Question

2)Use the virtual lab to determine the solubility product (Ksp) for the following solids. Show all...

2)Use the virtual lab to determine the solubility product (Ksp) for the following solids. Show all work for credit. *should be able to use the lab to determine the ion concentrations at equilibrium and use these for the formulas for KSP and then the KSP'S for solubility. The lab is just to help you get the ion concentration

(a). AgCl (b). SrSO4 (c). Ag2CO3 (d). Sr(IO3)2

3) What is the solubility of the solids listed in question 2, in moles/liter? (1 mark each)

(i am so confused on what to do)

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Answer #1

ANSWER:

Remember that solubility is an equilibrium phenomena that indicates the maximum amount of solute that you can dissolve in the solvent. Or, the amount of solute needed to prepare a saturated solvent.

If the system is at equilibrium the solution must be saturated. Then, the Ksp (equilibrium solubility product) could be used to find the solubility of any salt.

NOTE: The Ksp values change sligthly from one book to another. Please verify the Ksp values used for your virtual lab

1) AgCl

  • The Ksp of AgCl is 1.8x10-10
  • The solubility reaction is

  • And the Ksp expression is

  • At the equilibrium
AgCl <----> Ag+ + Cl-
Equilibrium s s
  • The solubility of AgCl will be equal to the concentration of Ag+

2) SrSO4

  • The Ksp of SrSO4 is 3.5x10-7
  • The solubility reaction is

  • And the Ksp expression is

  • At the equilibrium
SrSO4 <----> Sr+2 + SO4-2
Equilibrium s s
  • The solubility of SrSO4 will be equal to the concentration of Sr+2

3) Ag2CO3

  • The Ksp of Ag2CO3 is 8.1x10-12
  • The solubility reaction is

  • And the Ksp expression is

  • At the equilibrium
Ag2CO3 <----> 2 Ag+ + CO3-2
Equilibrium 2s s
  • The solubility of Ag2CO3 will be equal to the concentration of CO3-2

4) Sr(IO3)2

  • The Ksp of Sr(IO3)2 is 1.14x10-7
  • The solubility reaction is

  • And the Ksp expression is

  • At the equilibrium
Sr(IO3)2 <----> Sr+2 + 2 IO3-
Equilibrium s 2s
  • The solubility of Sr(IO3)2 will be equal to the concentration of Sr+2

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