Q$3.(25)$ Carbon dioxide is absorbed in water at $20C$ and $1$atm in a packed column. For this system it may be assume that $98\%$ of the resistance to mass transfer occurs in the liquid film and the overall coefficient is $K_y^{\text{'}}=0\mathrm{.}95$kmo$\frac{l}{s_s}{m}^2.mo$ frac. For dilute solution of carbon dioxide in water, the equilibrium eurve can be expressed in terms of the Henry' Law constant by $P_A=1\mathrm{.}42{10}^{-3}{x}_A$ where $P_A$ is the partial pressure of $A$ in the gas film in atm, $x_A$ is the mole fraction in the liquid, and the Henry's law constant has units, atm$/$mole firaction. Assuming equimolar counter diffision calculate the followings

a$)k_y^{\text{'}}$

b$)k_x$

c$)K_{**}$ :

d$)k_G^{\text{'}}$