A beaker filled with water, is accelerated at a rate a `m/s^(2)` in forward direction. The surface of water shall make an angle

An open rectangular tank 1.5 m wide 2m deep ad 2 m long is half filled with water. It is accelerated horizontally at 3.27m//s^(2) in the direction of its length determine the depth of water at each end of tank.

An open rectangular tank 1.5 m wide 2m deep ad 2 m long is half filled with water. It is accelerated horizontally at 3.27m//s^(2) in the direction of its length determine the depth of water at each end of tank.

A vessel contains a liquid has a constant acceleration 19.6m/s^(2) in horizontal direction.The free surface of water get sloped with horizontal at angle

A vessel contains a liquid has a constant acceleration 19.6m//s^(2) in horizontal direction. The free surface of water get sloped with horizontal at angle

Pencil in a beaker filled with water seems to be broken or bent due to

Water is filled in a container having square base (2m times2m) .Height of water in the container is h=2m . Now the container is tilted so that its base makes an angle of 30^(@) with the horizontal.The tilted container is accelerated to right with a horizontal acceleration of a=2m/s^(2) .Now the water surface makes an angle a with horizontal. If the value of alpha is tan^(-1)((1)/(x)) ,then what is the value of x( g=10m/s^(2) )?