Question

Show that entropy is a state function​

Answer 1

Answer:

Explanation:

Essentially, this shows a derivation of entropy and that a state function can be written as a total derivative, dF(x,y)=(∂F∂x)ydx+(∂F∂y)xdy . where q is the heat flow, w is the work (which we define as −∫PdV ), and δ indicates that heat flow and work are inexact differentials (path functions)

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Answer 2

Answer:

Essentially, this shows a derivation of entropy and that a state function can be written as a total derivative, dF(x,y)=(∂F∂x)ydx+(∂F∂y)xdy . where q is the heat flow, w is the work (which we define as −∫PdV ), and δ indicates that heat flow and work are inexact differentials (path functions).