Solve parts d e and f A tray tower is to be designed to absorb $S{O}_2$ from an air stream by using fresh water at $293K.$ The entering gas contains $20$mol$\%S{O}_2$ and that leaving the column should have $2$mol$\%SO2$ at a total pressure of $101\mathrm{.}3$kPa. The inert air flow rate is $150kg$ air $\frac{?}{h.m2}$ and the entering water flow rate is $6000kg$ water$/$h$.$m$2.$

$($b$)$ The equilibrium data is given in the Table below. Convert the data into the solute free basis $(x$ and $Y).$

Using the following equations I have converted $xA$ and $YA$ to $x$ and $Y$

$x=\frac{xA}{1-xA}Y=\frac{YA}{1-YA}$

$\backslash$table$[[$Mole fraction $SO2$ in liquid $(xx),$Partial Pressure of $SO2(mmHg),$Mole Fraction SO$2$ in vapor $($YA$,p=1$atm,Mole fraction in liquid $x,$Mole fraction in gas $Y$