A thermally insulated chamber contains $1000$ moles of mono-atomic ideal gas\footnote{$PV=nRT$} at $10$ atm. pressure. Its temperature is $300$ K. The gas leaks out slowly through a valve into the atmosphere. The leaking process is quasi static, reversible and adiabatic \(^\)1
- How many moles of gas shall be left in the chamber eventually?
- What shall be the temperature of the gas left in the chamber ?
$1$ atm $=0.981\times 10^6$ Pa ; $\gamma={\displaystyle \frac{C_P}{C_V}=\frac{5}{3}}$ .
Footnote 1 :: $PV^\gamma=\Theta$ where $\Theta$ is a constant.}. KPN
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