A Metal Sphere Of Volume V, Having A Cavity Inside It, Floats On Water Completely Submerged. If The Relative Density Of The Metal Is 1.5, The Volume Of The Cavity Is   

Two capillary tubes A and B of radii r_a and r_b and lengths l_a and l_brespectively are held horizontally. The volume of water flowing per second through tube A is Q_a when the pressure difference across its ends is maintained at P. When the same pressure difference is maintained across tube B, the volume of water flowing per second through it is Q_b. The ratio  is 

. If a pressure difference P is maintained across tube A, the rate of flow of water in it is Q. If the tubes are connected in series and the same pressure difference P is maintained across the combination, the rate of flow through the combination will be

If the surface tension of soap solution is , What is the work done in blowing soap bubble of radius r?

The work done to break up a drop of a liquid of radius R and surface tension  into eight drops, all of the same size, is 

A soap bubble of radius r is blown up to form a bubble of radius 2r under isothermal conditions. If  is the surface tension of soap solution, the energy spent in doing so is  

If the air bubble is formed at a depth h inside the container of soap solution of density , the total pressure inside the bubble is (here P₀denotes the atmospheric pressure) 

A small drop of water of surface tension  is squeezed between two clean glass plates so that a thin layer of thickness d and area A is formed between them. If the angle of contact is zero, the force required to pull the plates apart is 

Eight drop of water, each of radius r, coalesce to form a single big drop. The energy released is used up in raising the temperature of the big drop. If is the surface tension of water and  its density and J the mechanical equivalent of heat (all expressed in SI units), the rise in the temperature of the drop is 

Water rises to a height h in a capillary tube of area of cross-section a. To what height will water rise in a capillary tube of area of cross-section 4a?

The terminal velocity of a tiny brass sphere of radius r falling in a viscous liquid is v_r. What will be the terminal velocity of a brass sphere of radius 2rfalling in the same liquid.