In the figure shown the velocity and pressure of the liquid at the cross section (2) are given by (If `P_(0)` is the atmospheric pressure).

For the L -shaped vessel shown in the figure, determine the value of acceleration a so that pressure at point A becomes equal to p_(0)/2 ? ( p_(0) is the atmospheric pressure)

For the L -shaped vessel shown in the figure, determine the value of acceleration a so that pressure at point A becomes equal to p_(0)/2 ? ( p_(0) is the atmospheric pressure)

Liquid pressure and atmospheric pressure

A siphon tube is discharging a liquid of specific gravity 0.9 from a reservoir as shown in the figure. (a) Find the velocity of the liquid through the siphon. (b) Find the pressure at the highest point B. (c ) Find the pressure at point C.

A siphon tube is discharging a liquid of specific gravity 0.9 from a reservoir as shown in the figure. (a) Find the velocity of the liquid through the siphon. (b) Find the pressure at the highest point B. (c ) Find the pressure at point C.

The pressure of confined air is p. If the atmospheric pressure is P, then :-

The pressure of confined air is p. If the atmospheric pressure is P, then :-

The pressure of confined air is p. If the atmospheric pressure is P, then :-

A cylindrical vessel containing a liquid is closed by a smooth piston of mass "100g" as shown in the figure.The radius of the piston is "10cm" .If the atmospheric pressure is P_(0) then the pressure difference of the liquid just below the piston and the atmospheric pressure is (g=10m/s^(2))

How does the pressure of liquid depend on the area 'of cross section of tube of flow?