For anideal gas, temperature varies as:T=K+βV2Where K and β are posi – InterviewSolution

1.	For anideal gas, temperature varies as:T=K+βV2Where K and β are positive constants and ‘V′ is the molar volume of the gas, if the minimum pressure (Pmin) of one mole of an ideal gas is expressed as:PMin=nRaβbKcThen, find the value of n+a+bn−a+b−c
Answer» For anideal gas, temperature varies as: $T = K + β V^{2}$ Where $K$ and $β$ are positive constants and $‘ V^{'}$ is the molar volume of the gas, if the minimum pressure $(P_{min})$ of one mole of an ideal gas is expressed as: $P_{Min} = n R^{a} β^{b} K^{c}$ Then, find the value of $\frac{n + a + b}{n - a + b - c}$

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