A piece of iron floats in mercury. Given that the density of iron is `7.8xx10^(3) "kg"m^(-3)` and that of mercury is `13 xx 10^(3) "kgm"^(-3)`, Calculate the fraction of the volume of iron piece that remains outside the mercury.

The density of silver is 10.8xx10^(3)" kgm."^(3) and the density of water is 10^(3)"kgm"^(-3) . What is the relative density of Ag ?

If the density of iron is 7.85 g cm^(-3) and density of water is 1000 kg m-3, then the relative density of iron is __________.

Density of ice is 900 kg//m^(3) . A piece of ice is floating in water of density 1000kg//m^(3) . Find the fraction of volume of the picec of ice outside the water.

Find the mass of 555cm^(3) of iron in kg when density of iron is 7.6g//cm^(3)

A tank contains water and mercury as shown in figure. An iron cube of edge d=6 cm is in equilibrium as shown. (density of iron =7.8xx10^(3) kg//m^(3) , density of mercury =13.6xx10^(3) kg//m^(3) , density of water =10^(3) kgm^(3) )(Neglect the atmospheric pressure) Time period of small oscillations of block is

Speed of sound in mercury at a certain temperature is 1450 m/s . Given the density of mercury as 13.6 xx 10^(3) kg//m , the bulk modulus for mercury is

A piece of ice floats in water . What fraction of its volume will be above the surface of water ? Given density of ice =0.90 xx10^(3)"kgm"^(-3).

The density of iron is 8.6gcm^(-3) . If volume of iron is 555cm^(3) , find its mass in kg.