(a)
Interpretation:
The equilibrium concentration of all species if the initial concentration of
Concept introduction:
The static equilibrium is defined as a process in which the
(a)
Answer to Problem 5.63E
The concentration of
Explanation of Solution
The equilibrium constant of the reaction is
The given balanced
The equilibrium constant for the above reaction is expressed as,
Where,
•
•
•
The ICE table for the given reaction is expressed as,
Substitute the equilibrium concentrations of
Take square root on both sides.
Solve this quadratic equation by the formula,
Where,
•
•
•
Substitute the values of
The value of
Substitute the value of
The concentration of
(b)
Interpretation:
The equilibrium concentration of all species if the initial concentration of
Concept introduction:
The static equilibrium is defined as a process in which the rate of forward reaction or the rate of backward reaction is zero. On the other hand in dynamic equilibrium, the rate of forward and backward reaction is equal.
(b)
Answer to Problem 5.63E
The concentration of
Explanation of Solution
The equilibrium constant of the reaction is
The given balanced chemical reaction is,
The equilibrium constant for the above reaction is expressed as,
Where,
•
•
•
The ICE table for the given reaction is expressed as,
Substitute the equilibrium concentrations of
Take square root on both sides.
Solve this quadratic equation by the formula,
Where,
•
•
•
Substitute the values of
The value of
Substitute the value of
The concentration of
(c)
Interpretation:
The equilibrium concentration of all species if the initial concentration of
Concept introduction:
The static equilibrium is defined as a process in which the rate of forward reaction or the rate of backward reaction is zero. On the other hand in dynamic equilibrium, the rate of forward and backward reaction is equal.
(c)
Answer to Problem 5.63E
The concentration of
Explanation of Solution
The equilibrium constant of the reaction is
The given balanced chemical reaction is,
The equilibrium constant for the above reaction is expressed as,
Where,
•
•
•
The ICE table for the given reaction is expressed as,
Substitute the equilibrium concentrations of
Take square root on both sides.
Solve this quadratic equation by the formula,
Where,
•
•
•
Substitute the values of
The value of
Substitute the value of
The concentration of
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Chapter 5 Solutions
Physical Chemistry
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