Step 1:

\

The equilibrium constant K is 1.6 * 10-5.

\

Initially 5.2 moles of NOCl is placed in 2.0 L of container.

\

Initial amount of NOCl is \"\"

\

The chemical equation is \"\".

\

Let x be the concentration of \"\".

\

Then concentration of NO at equilibrium be 2x.

\

Step 2:

\

Now complete the give ICE table.

\

Equilibrium Amount = Initial amount + Change in amount.

\

(i) Find the change in amount of NOCl.

\

From the table, Equilibrium amount of NOCl is 2.6-2x.

\

Initial amount of NOCl is 2.6 M.

\

Equilibrium Amount = Initial amount + Change in amount.

\

\"\"

\

Change in amount of NOCl is -2x.

\

(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.

\

2x = 0 + Change in amount.

\

Change in amount of NOCl is 2x.

\

(iii) Find the change in amount of Cl2.

\

Initially the amount of Cl2 is 0 M.

\

Equilibrium Amount of Cl2 is x

\

Equilibrium Amount = Initial amount + Change in amount.

\

x = 0 + Change in amount.

\

Change in amount of Cl2 is x.

\

Step 3:

\ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \
\"\"
Initial Amount\"\"\"\"\"\"
Change in Amount\"\"\"\"\"\"
Equilibrium amount\"\"\"\"\"\"
\

Solution:

\ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \
\"\"
Initial Amount\"\"\"\"\"\"
Change in Amount\"\"\"\"\"\"
Equilibrium amount\"\"\"\"\"\"
\

 

\

 

\

 

\

Step 1:

\

The equilibrium constant K is 1.6 * 10-5.

\

The concentrations of NOCl, NO and Cl2 is 2.6-2x, 2x and x [From (a)].

\

Definition of equilibrium constant:

\

Equilibrium constant  is the ratio of the concentrations of products to the concentration of reactants.

\

\"image\".

\

The chemical reaction is \"\".

\

\"\"

\

Solutions of \"\" is x = -0.02977, 0.01489 and 0.01489.

\

Since concentration cannot be negative, x = 0.01489.

\

Concentration of [Cl2] is \"\"

\

Concentration of [NO] is \"\"

\

Concentration of [NOCl] is \"\"

\

Solution:

\

Concentration of [Cl2] is \"\"

\

Concentration of [NO] is \"\"

\

Concentration of [NOCl] is \"\"