An ideal gas can be expanded form an initial state to a certain volume through two different processes `PV^(2) =` constant and (ii) `P = KV^(2)` where `K` is a positive constant. Then

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.

An ideal gas expands in such a way that PV^2 = constant throughout the process.

An ideal gas expands in such a way that PV^2 = constant throughout the process.

An ideal gas expands in such a way that PV^2 = constant throughout the process.

An ideal gas expands in such a way that its pressure and volume satisfy with the condition PV^(2) = constant. During this process, the gas is

An ideal gas expands according to the law PV^(3//2) =constant We conclude that

An ideal gas expands according to the law PV^(3//2) =constant We conclude that

An ideal gas expands in such a manner that its pressure and volume can be related by equation PV^(2) = constant. During this process, the gas is