Ksp of Hydrogen Sulfide: The Perils

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SUMMARY

The discussion centers on the solubility product constant (Ksp) of hydrogen sulfide (H2S) and the behavior of sulfide ions (S^2-) in aqueous solutions. Participants assert that sulfide ions do not exist in measurable quantities in water due to their strong basicity, leading to complete hydrolysis into hydroxide ions (OH^-) and hydrogen sulfide. The conversation emphasizes the importance of considering sulfide hydrolysis and silver hydroxide (AgOH) precipitation when calculating molar solubility, noting that accurate calculations are complex and time-consuming.

PREREQUISITES
  • Understanding of acid-base chemistry, specifically the behavior of strong bases.
  • Familiarity with the concept of solubility product constant (Ksp).
  • Knowledge of hydrolysis reactions and their impact on equilibrium.
  • Basic skills in chemical equilibrium calculations.
NEXT STEPS
  • Research the hydrolysis of sulfide ions in aqueous solutions.
  • Study the solubility product constant (Ksp) calculations for complex ions.
  • Learn about the formation and precipitation of silver hydroxide (AgOH) in chemical reactions.
  • Explore methods for calculating molar solubility in equilibrium systems.
USEFUL FOR

Chemistry students, educators, and professionals involved in analytical chemistry or environmental science, particularly those studying solubility and equilibrium in aqueous systems.

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Homework Statement



http://i.minus.com/jfSl42bdxVH40.png


Homework Equations



pHO = -log[HO^-]

The Attempt at a Solution



1) Sulfide ion is a strong base so sulfide ion does not exist in water. Sulfide ion reacts with water upon contact to an extent of 100%. The reaction of sulfide ion with water forms hydroxide ion and hydrogen sulfide ion. So that teacher's work above is already wrong without any need for calculation as the teacher purports that there is a measurable quantity of sulfide ion in the system at equilibrium. [S^2-] should be ~0.
 
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Qube said:
Sulfide ion is a strong base so sulfide ion does not exist in water

Sure it does, especially at high pH. With pKa2=12 (more or less) at pH 12 [HS-]=[S2-]. Not that it matters much here, but if you want to to stick to the facts - do it correctly.

So that teacher's work above is already wrong without any need for calculation as the teacher purports that there is a measurable quantity of sulfide ion in the system at equilibrium. [S^2-] should be ~0.

Yes, exact calculations should take sulfide hydrolysis into account. It also should take into account AgOH precipitation, plus formation of several complexes (like Ag(OH)2-) and so on. You won't be able to solve this problem by hand. Or, rather, it is doable, but it will take you several days.

My bet is that the problem at hand was selected just to show general method of finding molar solubility from the Ksp, and hydrolysis was ignored to keep it simple.

Feel free to try to solve the problem taking hydrolysis into account. Be ready for a frustrating evening.

[S^2-] should be ~0.

It is already calculated as 10-17. That's ~0.
 

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