Coefficient of apparent expansions of mercury is `0.18 xx 10^(-3)//^(0)C`. If the density of mercury at `0^(0)C` is `13.6 g//c c` its density at `473K` will be

Coefficient of real expension of mercury is 0.18 xx 10^(-3//@)C . If the density of mercury at 0^(@)C is 13.6 g//C C , its density at 473 K will be

coefficient of real expansion of mercury is 0.18xx10^(-3)//""^(@)C . If the density of mercury at 0^(@)C is 13.6 gm/c.c., its density at 573 K will be

Coefficient of volume expansion of mercury is 0.18xx10^(-3)//.^(@)C . If the density of mercury at 0^(@)C is 13.6g/cc, then its density at 200^(@)C is

Coefficient of volume expansion of mercury is 0.18xx10^(-3)//.^(@)C . If the density of mercury at 0^(@)C is 13.6g/cc, then its density at 200^(@)C is

The mean value of the coefficient of real expansion of mercury is 18.2 times 10^(-5@)C^(-1) . Density of mercury at 20^(@)C is 13.55g*cm^(-3) . At what higher temperature, will the error in the measurement of density be 1%?

Density of a liquid at 0^(@)C is 13.6 gm/c.c., and its coefficient of real expansion is 18xx10^(-5)//""^(@)C . If the temperature is increased to 200^(@)C , percentage change in its density is

A vessel is completely filled with 500g of water and 1000g of mercury. When 21,200 calories of heat are given to it 3.52g of water overflows. Calculate the volume expansion of mercury. Expansion of the vessel may be neglected. Given that coefficient of volume expansion of water =1.5xx10^(-4)//C^(@) , density of mercury =13.6g//cm^(3) , density of water e=1g//cm^(3) , and specific heat of mercury =0.03"cal"//gC^(@)

The coefficient of volumetric expansion of mercury is 18xx10^(-5)//^(@)C . A thermometer bulb has a volume 10^(-6)m^(3) and cross section of stem is 0.004 cm^(2) . Assuming that bulb is filled with mercury at 0^(@)C then the length of the mercury column at 100^(@)C is