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Calculate the molar solubility of MX2, if the Ksp=3.3x10^-8 how can i solve this problem?Asked by roseanne
Calculate the molar solubility of MX2, if the Ksp=3.3x10^-8
how can i solve this problem?
how can i solve this problem?
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Answered by
J
Hi roseanne,
First, we write out the equation when MX2 dissolves in water (or a suitable solvent):
MX2 --> (reversible arrow) M2+ + 2X-
So Ksp = [M2+][X-]^2
Solubility would refer to the concentration of an ion produced in 1:1 ratio with the original solid. In this case, we can take [M2+] to be the solubility since M2+ is in a 1:1 ratio with MX2. Note that we CANNOT use [X-] as the solubility since X- is in a 2:1 ratio with MX2.
So we let [M2+] = x
Now [X-] = 2x since ratio of M2+:X- = 1:2
So Ksp = (x)(2x)^2 = 4x^3 = 3.3X10^-8
Then x = solubility = 0.00202M.
Hope I helped! (:
-J
First, we write out the equation when MX2 dissolves in water (or a suitable solvent):
MX2 --> (reversible arrow) M2+ + 2X-
So Ksp = [M2+][X-]^2
Solubility would refer to the concentration of an ion produced in 1:1 ratio with the original solid. In this case, we can take [M2+] to be the solubility since M2+ is in a 1:1 ratio with MX2. Note that we CANNOT use [X-] as the solubility since X- is in a 2:1 ratio with MX2.
So we let [M2+] = x
Now [X-] = 2x since ratio of M2+:X- = 1:2
So Ksp = (x)(2x)^2 = 4x^3 = 3.3X10^-8
Then x = solubility = 0.00202M.
Hope I helped! (:
-J
Answered by
roseanne
that helped a lot, thanks!
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