Calculate Boyle temperature range for `CO_(2)` if its van der Waal's constants a and b are 3.592 atm `"litre"^(2)" mole"^(2) and b =0.0427" litre mole"^(-1)`.

The value of critical temperature in terms of van der Waals' constants a and b is given by

The value of critical temperature in terms of van der Waals' constants a and b is given by

Calculate critical temperature and critical pressure of oxygen if the values of the van der Waal's constants a and b are 1.32 dm^(6) "bar" mol^(-2) and 0.0312 dm^(3) mol^(-1) respectively.

Calculate the internal pressure for CO_(2) . Given the value of van der Waals constant for CO_(2) is a = 0.37 N - m^(4) //m o l^(2) and V = 22.4 litre // mol.

Calculate the pressure excerted by 5 mol of CO_(2) in 1 L vessel at 47^(@)C using van der Waals equation. (a=3.592 atm L^(2) mol^(-2), b=0.0427 L mol^(-1))

Calculate the pressure exerted by 110 g of carbon dioxide in a vessel of 2 L capacity at 37^(@)C . Given that the van der Waal’s constants are a = 3.59 L^(2) " atm "mol^(-2) and b = 0.0427 L mol^(-1) . Compare the value with the calculated value if the gas were considered as ideal.

Calculate the molecular diameter of helium from its van der Waals constant b . (b=24cm^(3)mol^(-1))

At what temperature will 128 g of SO_(2) confined in a vessel of 5 dm^(3) capacity exhibit a pressure of 10.0 bar? The van der waals constants for SO_(2) are a = 6.7 bar L^(2) mole^(-2) and b = 0.0564 L mol^(-1) .

Pressure exerted by 1 mole of methane in a 0.25 litre container at 300K using Vander Waal’s equation : (Given : a = 2.253 "atm" l^(2) "mol"^(-2) and b = 0.0428 l "mol"^(-1) ) is

Calculate the radius of He atoms if its van der Waal's constant 'b' is 24mL "mol"^(-1) . (Note: mL=cubic centimeter)