Does the pH of the solution has a relation with the pKa4 of EDTA?
In a way.
For instance, someone told me that we use the buffer of pH 10 in the titration to find the total hardness of water since it is closer to the pKa4 of EDTA which is 10.3 .
I wouldn't put it that way.
There is a relation between the pH of the solution and the stability constant. I think that this relation is based on experimental data.
Technically it is all based on the experimental data. However, when we know all pKa values and stability constant for the EDTA
4- + Y
n+ YEDTA
n-4 reaction, we can calculate conditional constant for any pH, as knowledge of pH allows us to find the concentration of EDTA
4- in the solution (which is a function of the total EDTA concentration and pH).
For instance, the pH is selected to be 10 since Mg2+ does not precipitate as Mg(OH)2 at that pH and both Ca2+ and Mg2+ forms sufficiently stable complexes in that high pH range.
Yes, but these things can be calculated from the conditional stability constant and the solubility product for Mg(OH)
2.
There is no mathematical relationship there where we can calculate a suitable pH for the titration. Am I correct?
This final statement is incorrect - we can definitely calculate optimal pH based on known Ksp, Kf and pKa values.