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(B) The molar specific heat capacity $C$ is defined as $C = \frac{\Delta Q}{n \Delta T}$,where $\Delta Q$ is the heat supplied,$n$ is the number of mo

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$\infty$

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(B) The molar specific heat capacity $C$ is defined as $C = \frac{\Delta Q}{n \Delta T}$,where $\Delta Q$ is the heat supplied,$n$ is the number of moles,and $\Delta T$ is the change in temperature.In an isothermal process,the temperature of the system remains constant,which means $\Delta T = 0$.Substituting $\Delta T = 0$ into the formula,we get $C = \frac{\Delta Q}{n 	imes 0} = \infty$.Therefore,the specific heat of an isothermal process is infinite.

The specific heat of an isothermal process is:

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