van der Waals constants a and b for hydrogen are `0.246` atm `liter^(2) mo1^(-2)` and `0.0267` litre `mo1^(-1)` respectively Calculate inversion temperature and Boyle's temperature of `H_(2)` gas .

The vanderwaal's constant a=2.095 "lit"^(-2) atm "mol"^(-1) and b=0.0189 "lit mol"^(-1) respectively. Calculate the inversion temperature.

The values of the van der Waals constants for a gas a = 4.10 dm^(6) "bar" mol^(-2) and b = 0.035 dm^(3) mol^(-1) . Calculate the values of the critical temperature and critical pressure for the gas.

The values of the van der Waals constants for a gas a = 4.10 dm^(6) "bar" mol^(-2) and b = 0.035 dm^(3) mol^(-1) . Calculate the values of the critical temperature and critical pressure for the gas.

The van der Waals' constants of a gas are a=0.687dm^2mol^(-2)b=0.0226dm^3mol^(-1)

The inversion temperature Ti(K) of hydrogen is (Given van der Waal’s constant a and b are 0.244 atm L^2 mol^(-2) and 0.027 L mol^(-1) respectively.)

Calculate van der Waals constansts a and b if critical temperature and critical pressure are 30^(@)C and 72 atm respectively .

Calculate van der Waals constansts a and b if critical temperature and critical pressure are 30^(@)C and 72 atm respectively .

The van der Waal's constants for a gas are a=1.92 atm L^(2) "mol"^(-2),b=0.06 L "mol"^(-1) . If R = 0.08 L atm K^(-1) "mol"^(-1) , what is the Boyle's temperature (in K) of this gas ?