# 6. This problem will further explore the idea of an exact differential. a) Let's consider the...

###### Question:

6. This problem will further explore the idea of an exact differential. a) Let's consider the molar volume to be a function of pressure and temperature. Write the total differential for molar volume. b) Evaluate this expression for an ideal gas. c) Show that the total differential for the molar volume is an exact differential. d) Show that for a reversible process involving an ideal gas we can write [ RᎢ . 890=1 av „+Cv.md e) Show that this differential is inexact. f) Consider the entropy, defined as dS =- 8 9 rey т ev and show that this function is an exact and s differential.

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