From first law of thermodynamics Q = ΔU + W For cylinder A pressure remains constant. ∴ Work done by a system W=
µR
γ−1
(T1−T2) For monoatomic gases, µ=1;γ=
5
3
∴ W=
1×R
5
3
−1
(442−400)=
3
2
R×42 or W = 63 R But ΔU = 0, for cylinder A ∴ Q = 0 + 63R = 63R For cylinder B volume is constant, ∴ W=0‌and‌Q=µCvΔT For monoatomic gas Cv=
3
2
R ⇒ Q=1×
3
2
RΔT As heat given on both cylinder is same ∴ 63R=