Problem $2(35$ points$)$

The diagram at the right illustrates a Rankine cycle power plant with $20k\frac{g}{s}$ of water flowing through it$.$ Irreversibilities in the pump, boiler, and condenser can be ignored. The turbine is NOT isentropic$.$ The isentropic efficiency of the turbine is $92\%.$ Do the following:

$(2$a$)(20$ pts$)$ Complete the entirety of the following table by writing your answers directly into the blank spaces. State numbers in the table correspond to the location numbers shown in the power plant's schematic. State $4$s is achieved if the turbine operates isentropically$.$ State $4$a is achieved if the turbine's isentropic efficiency is $92\%.$ You must show your calculation work below the table and$/$or on the following page to receive the full credits. Credits will be given mainly based on your answers in the table.

$\backslash$table$[[$State$,T(C),P(kPa),h(k\frac{J}{k}g),\backslash$table$[[s(k\frac{J}{k}g-K)$