Correct Answer - A
In a process `PV^(x)` = constant molar heat capacity is given by `C=(R )/(gamma-1)+(R )/(1-x)`
As the process is `(P)/(V)` = constant,
i.e `PV^(-1)`=constant , `threfore , x =-1`
For an ideal monatiomic gas , `gamma=(5)/(3)`
`C=(R )/((5)/(3)-1)+(R )/(1-(-1))=(3)/(2)R+(R)/(2)=2R`
`DeltaQ = n C(DeltaT)=1(2R)(2R_(0)-T_(0))=2RT_(0)`