Determine the Ksp. This is what I have.
AgC2H3O2(s)↔ Ag+(aq) + C2H3O2-(aq)
[Ag+] = (12mL)(0.250M) = (M2)(20mL) = 0.15M
[C2H3O2-] = (8mL)(0.300M) = (M2)(20mL) = 0.12M
AgC2H3O2 ↔ Ag+(aq) + C2H3O2-(aq) Titrated with 42.31mL KSCN
I -- 0.15 0.12
C. +x -x -x
E -- 0.11
Ag+(aq) + SCN-(aq) → AgSCN(s)
Moles SCN = 0.04231L * 0.05M = 0.002116
Moles Ag+ = 0.002116 [Ag+] = 0.002116 / 0.020L = 0.11
Ksp = [Ag+] = 1.1*10^-1
Let us consider the chemical reaction
AgC2H3O2(s |
↔ |
Ag+(aq) + |
+ C2H3O2-(aq) |
|
Initial |
0 |
0.15M |
0.12M |
|
Reacted with KSCN |
0.11 |
|||
concetration present at equilibrium |
0.04 |
0.11M |
0.08 M |
|
Moles of Ag+ present in solution at equilibrium = moles of Ag+ reacted with KSCN=0.002116
So concentation of Ag+ in solution at equilibrium =0.11 M (given)
Cooncentration of Ag+ reacted with C2H3O2-(aq) per liter= Initial concentration Ag+ - concentration of Ag+ remaining in the solution= 0.15-0.11 =0.04
Concentration of C2H3O2- reacted to form ppt =0.04 M
So concentation of C2H3O2- in solution at equilibrium = Initial concentration C2H3O2- - Concentration of C2H3O2- reacted= 0.12-0.04 M= 0.08
Now Ksp=Ag+C2H3O2-
Ksp=0.11×0.08= 0.0088
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