid at rest, acting equally in all directions at a given point within the fluid. It is a fundamental concept in fluid dynamics, essential for understanding how fluids behave when not in motion.

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