Two moles of an ideal mono-atomic gas undergoes a thermodynamic process in which the molar heat capacity `'C'` of the gas depends on absolute temperature as `C=(RT)/(T_(0))`, where `R` is gas consant and `T_(0)` is the initial temperature of the gas. (`V_(0)` is the initial of the gas). Then answer the following questions:
The equation of process is

Two moles of an ideal mono-atomic gas undergoes a thermodynamic process in which the molar heat capacity 'C' of the gas depends on absolute temperature as C=(RT)/(T_(0)) , where R is gas consant and T_(0) is the initial temperature of the gas. ( V_(0) is the initial of the gas). Then answer the following questions: The minimum volume of gas is

Two moles of an ideal mono-atomic gas undergoes a thermodynamic process in which the molar heat capacity 'C' of the gas depends on absolute temperature as C=(RT)/(T_(0)) , where R is gas consant and T_(0) is the initial temperature of the gas. ( V_(0) is the initial of the gas). Then answer the following questions: The minimum volume of gas is

An ideal gas is made to undergo a termodynamic process given by V prop T^(2) , find the molar heat capacity of the gas for the above process.

A quantity of 2 mole of helium gas undergoes a thermodynamic process, in which molar specific heat capacity of the gas depends on absolute temperature T , according to relation: C=(3RT)/(4T_(0) where T_(0) is initial temperature of gas. It is observed that when temperature is increased. volume of gas first decrease then increase. The total work done on the gas until it reaches minimum volume is :-

A quantity of 2 mole of helium gas undergoes a thermodynamic process, in which molar specific heat capacity of the gas depends on absolute temperature T , according to relation: C=(3RT)/(4T_(0) where T_(0) is initial temperature of gas. It is observed that when temperature is increased. volume of gas first decrease then increase. The total work done on the gas until it reaches minimum volume is :-

A quantity of 2 mole of helium gas undergoes a thermodynamic process, in which molar specific heat capacity of the gas depends on absolute temperature T , according to relation: C=(3RT)/(4T_(0) where T_(0) is initial temperature of gas. It is observed that when temperature is increased. volume of gas first decrease then increase. The total work done on the gas until it reaches minimum volume is :-

If a monoatomic gas undergoes a thermodynamic proces for which its molar heat capacity is equal to the universal gas constant. What is the process in terms of V and T ?

If a monoatomic gas undergoes a thermodynamic proces for which its molar heat capacity is equal to the universal gas constant. What is the process in terms of V and T ?