At 1 atmospheric pressure, 1.000 g of water having a volume of `1.000 cm^3` becomes 1671 `cm^3` of steam when boiled. The heat of vaporization of water at 1 atmosphere is `539 cal//g` . What is the change in internal energy during the process ?

At 1 atmospheric pressure, 1000 g of water having a volume of 1000 cm^3 becomes 1.097 cm^3 of ice on freezing. The heat of fusion of water at 1 atmosphere is 80.0 cal//g . What is the change in internal energy during the process?

At 1 atmospheric pressure, 1000 g of water having a volume of 1000 cm^3 becomes 1.097 cm^3 of ice on freezing. The heat of fusion of water at 1 atmosphere is 80.0 cal//g . What is the change in internal energy during the process?

At atmospherice pressure, 2 g of water having a volume of 2.00 cm^3 becomes 3342 cm^3 of steam when boiled. The latent heat of vaporisation of water is 539 cal//g at 1 atm. The amount of heat added to the system is

1 gm of water having a volume of 1 cc becomes. 1671 cc steam when boiled at atmospheric pressure. If latent heat of vapourization of water is 540cal//gm at 1 atm, how much gain in internal energy takes place ?

1 kg of water having a volume of 10^(-3) m ^(3) becomes 1.67 m^(3) of steam when boiled at a pressure of one atmosphere. The heat of vapourization at this pressure is 540 kcal/kg. Calculate the increase in internal energy and the work done in expansion.

The boiling point of water at 1 atmospheric pressure is

The boiling point of water at 1 atmospheric pressure is

Write the volume of vapour of 1 g water at 1 atmospheric pressure.