J.R. S. answered 10/28/19
Ph.D. University Professor with 10+ years Tutoring Experience
For Kf, we can look at the formation of the complex as A + 5C <==> AC5
Kf = [AC5]/[A][C]5
It seems as though something has been omitted from the question, as we do not know the equilibrium [AC5], so we have 2 unknowns. Did they not give you this value? If they did, just plug it in along with the other concentrations and solve for Kf.
For Ksp, we have the following reaction:
AB(s) + 5C(aq) <===> AC5(aq) + B(aq)
0.122...1.000................0............0.........Initial
-0.122...1-5*0.122.......+0.122...+0.122.....Change (the change is equal to the solubility)
Then we have K = [AC5][B] / [C]5
K = (0.122)(0.122) / [1 - (5x0.122)]5 = 0.01488 / 0.00902 = 1.6497
Since K = Ksp x Kf, you would then divide this value of K by the Kf found in part 1 to obtain the Ksp.
To clarify this relationship, see below:
Kf: A + 5C < == > AC5
Ksp: AB <==> A + B
________________________
K: AB + 5C <==> AC5 + B
J.R. S.
10/28/19
AFFAR B.
sorry. the value of [AC5] =0.100 M10/28/19