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For an van der Waals' gas, the term ((ab)/(V^(2))) represents some |
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Answer» pressure Unit of `a=("atm". L^(2))/(("MOLE")^(2))` Unit of b `=L/("mole")` V=volume of gas per mole =L/mole So `(ab)/(V^(2))=(("atm".L^(2))/(("mole")^(2))xxL/("mole"))/((L//"mole")^(2))=("atm"L)/("mole")` it is the unit of energy. |
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