Certain amount of an ideal gas is contained in a closed vessel. The vessel is moving with a constant velocity\[v\]. The molecular mass of gas is\[M\]. The rise in temperature of the gas when the vessel is suddenly stopped is \[(\gamma ={{C}_{P}}/{{C}_{V}})\]

\[\frac{M{{v}^{2}}}{2R(\gamma +1)}\]

\[\frac{M{{v}^{2}}(\gamma -1)}{2R(\gamma +1)}\]

\[\frac{M{{v}^{2}}(\gamma -1)}{2R}\]

\[\frac{M{{v}^{2}}}{2R(\gamma -1)}\]

Certain amount of an ideal gas is contained in a closed vessel. The ve

1.	Certain amount of an ideal gas is contained in a closed vessel. The vessel is moving with a constant velocity\[v\]. The molecular mass of gas is\[M\]. The rise in temperature of the gas when the vessel is suddenly stopped is \[(\gamma ={{C}_{P}}/{{C}_{V}})\]
A.	\[\frac{M{{v}^{2}}(\gamma -1)}{2R(\gamma +1)}\]
B.	\[\frac{M{{v}^{2}}(\gamma -1)}{2R}\]
C.	\[\frac{M{{v}^{2}}}{2R(\gamma +1)}\]
D.	\[\frac{M{{v}^{2}}}{2R(\gamma -1)}\]
Answer» C. \[\frac{M{{v}^{2}}}{2R(\gamma +1)}\]