It depends largely on the solubility product of the oxalate in question.
Several competing equilibria rule:
MOx(s) < === > M<sup>2+</sup>(aq) + Ox<sup>2-</sup>(aq) (for a divalent metal) Ksp = [M<sup>2+</sup>] x
[Ox<sup>2-</sup>]
Ox<sup>2-</sup> + 2 H<sub>3</sub>O<sup>+</sup> < === > H<sub>2</sub>Ox + 2
H<sub>2</sub>O, the combined Ka1 and Ka2.
In the presence of a strong Bronsted acid (stronger than oxalic acid), the [Ox<sup>2-</sup>] is suppressed because the stronger acid
pushes the second equilibrium to the right, assuming it is present in sufficient quantity. But if the remaining [Ox<sup>2-</sup>] is
still high enough to exceed the Ksp, then the oxalate will not dissolve. |