Two cylinder A and B having piston conneted by massless rod (as shown in figure). The cross-sectional area two cylinders are same & equal to 'S'.The cylinder A contains m gm of an ideal gas at Pressure P & temperature `T_(0)` The cylinder B contain identical gas at same temperature `T_(0)` but has different mass. The piston is held at the state in the position so that volume of gas in cylinder A & cylinder B are same and is equal to `V_(0)`. The walls & piston of cylinder A are thermally insulated, whereas cylinder B is maintained at temperature `T_(0)` reservoir. The whole system is in vacuum. Now the piston is slowly released and it moves towards left & machanical equilibrium is reached at the state when the volume of gas in cylinder A becomes `V_(0)/2` Then (here gamma for gas =1.5) If work done by gas in cylinder B is `W_(B)` & work done by gas in cylinder A is `W