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Pressure-and-Its-Measurement

A beaker of height h is filled with a liquid of density ρ up to a certain limit. The beaker is rotated by an angle θ such that furr increase in angle will result in over flow of liquid. If liquid surface is exposed to atmosphere, what will be gauge pressure at point B?
A beaker of height h is filled with a liquid of density ρ up to a certain limit. The beaker is rotated by an angle θ such that furr increase in angle will result in over flow of liquid. If liquid surface is exposed to atmosphere, what will be gauge pressure at point B?\r\n \r\n


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A beaker half-filled with water is exposed to the atmosphere. If the pressure at points A, B and C as shown are Pa, Pb and Pc respectively, which one of the following will be the relation connecting the three?
A beaker half-filled with water is exposed to the atmosphere. If the pressure at points A, B and C as shown are Pa, Pb and Pc respectively, which one of the following will be the relation connecting the three?\r\n \r\n

A beaker of height h is filled with a liquid of density ρ up to a certain limit. The beaker is rotated by an angle θ such that furr increase in angle will result in over flow of liquid. If liquid surface is exposed to atmosphere, what will be gauge pressure at point B?
A beaker of height h is filled with a liquid of density ρ up to a certain limit. The beaker is rotated by an angle θ such that furr increase in angle will result in over flow of liquid. If liquid surface is exposed to atmosphere, what will be gauge pressure at point B?\r\n \r\n

An arm of a teapot is completely filled with tea (density=ρ) If the arm has a length of l and is inclined at 30o to the horizontal, what will be the pressure difference between the two points, C at the mouth and D at the base of the arm?
An arm of a teapot is completely filled with tea (density=ρ) If the arm has a length of l and is inclined at 30o to the horizontal, what will be the pressure difference between the two points, C at the mouth and D at the base of the arm?\r\n \r\n

A beaker of height h is filled with a liquid of density ρ up to a certain limit. The beaker is rotated by an angle θ such that further increase in the angle will result in over flow of the liquid. If the liquid surface is exposed to the atmosphere

what will be the gauge pressure at point B?

Pressure and Its Measurement

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