Solve the previous problem for the cases of an isochoric, an isobaric and an isothermic process.

Solve the previous problem for the cases of an isochoric, an isobaric

1.	Solve the previous problem for the cases of an isochoric, an isobaric and an isothermic process.
Answer» Solution :For an isochoric process `S_2 - S_1 = m/M C_(MV) in (T_2)/(T_1)` For an isobaric process, `S_2 - S_1 m/M C_(MP) ln (T_2)/(T_1)`. For an isothermal process `S_2 - S_1 = m/M R ln (V_2)/(V_1)`.

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Solve the previous problem for the cases of an isochoric, an isobaric and an isothermic process.

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