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For an isothermal expansion of an ideal gas, which combination of thermodynamic parameters is correct?
- Delta_U = 0, Q = 0, w != 0 and Delta_H != 0
- Delta_U != 0, Q != 0, w != 0 and Delta_H = 0
- Delta_U = 0, Q != 0, w = 0 and Delta_H != 0
- Delta_U = 0, Q != 0, w != 0 and Delta_H = 0
Correct answer: Delta_U = 0, Q != 0, w != 0 and Delta_H = 0
Solution
In isothermal expansion of an ideal gas: temperature is constant, so Delta_U = 0 and Delta_H = 0. Work is done by the gas (w != 0), and by first law Delta_U = Q + w (or Q - w depending on convention), so Q != 0.
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