Asked by Anonymous
Determine the pH of a solution containing 1.00 mol/L of HCN (Ka = 5.00×10–10) and 5.00×10–2 mol/L of HCl.
It will be the best for me if you give me the answer of this problems.
It will be the best for me if you give me the answer of this problems.
Answers
Answered by
DrBob222
It might be best for whom? to give you the answer. We're trying to help you understand the problem. We aren't too interested in giving you the answer.
You have a strong acid (HCl) and a very weak acid (HCN). Usually the strong acid predominates and the pH is determined by the strong acid. You can calculate the total H^+ if you wish to see that the H^+ contributed by the HCN is negligible.
For HCl ==> H^+ + Cl^- and (H^+) from the problem is 0.05M.
For HCN --> H^+ + CN^-
I...1.0....0.05...0
C...-x.......x....x
E..1-x....0.05+x..x
NOtE: You MAY (or may not) need to solve the quadratic.
Ka = 5E-10 = (0.05+x)(x)/(1-x)
Solve this to find x; the total (H^+) then is 0.05+x. Then pH = -log(H^+). I think you will find that the HCN doesn't contribute much to the total H^+.
You have a strong acid (HCl) and a very weak acid (HCN). Usually the strong acid predominates and the pH is determined by the strong acid. You can calculate the total H^+ if you wish to see that the H^+ contributed by the HCN is negligible.
For HCl ==> H^+ + Cl^- and (H^+) from the problem is 0.05M.
For HCN --> H^+ + CN^-
I...1.0....0.05...0
C...-x.......x....x
E..1-x....0.05+x..x
NOtE: You MAY (or may not) need to solve the quadratic.
Ka = 5E-10 = (0.05+x)(x)/(1-x)
Solve this to find x; the total (H^+) then is 0.05+x. Then pH = -log(H^+). I think you will find that the HCN doesn't contribute much to the total H^+.
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