PLEASE HELP. Think in terms of relationship of K = pi ai/areactants, fugacity, and PV=znRT.

Consider the gas-phase reaction: Akrkf2B Anticipating the discussion of kinetics in Chapter 5, we suppose everyone is familiar with the classical rate expressions for the forward and reverse reactions rf=kfcA,rf=krcB2 The forward rate expression follows from assuming that the unimolecular forward reaction is proportional to the concentration of A molecules. The reverse rates expression follows from assuming the bimolecular reverse reaction is proportional to the probability of collisions of two B molecules, which is proportional to cB2 given the typically large numbers of molecules. The net reaction rate is given by the difference of forward and reverse rates r=kfcAkrcB2 The forward and reverse rate constants, kf and kr, quantify the fraction of collisions that result in successful reactions. We expect these rate constants to depend on temperature because the frequency and energy of collisions increases with the mean velocity of the molecules which increases with temperature. A kinetic view of the equilibrium condition is obtained by setting the net reaction rate to zero. a) In order for this kinetic view to be in agreement with the results of thermodynamics, show that the rate constants also satisfy the restriction krkf=RTzKB2A in which z is the compressibility factor of the mixture. What can you conclude about the dependences of rate constants kf and kr on the composition? b) If A and B form an ideal mixture, what can you conclude about the dependence of kf and kr on the composition