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{:(,"Column-I",,"Column-II"),("(a)","Gas at critical temperature",,"(p)Gas can be liquified"),("(b)","Gas at Boyle's temperature and low pressure",,"(q)Deviate from ideal gas equation"),("(c)","Compressibility factor Z "lt 1,,"(r)Gas follows the ideal gas equation"),("(d)","High temperature and low pressure",,"(s)Assumption of no intermolecular force of attraction is valid"):}

In the van der Waal's equation for real gases, corrections are introduced for both the pressure and the volume terms of the Ideal Gas Equation. Identify the origin of both correction factors and specify whether each is added to or subtracted from the corresponding ter.

For n moles of an ideal gas, the ideal equation may be written as "_____________" .

For an ideal gas the equation of a process for which the heat capacity of the gas varies with temperatue as C=(alpha//T(alpha) is a constant) is given by

For n moles of ideal gas, the equation of state may be written as

Real Gas and Reason OF Deviation from Ideal Behavior || Vander Waal Gas Equation(Volume Correction)