For the case of an ideal gas, find the equation of the process in which the molar heat capacity varies as C=Cv+αT2, where α is constant. Take V0 to be the initial volume of the gas.

For the case of an ideal gas, find the equation of the process in whic

1.	For the case of an ideal gas, find the equation of the process in which the molar heat capacity varies as C=Cv+αT2, where α is constant. Take V0 to be the initial volume of the gas.
Answer» For the case of an ideal gas, find the equation of the process in which the molar heat capacity varies as $C = C_{v} + α T^{2}$ , where $α$ is constant. Take $V_{0}$ to be the initial volume of the gas.

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For the case of an ideal gas, find the equation of the process in which the molar heat capacity varies as C=Cv+αT2, where α is constant. Take V0 to be the initial volume of the gas.

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