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An ideal gas expands isothermally from v...

An ideal gas expands isothermally from volume `V_(1)` to volume `V_(2)`. It is then compressed to original volume `V_(1)` adiabatically . If `p_(1),p_(2)` and W represent the initial pressure , final pressure and the net work done by the gas respectively during the entrie process, then

A

`p_(1)gtp_(2), W=0`

B

`P_(1)gtP_(2), Wgt0`

C

`P_(2)gtP_(1), Wgt 0`

D

`P_(2)gtP_(1), Wlt0`

Text Solution

Verified by Experts

The correct Answer is:
D

Isothermal process, T = Constant
AB - Isothermal expansion
BC - Adiabatic compression
From the P - V diagram, it is clear that `P_(2)>P_(1)`
Work done during adiabatic compression is more than Isothermal expansion `( because Area BCED > Area ABDE)`
`therefore W<0`
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