A pump is designed as a horizontal cylinder with a piston of areal `A` and and outlet orifice of areal a arranged mear the cylinder axis. Find the velocity of out flow of the liquid from the pump if the piston moves with a constant velocity under the action of a constant force F. The density of the liquid is `rho`.

A pump is designed as a horizontal cylinder with a piston of area A and and outlet orifice of area a arranged near the cylinder axis. Find the velocity of out flow of the liquid from the pump if the piston moves with a constant velocity under the action of a constant force F. The density of the liquid is rho .

A pump holding water is designed as a horizontal cylinder with a piston having an area of A and an outlet orifice having an area of .a. arranged near the cylinder axis. Determine the velocity of outflow of water in ms from the pump if the piston moves with a constant velocity under the action of a force F(A=2m^(2) and F=4KN . Assume A gt gt a) .

A pump holding water is designed as a horizontal cylinder with a piston having an area of A and an outlet orifice having an area of 'a' arranged near the cylinder axis.Determine the velocity of outflow of water in ms^(-1) from the pump is the piston moves with a constant velocity under the action of a force F ( A=2m^(2) and F=4kN . Assume A gt gt a )

A cylinder is filled with non-viscous liquid of density d to a height h_0 and a hole is made at a height h_1 from the bottom of the cylinder. The velocity of the liquid issuing out of the hole is

A small ball of mass m and density rho is dropped in a viscous liquid of density sigma . Ather some time the ball falls with a constant velocity. Calculate the viscous force acting on the ball.

A long cylinder of radius R_1 is displaced along its axis with a constant velocity v_0 inside a stationary co-axial cylinder of radius R_2 . The space between the cylinders is filled with viscous liquid. Find the velocity of the liquid as a function of the distance r from the axis of the cylinders. The flow is laminar.

A cylinder is filled with non viscous liquid of density d to a hegiht h_(0) and a hole is made at a height h_(1) from the bottom of the cylinder. The velocity of liquid issuing out of the hole is

A cylinider is filled with non viscous liquid of density d to a height h_(0) and a hole is made at a height h_(1) from the bottom of the cylinder. The velocity issuing out of the hole is

A horizontal cylindrical vessel with a small orifice of area s is first filled with a liquid of density rho and then forced out through it by applying a constant force on the piston closing the cylinder. The time taken is t. The time taken is t. Calculate the work done.

An ideal liquid of density rho is filled in a horizontally fixed syringe fitted with a piston. There is no friction between the piston and the inner surface of the syringe. Cross-sectional area of the syringe is A. At one end of the syringe, an orifice is made. When the piston is pushed into the syringe, the liquid comes out of the orifice and then following a parabolic path falls on the ground. With what velocity does the liquid come out of the orifice?