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B. Two distinguishable monatomic ideal gases A and B are held in a volume V by...

Question:

B. Two distinguishable monatomic ideal gases A and B are held in a volume V by a movable partition of zero weight and volume.

B. Two distinguishable monatomic ideal gases A and B are held in a volume V by a movable partition of zero weight and volume. The relative proportions of A and B are arbitrary as the system is in equilibrium (i.e., the pressure P and temperature T are uniform throughout the system). Let N = N , +N be the total number of molecules and let x be the fraction of speed or (NB = XN). (a) Calculate the change in entropy of the system (in terms of N and x) when the partition is removed. (b) How much heat Q and W are applied to the system? (c) Is Q =TAS ? State why to support your answer?

Answers

If you have any doubts, feel free to ask.

Colution Ca.) ONCEPT: Change in entropy when AYAtem goei from Volume A to Volume e givan by VA Boltanann oomtant here NA J nuii) AS--NK b Since during the whole proce8s T- Conatant and at conatant T hence fro du- dq-w Je have W - Pdv fror PV- NKT P Nif you found this helpful, please give a thumbs up. It means a lot.

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