Solved: Adiabatic Expansion When a certain polyatomic gas undergoes adiabatic expansion

Chapter 3, Problem 35

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Adiabatic Expansion When a certain polyatomic gas undergoes adiabatic expansion, its pressure p and volume V satisfy the equation \(p V^{1.3}=k\) where k is a constant. Find the relationship between the related rates \(d p / d t \text { and } d V / d t\).

Text Transcription:

pV^1.3=k

dp/dt and dV/dt

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