This is the data from lab for the unknown concentration of a weak acid after mixture with 0.1 M NaOH
find the equivalence point, centration, and the pH of the weak acid
5.0 |
19.00 |
5.0 |
19.50 |
5.1 |
20.00 |
5.1 |
20.50 |
5.2 |
21.00 |
5.2 |
21.50 |
5.3 |
22.00 |
5.4 |
22.50 |
5.5 |
23.00 |
5.6 |
23.50 |
5.7 |
24.00 |
5.9 |
24.50 |
6.1 |
25.00 |
6.6 |
25.50 |
9.2 |
26.00 |
10.6 |
26.83 |
11.0 |
27.83 |
11.1 |
28.33 |
11.1 |
29.00 |
This is a strong base + weak acid titration
in the titration, we try to find the equivalence point
this point is given:
when pH changes the most in the table
for this:
6.6 |
25.50 |
9.2 |
26.00 |
meaning that the Volume of equivalnece is approx
26+25.5 = 25.75 mL approx
The data is not enough to get an exact pH equivalnece point
if this was the case
pH = pKa + log(A-/HA)
if half euqivlanec epoint --> 25.75 /2 = 12.88 mL
pH in V = 12.88 mL will be the pKA value
pH = pKa + log(1)
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