The van der Waals' constantes for a gas are `a=3.6 atmL^(2)mol^(-2),b=0.6Lmol^(-1)` .If `R=0.08LatmK^(-1)mol^(-1)` and the Boyle's temperature (K) is `T_(B)` of this gas, then what is the value of `(T_(B))/(15)`?
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 ?
The van der Waals constants for a substance are a=300.003 kPa dm^(6)mol^(-2) and b=40.8 cm^(3) mol^(-1) . Find the critical constants of this substance.
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 Waal's constants a & b of CO_(2) are 3.64 L^(2) mol^(-2) bar & 0.04 L mol^(-1) respectively. The value of R is 0.083 bar dm^(3)mol^(-1)K^(-1) . If one mole of CO_(2) is confined to a volume of 0.15L at 300 K , then the pressure (in bar) eaxerted by the gas is :
If the Vander Waal's constant of gas A are given as - a ( atm L^(2) mol^(2) ) =6.5 b( L mol^(1) ) 0.056 than critical pressure of A is
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 .
van der Waals constant b of helium is 24 mL mol^(-1) . Find molecular diameter of helium.
The van der Waals constant b of Ar is 3.22xx10^(-5) m^(3) mol^(-1) . Calculate the molecular diameter of Ar .
