$\ce{Te(OH)6}$ has an octahedral geometry with $6$ $\ce{-OH}$ groups.
Is it a protonic acid (like $\ce{HCl}$) or a Lewis acid [like $\ce{B(OH)3}$]?
What makes $\ce{Te(OH)6}$ dibasic?
$\ce{Te(OH)6}$ has an octahedral geometry with $6$ $\ce{-OH}$ groups.
Is it a protonic acid (like $\ce{HCl}$) or a Lewis acid [like $\ce{B(OH)3}$]?
What makes $\ce{Te(OH)6}$ dibasic?
Two may be as many protons that a Bronsted-Lowry base as strong as hydroxide ion can remove. Building up more than two negative charges than that on the ion is a tough job. Possibly a stronger base, such as amide ion in ammonia, could do that.
That the basicity of the medium could impact how many protons can dissociate is nicely demonstrated by citric acid. Ordinarily it is triprotic in aqueous solution, but spectroscopic evidence indicates that at high alkali concentration (pH>14.4) a fourth, alcoholic proton can be removed. There would be no doubt with a base such as amide in ammonia.
Oscar's answer covers the realistic part perfectly, that there is no exact law on how far deprotonation can occur; the exact answer would depend on the conditions. That said, however, if you're given that telluric acid is dibasic (probably the question assumes mild conditions), and are then asked to justify why, the following is a theoretical explanation.
Telluric acid has an octahedral geometry. The first two negative charges (on deprotonation) would be formed on the two oppositely directed alcohol groups (to minimize repulsion) and be far from each other.
The third negative charge instead would be much closer to either of the two existing negative charges. This would cause repulsion and destabilize the anion. Hence, telluric acid won't deprotonate a third hydroxyl group under mild conditions.