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Olympiad workbook
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NSEP
Chapter
Thermodynamics

Olympiad workbook · NSEP · Thermodynamics

The molar specific heat capacity of a certain gas is expressed as...

The molar specific heat capacity of a certain gas is expressed as C=CV+αPTC=C_V+\alpha \frac{P}{T}. The equation of state for the process can be written as ( α  and  A\alpha \ \text{ and } \mathrm{~A} are constant)

Options

  1. APV=RT\mathrm{PV}=\mathrm{RT}
  2. BV=αT2V=\alpha T^2
  3. CV2=αln⁡TV^2=\alpha \ln T
  4. DT=AeVαT=A e^{\frac{V}{\alpha}}

Correct answer

D. T=AeVαT=A e^{\frac{V}{\alpha}}

Step-by-step solution

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