$125$ Points. Pure liquid Acetone $($species $A)$ at $40C$ and $1$atm flows at $100k\frac{g}{s}$ into an adiabatic heat exchanger. The Acetone emerges as a vapor at $190C$ and $1$atm. Flowing counter$-$currently, saturated steam at a pressure of $\frac{48}{b}ar$ enters the heat exchanger and leaves as saturated liquid water at $48$ bar.

a$.$ Draw and completely label a flowchart for this process. Include the volumetric flowrates for the Acetone $V_A^{}$ and Steam $V_s^{}.$

b$.$ Complete this Inlet$-$Outlet Enthalpy Table for the process, including the Ref States:

$\backslash$table$[[$References: $H2O(1,0\mathrm{.}01C),$ Acetone $(],[$Species$,$Flow in$,$H in$,$Flow out,H out$],[$Acetone $($l$),100k\frac{g}{s},,-,--],[$Acetone $($v$),---,--,,],[$Steam $($v$),,,--,--],[$Water $(1),--,--,,]]$

c$.$ Perform an energy balance on the Acetone.

d$.$ Calculate the rate of heat transfer $Q^{}(kW)$ from the Water to the Acetone.

e$.$ Perform an energy balance on the Water.

f$.$ Calculate the mass flowrate of the entering Steam.

g$.$ Calculate the volumetric flowrates for the Acetone $V_A^{}$ and Steam $V_S^{},$ and find the ratio $\frac{V_S^{}}{V_A^{}}.$