A system goes from state A to B via two processes I and II, as shown in Fig. 12.25, How are `delta mu_1` and `delta mu_2` (the changes in internal energies in the processes I and II) related to each other ?

A system goes from A to B via two processes I and II as shown in the figure. If DeltaU_(1) and DeltaU_(2) are the changes in the internal energies in the processes I and II respectively, then -

A system goes from A and B via two processes. I and II as shown in figure. If DeltaU_1 and DeltaU_2 are the changes in internal enregies in the processes I and II respectively, then

Let Delta U_(1) and Delta U_(2) be the changes in internal energy of an ideal gas in the processes A and B then

Refer to let DeltaU_(1) and DeltaU_(2) be the changes in internal energy of the system in the processes A and B. then

A system is changed from state A to state B by one path and from B to A by another path. If DeltaE_(1) and DeltaE_(2) are the corresponding changes in internal energy, then

An ideal gas undergoes an expansion from a state with temperature T_(1) and volume V_(1) through three different polytropic processes A, B and C as shown in the P - V diagram. If |Delta E_(A)|, |Delta E_(B)| and |Delta E_(C )| be the magnitude of changes in internal energy along the three paths respectively, then :

Refer to let DeltaU_(1) and DeltaU_(2) be the changes in internal energy in the system in process A+B and DeltaW be the net work done by the system in the process A+B,

consider two processes on a system on a system as shown in the volumes in the initial states are the same in the two processes and the volume in the final states are also the same.Let DeltaW_(1) and DeltaW_(2) be the work done by the sustem in the processes A and B respectively.