A prism shaped styrofoam of density `rho_(styrofoam) (ltrho_(water))` is held completely submerged in water. It lies with its base horizontal. The base of foam is at depth `h_(0)` below water surface and atmospheric pressure is `P_(0)` Surface of water is open to atmosphere. Styrofoam prism is held in equilibrium by the string attached symmetrically as shown (Take `rho_(styrofoam)=rho_(f), rho_(water)=rho_(w))`.
Net force exerted by liquid on the styrofoam is

A prism shaped styrofoam of density rho_(styrofoam) (ltrho_(water)) is held completely submerged in water. It lies with its base horizontal. The base of foam is at depth h_(0) below water surface and atmospheric pressure is P_(0) Surface of water is open to atmosphere. Styrofoam prism is held in equilibrium by the string attached symmetrically as shown (Take rho_(styrofoam)=rho_(f), rho_(water)=rho_(w)) . Magnitude of force on any one of the slant face of styrofoam is

A prism shaped styrofoam of density rho_(styrofoam) (ltrho_(water)) is held completely submerged in water. It lies with its base horizontal. The base of foam is at depth h_(0) below water surface and atmospheric pressure is P_(0) Surface of water is open to atmosphere. Styrofoam prism is held in equilibrium by the string attached symmetrically as shown (Take rho_(styrofoam)=rho_(f), rho_(water)=rho_(w)) . Magnitude of force on any one of the slant face of styrofoam is

A prism shaped styrofoam of density rho_(styrofoam) (ltrho_(water)) is held completely submerged in water. It lies with its base horizontal. The base of foam is at depth h_(0) below water surface and atmospheric pressure is P_(0) Surface of water is open to atmosphere. Styrofoam prism is held in equilibrium by the string attached symmetrically as shown (Take rho_(styrofoam)=rho_(f), rho_(water)=rho_(w)) . Now string is cut and styrofoam is allowed to come to surface. A point mass is to be placed symmetrically on the upper surface of styrofoam such that it is in equilibrium with its base in horizontal plane. In equilibrium position styrofoam has half of its slant length submerged. Surface tension of water is T. contact angle is 0^(@). Determine mass m to achieve equilibrium.

Find the pressure 200 m below the surface of the ocean if pressure on the free surface of liquid is one atmosphere. rho_(w) = 1060 kg//m^3

A small air bubble of radius r in water is at depth h below the water surface. If P_0 is the atmospheric pressure, rho is the density of water and T is the surface tension of water, what is the pressure inside the bubble?

The pressure at depth h below the surface of a liquid of density rho open to the atmosphere is

The pressure at depth h below the surface of a liquid of density rho open to the atmosphere is

A small air bubble of radius 'r' is at a depth 'h' below the water surface (density of water = rho) . Surface tension of water is T, atmospheric pressure is p_(0) . Find pressure inside the air bubble for the condition r lt lt h