Chemistry

Chemistry

Problem

Two gases have the following van der Waals constants: • Gas A: a=0.42 L2 ⁣⋅ ⁣atm mol−2a = 0.42\,\text{L}^2\!\cdot\!\text{atm}\,\text{mol}^{-2} and b=0.027 L mol−1b = 0.027\,\text{L}\,\text{mol}^{-1} • Gas B: a=3.59 L2 ⁣⋅ ⁣atm mol−2a = 3.59\,\text{L}^2\!\cdot\!\text{atm}\,\text{mol}^{-2} and b=0.042 L mol−1b = 0.042\,\text{L}\,\text{mol}^{-1} At 300 K and 50 atm, which gas is expected to have the larger molar volume than predicted by the ideal-gas law, and why?

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