Kinetics/reactor design problem

KNHS. Decomposition of Ammonia: 2NH, N2 + 3H2 (Elementary gaseous reaction) KNHS plug flow reactor knhs, and knH3,0 = known values with the appropriate units Reaction is carried out in an isothermal, constant-volume PFR reactor where Tin K) and V (Reactor/Reaction Volume in liters) = known values Nyh3 (mole) = known value (pure NH; at the beginning) You may assume that ideal gas law applies here. With the values given above, which can be expressed in terms of their symbols, 1) (15 pts) Give a final equation that can be used to solve for the equilibrium conversion of NH3 (XNH3,00) in this PFR reactor The equation must be in terms of only the given parameters above directly or indirectly from the derivations already done somewhere in your work. Circle all relevant parts. 2) (15 pts) Give a final equation that can be integrated to solve for the actual conversion of NH, (X) in thisPFR reactor You do not need to integrate the equation. But the equation in integral form must be integrable and must be in terms of only the given parameters above directly or indirectly from the derivations already done somewhere in your work. Circle all relevant parts. 3) (7 pts) Give a final equation that can be used to calculate the gas pressure (P) in the reactor as a function of the conversion of NH; (XN). The equation must be in terms of only the given parameters above directly or indirectly from the derivations already done somewhere in your work. Circle all relevant parts. 4) (8 pts) What happens to the conversion of NH, (Xxxu) in Part 2 if the reactor volume is increased (remains the same, increases or decreases)? Give a reason for partial credits. Circle one answer only. Everything else remains the same including 5) (Bonus 4 pts) Give the full units for knizs and k13, where (-a)=(mole NH/(liter-min)) 1