You have a window air conditioning unit that operates on a Rankine refrigeration cycle similar to the one in the example in Sandler pp$158-162.$ I talked about this in class on Thursday. Use the cycle with an expansion valve as opposed to the one with a turbine. The evaporator works at $10C$ and the condenser at $60C.$ The working fluid is HFC$-134$a $($Freon$)-$ P$-$H plot is on page $68$ of Sandler $($also in the files section on Canvas as Figure $3\mathrm{.}3-4.$pdf$)$

a$.$ Make a table for each step of the cycle. The P and T are the properties of the Freon downstream of the process, and the $hat(H)(k\frac{J}{k}g),hat(S)(k\frac{J}{K}kg),Q($dot$),$ and W $($dot$)($kJ$/$sec$)$ are the changes per time to the gas as it goes through the process. Assume $0\mathrm{.}01k\frac{g}{sec}$ for the flow rate of Freon through the system.

$\backslash$table$[[$Step$,$P$,$T$,hat(H),hat(S),$Q $($dot$),$W $($dot$)],[\backslash$table$[[1-],[$compressor$]],,,,,,],[\backslash$table$[[2-$