Describe the solution of the following questions
Question- two adiabatic paths can never cross. to prove this assumption, imagine that two adiabatic paths can intersect.
Part 1- Sketch a P-V diagram of a cyclic process involving two reversible adiabatic paths originating at the same point and a reversible isothermal paths connecting the two adiabats.
Part 2- Consider the changes, in state and path functions accompanying each path and show that the result for this cycle contradicts Kelvin's statement of the second law of thermodynamics.
I want help to draw a P-V diagram of a cyclic process.