The figure below provides steady$-$state operating data for an ideal vapor$-$compression refrigeration cycle with R$134A$ as the working fluid. The refrigerant mass flow is $31\mathrm{.}0l\frac{b_m}{?}$ minute. The system is operated as a heat pump. Sketch with the T$-$s diagram for the cycle and determine:

a$.$ The compressor power, in horsepower

b$.$ The rate of heat transfer to or from the working fluid passing through the evaporator, in Btu$/$min

c$.$ The coefficient of performance, and

d$.$ Complete the table

Problem $5$ hints: $R-134$A properties can be found in Moran, Tables $A-10E$ through $A-12E,$ or in other thermodynamics texts.

$\backslash$table$[[$State$,P[l\frac{b_f}{i}{n}^2],T[F],h[Bt\frac{u}{l}{b}_m],s[Bt\frac{u}{l}{b}_m^{-}R]$