calculate the molar volume of argon at 100'C and 100 atm on the assumption that it is a van der Waals gas
Molar volume is the volume occupied by one mole of gas at room temperature and pressure
PV=nRT
P = pressure = 100 atm
V= volume of gas
n= 1 mole
R= 0.82057 "l\\ atm\\ mol^{-1}\\ k^{-1}"
T= Temperature ="100^{o}\\ C" ="100^{o}\\ C\\ +273.15=373.15\\ K"
PV=nRT , Now deviding by volume on both side of the equation
V = "\\dfrac{nRT}{P}"..........1) , we know that N="\\dfrac{m}{M}" ,m = mass of gas , M = molar mass of gas
In equation .....1) , multiplying by molar mass of gas to both side of equation .
V="\\dfrac{nRT}{P}=\\dfrac{1\\times 0.82057\\times373.15}{100}=3.0619\\ L"
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