using Python directly. That is the purpose of this question. Here you will analyze the efficiency of the Ideal Rankine cycle with the following processes: states $1-2$ pump $($isentropic$)$; states $2-3$ boiler; states $3-4$ turbine $($isentropic$)$; and states $4-1$ condenser. You are told that you know the turbine inlet pressure, $\backslash ($ p$\_\{3\}\backslash ),$ and temperature, $\backslash ($ T$\_\{3\}\backslash )$; the turbine exit pressure, $\backslash ($ p$\_\{4\}\backslash )$; and the water quality at the exit of the condenser, $\backslash ($ x$\_\{1\}\backslash ).$ The list of known property variables are defined here:

Your code snippet should define the following variables: