Step 1:
\Initially 8.1 moles of NO2 is placed in 3.0 L of container.
\Initial amount of NO2 is
Concentration of [NO] at equlibrium is 1.4 m/L
\The chemical equation is .
Let x be the concentration of O2.
\Then change in concentration of NO be 2x.
\Then change in concentration of NO2 be -2x. ( negative sign indicates that decomposition)
\Step 2:
\(ii)
\Find the change in amount of NO.
\Initially the amount of NO is 0 M.
\Equilibrium Amount of NO is 2x.
\Equilibrium Amount = Initial amount + Change in amount.
\Equilibrium Amount = 0 + 2x.
\1.4 = 2x
\x = 0.7.
\(ii)
\Find the Equilibrium Amount of Cl2.
\Initially the amount of O2 is 0 M.
\Change in concentration of O2 is x
\Equilibrium Amount = Initial amount + Change in amount.
\Equilibrium Amount = 0 + x.
\Equilibrium Amount = 0.7.
\(iii)
\Find the equilibrium amount of NO2.
\Initial amount of NO2 is 2.7 M.
\Equilibrium Amount = Initial amount + Change in amount.
\Step 3:
\Definition of equilibrium constant:
\Equilibrium constant is the ratio of the concentrations of products to the concentration of reactants.
\.
The chemical reaction is .
Solution:
\Equilibrium constant is K = 0.8118.