Hydrostatics: Pressure due to a Liquid Column | Equating pressure in U-tube Problems | Force and Torque on container wall (point of application of force)

Hydrostatics pressure due to a liquid column| Equating pressure in U-tube problems| Force on wall

Water and liquid are filled up behind a square wall of side. Find out a. pressures at A, B and C b. forces in part AB and BC c. total force and point of application of force (neglect atmospheric pressure in every calculation)

Water and liquid is filled up behind a square wall of side l Find out (a). Pressure at A, B and C (b). Forces in part AB and BC (c). Total force and point of application of force. (Neglect atmosphere pressure in every calculation.)

Assertion : Hydrostatic pressure is a vector quantity. Reason : Pressure is force divided by area, and force is a vector quantity.

Properties Of Matter - Liquids - Pressure Due To Liquid Column And Pascal'S Law

The mean pressure on the walls of a vessel containing liquid upto height h is______

A liquid of density rho is filled upto a geight of 'h' in a container as shown in firgure. Base of the contaimer is a square of side L. Ignoring the atmospheric pressure find (a) pressure force F_(1) on its base. (b) torque of force F_(1) about an axis passing through C and perpendicular to plane of paper. (c ) Pressure force F_(2) on the vertical side wall DC. (d) torque of force F_(2) about the same axis mentioned in part (b). (e) point of application of force F_(2)

Liquids and gases exert pressure in all directions. They exert pressure on the walls of the container also.