The density of mercury is `13.6 g cm^(-3)` at `0^(@)C` and its coefficient of cubical expansion is `1.82 xx 10^(-4).^(@)C^(-1)`. Calculate the density of merucury at `50^(@)C`.

Density of mercury at 15^(@)C is 13.56g*cm^(-3) and its coefficient of real expansion is 18 times 10^(-5@)C^(-1). What will be the mass of 600cm^(3) of mercury at 130^(@)C ? What will be the volume of 600 g of mercury at 130^(@)C ?

According to the definition of International ohm, the resistance of a uniform column of mercury of length 106.3 cm and of mass 14.4521 g . When kept is melting ice, becomes 1 Omega (i) IF the temperature coefficient of resistance of mercury be 9 times 10^(-4^@)C^-1 . then what will be the resistance of that mercury column in boiling water? (ii) IF the density of mercury be 13.59 g. cm^-3 and its coefficient of volume expansion be 1.8 times 10^(-4^@)C^-1 . then what will be the resistivity of mercury at the temperature of boiling water.

The density of mercury at 0^(@)C" is "13.6 g cm^(-3) . Find the density of mercury at 200^(@)C if its coefficient of real expansion is 1cdot8xx10^(-4)""^(@)C^(-1).

Density of mercury is 13.6 g cm^(-3) . Its density in kg m^(-3) is

The density of mercury at 0^@C is 13600 (kg)/m^3 and volume coefficient of expansion of mercury is 1.82 xx 10^-4 /(@C) . The denstiy of mercury at 50^@C is nearly

Density of mercury at 0^(@)C is 13.5955g*cm^(-3) . If the coefficient of linear expansion of mercury is 0.000061^(@)C^(-1) , find its density at 60^(@)C.

Density of mercury is 13.6 g*cm^(-3) " at " 0^(@)C. What will be the volume of 100 g of mercury at 100^(@)C ? Coefficient of real expansion of mercury 1/5550""^(@)C^(-1).