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batballbat
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what would the pressure of liquid at a depth be in a container which is slanted?
No. Please describe exactly what you have in mind. Are you talking about hydrostatic pressure? (Which is what I assumed.) Or fluid dynamics?batballbat said:wouldnt this imply that the liquid would accelerate at g in slanted tubes?
Since you're talking about pressure-at-depth then you're talking about a container full of fluid (as opposed to, say, an air-filled container with an amount of water placed in it).batballbat said:wouldnt this imply that the liquid would accelerate at g in slanted tubes?
This is getting very frustrating for me because a bunch of people are putting a bunch of effort into helping you learn, but it doesn't seem like you are trying at all. For example, you said you don't know terms like "hydrostatic", but that term is defined in the very first sentence of the link i gave you in the first reply!batballbat said:i haven't learned any of hydrodynamics or hydrostatics.
batballbat said:i suspect [tex] h.d.g.sinAngle [/tex]. correct me if i am wrong
Yes. Pressure depends on the vertical distance below the fluid surface. Shape of the container has nothing to do with it.batballbat said:so the pressure depends on the vertical distance of he column irrespective of the shape. Am i correct?
The equation for calculating pressure at a given depth is P = ρghcosθ, where ρ is the density of the liquid, g is the acceleration due to gravity, h is the depth of the liquid, and θ is the angle of the slanted container.
The angle of the slanted container, θ, affects the pressure of the liquid at a given depth because it changes the effective depth of the liquid. The greater the angle, the greater the effective depth and therefore the greater the pressure.
The density of the liquid, ρ, has a direct relationship with the pressure at a given depth in a slanted container. As the density of the liquid increases, so does the pressure at that depth.
The pressure of a liquid in a slanted container at a given depth increases with an increase in depth. This is because the weight of the liquid above the given depth increases, resulting in a greater force and therefore a higher pressure.
No, the pressure of a liquid in a slanted container at a given depth cannot be negative. Pressure is always a positive quantity and increases with depth in a liquid. However, the pressure at a given depth may be less than the pressure at a different depth due to variations in density or depth of the liquid.