An ideal gas can be expanded from an initial state to a certain volume through two different processes, (I) `PV^(2)=K` and (II) `P=KV^(2)`, where `K` is a positive constant. Then, choose the correct option from the following.A. Final temperature in `(I)` will be greater than in `(II)`B. Final temperature in `(II)` will be greater then in `(I)`C. Work done by the gas in both the processes would be equalD. Total heat given to the gas in `(I)` is greater then in `(II)`

An ideal gas can be expanded from an initial state to a certain volume

1.	An ideal gas can be expanded from an initial state to a certain volume through two different processes, (I) `PV^(2)=K` and (II) `P=KV^(2)`, where `K` is a positive constant. Then, choose the correct option from the following.A. Final temperature in `(I)` will be greater than in `(II)`B. Final temperature in `(II)` will be greater then in `(I)`C. Work done by the gas in both the processes would be equalD. Total heat given to the gas in `(I)` is greater then in `(II)`
Answer» Correct Answer - B Process(A). `(nRT)/(v)V^(2)=K`,`TV`=constant `Tprop(1)/(2)` Process (B)`(nRT)/(v)=KV^(2)` ,`(T)/(v^(3))`= constant, `Tpropv^(3)`

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