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An ideal gas is best described by- (Symbols have usual meanings)
A. p = VR/T
B. pv = R/T
C. pv = nT/R
D. PV=RT
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Answer:
Solution:- (C) ΔU=1−γPfVf−PiVi
As we know that,
ΔU=nCvΔT
Whereas,
n= No. of moles
Cv= Heat capacity at constant volume =γ−1R
ΔT= Change in temperature =Tf−Ti
∴ΔU=nγ−1R(Tf−Ti)
⇒ΔU=γ−1nRTf−nRTi.....(1)
Now from ideal gas equation,
PV=nRT
For the same no. of moles of a gas,
nRTf=PfVf
nRTi=PiVi
Substituting these values in eqn
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