A block of ice of total area A and thicknes `0.5m` is floating in water. In order to just support a man of nass `100kg`, the area A should be (the specific gravity of ice is 0.9)

A block of ice of area A and thickness 0.5 m is floating in the fresh water. In order to just support a man of 100 kg , the area A should be (specific gravity of ice 0.917 and density of water =1000 kg//m^(2))

A block of ice of area A and thickness 0.5m is floating in the fresh water. In order to just support a man of 100kg . Find the area A . (the specific gravity of ice is 0.917 and density of water = 1000 kg//m^(3) )

An ice-cube of edge is 10 cm floating in water. Time period of small vertical oscillations of the cube is: (Specific gravity of ice is 0.9)

An ice-cube of edge is 10 cm floating in water. Time period of small vertical oscillations of the cube is: (Specific gravity of ice is 0.9)

A block of ice with an area A and a height h floats in water of density rho_(0) . What work should be performed to submerge the ice block completely into water if density of ice is rho_(1) ?

A cubical block of ice floating in water has to support a metal piece weighing 0.5 kg. What can be the minimum edge of the block so that it does not sink in water? specific gravity of ice=0.9.

A cubical block of ice floating in water has to suport metal piece weighing 0.5 kg. What can be the minimum edge of the block so that it does not sink in water/ specific gravity of ice=0.9.

A cubical block of ice floating in water has to suport metal piece weighing 0.5 kg. What can be the minimum edge of the block so that it does not sink in water/ specific gravity of ice=0.9.

What should be the minimum area of an ice block of thickness 30 cm so that it can float on water with a man of mass 90 kg on it? The density of ice = 0.9g*cm^(-3) .

A cube of ice floats partly in water and partly in K.oil figure. Find the ratio of the volume of ice immersed in water to that in K.oil. Specific gravity of K.oil is 0.8 nd that of ice is 0.9.