Answer:
Option (B,C)
Explanation:
In the given curve AC represents isochoric process as volume at both the points is same i.e., V1
Similarly , AB represents isothermal process ( as both the points are at T1 temperature ) and BC represents isobaric process as both the points are at p2 pressure.
Now (i) for option (a)
$q_{AC}=\triangle U_{BC}=nC_{v}(T_{2}-T_{1})$
where, n= number of moles,
Cv= specific heat capacity at constant volume
However, WAB ≠ P2 ( V2 -V1) instead
$w_{AB}=nRT_{1}ln(\frac{V_{2}}{V_{1}})$
So, this option is incorrect.
(ii) For option (b)
$q_{BC}=\triangle H_{AC}=nC_{p}(T_{2}-T_{1})$
where , Cp= specific heat capacity at constant pressure.
Likewise,
$w_{BC}=-P_{2}(V_{1}-V_{2})$
Hence, the option is correct.
(iii) For option (c)
as $nC_{p}(T_{2}-T_{1})<nC_{v}(T_{2}-T_{1})$
So $\triangle H_{CA}<\triangle U_{CA}$
and $q_{AC}=\triangle U_{BC}$
Hence, this option is also correct.
(IV) For option (d)
Although $q_{BC}=\triangle H_{AC}$
but $\triangle H_{CA}>\triangle U_{CA}$
Hence, this option is incorrect.