The secret to these titration problems is to know where you are on the titration curve.
a. at the beginning of the titration; therefore, you have a solution of acetic acid. Set up and ICE chart, substitute and solve for H^+ then convert to pH.
b. use the Henderson-Hasselbalch equation.
c. same as b but I can tell you the answer is pH = pKa.
d. The equivalence point pH is determined by the hydrolysis of the salt.
Set up the hydrolysis equation, write the K expression, set it equal to Kb for acetate (which is Kb = Kw/Ka) and solve for OH^-, convert to pOH, then to pH.
Post your work if you get stuck.
Consider a 20.0mL sample of 0.105M HC2H3O2 is titrated with 0.125M NaOH.
Ka=1.8x10^-5. Determine each of the following:
a) the initial pH
b) the pH at 5.0mL of added base
c) the pH at one-half of the equivalence point
d) the pH at the equivalence point
7 answers
I understand everything except for part d.
Could you show me what you mean by writing the k expression.
Could you show me what you mean by writing the k expression.
Let's call acetate, Ac^- just to save some typing.
Ac^- + HOH ==> HAc (acetic acid) + OH^-
Kb for acetate = (Kw/Ka) where Ka is the acid constant for acetic acid.
Kb = (Kw/Ka) = (HAc)(OH^-)/(Ac^-)
Let HAc = x = OH, then
(Kw/Ka) = x^2/Ac^-.
Kw you know. Ka you know. Ac^- is the concn of acetate ion at the equivalence point which is M x L of the acid or base and that divided by the total volume. Solve for x, convert to pOH and pH.
Ac^- + HOH ==> HAc (acetic acid) + OH^-
Kb for acetate = (Kw/Ka) where Ka is the acid constant for acetic acid.
Kb = (Kw/Ka) = (HAc)(OH^-)/(Ac^-)
Let HAc = x = OH, then
(Kw/Ka) = x^2/Ac^-.
Kw you know. Ka you know. Ac^- is the concn of acetate ion at the equivalence point which is M x L of the acid or base and that divided by the total volume. Solve for x, convert to pOH and pH.
Here is the K expression (for Kb).
Kb = (Kw/Ka) = (HAc)(OH^-)/(Ac^-)
Kb = (Kw/Ka) = (HAc)(OH^-)/(Ac^-)
is Ac^- equal to to 20 ml x the concentration? if so then I am getting the wrong answer according to my answer sheet. By the way what would my total volume be?
nvm i got it. Thanks for the help
for part d, how do you know the total volume at the equiv point?