A gas is enclosed in a cylinder fitted with frictionless piston according to class xi
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For adiabatic process, T1Vγ−11=T2Vγ−12 if ‘a′ is cross-section of vessel then
V1=a.L1andV2=a.L2
So, T1T2=(V2V1)γ−1=(aL2aL1)γ−1=(L2L1)γ−1
Now for monatomic gases, γ(=CpCv)=53
So, T1T2=(L2L1)53−1=(L2L1)23
Ans : (D)
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