The figure below shows an ideal gas taken through a complete cycle A =+ B = C D A {n = 10)}. The gas is initially in state A with pressure, volume, and temperature, respectively, of P, V, and T, and it moves through the cycle with two isobaric and twe isovolumetric processes. (Use the following as necessary: and V..) P B C @ (a) Determine the net work done on the gas per cycle. W= (b} Determine the net energy added by heat to the system per cycle. Q= nPI.Vx. * Since the gas goes through a complete cycle, the final state is the same as the initial state, which allows us to write AF law of thermodynamics for the complete cycle to determine the change in heat energy for the cycle. int cycle = 0. Knowing that AE. nt cycle = 0, we can use the first