The hydroxide ion has the formula OH−. The solubility-product constants for three generic hydroxides are given here.
Generic hydroxide | Ksp |
XOH | 2.70×10−8 |
Y(OH)2 | 2.60×10−10 |
Z(OH)3 | 7.00×10−15 |
The removal of an ion is sometimes considered to be complete when its concentration drops to 1.00×10−6 M. What concentration of hydroxide would cause Y2+ to "completely" precipitate from a solution?
XOH ---------------> X^+ (aq) + OH^-
Ksp = [X^+][OH^-]
2.7*10^-8 = 1*10^-6 *[OH^-]
[OH^-] = 2.7*10^-8/1*10^-6 = 0.027M
Y(OH)2 --------------> Y^2+ (aq) + 2OH^-
Ksp = [Y^2+][OH^-]^2
2.6*10^-10 = 1*10^-6*[OH^-]^2
[OH^-]^2 = 2.6*10^-10/1*10^-6 = 2.6*10^-4 M
Z(OH)3 ---------------> Z^3+ (aq) + 3OH^-
Ksp = [Z^3+][OH^-]^3
7*10^-15 = 1*10^-6 *[OH^-]^3
[OH^-]^3 = 7*10^-15/10^-6 = 7*10^-9 M
[OH^-] = 1.9*10^-3M
The hydroxide ion has the formula OH−. The solubility-product constants for three generic hydroxides are given...
The hydroxide ion has the formula OH-. The solubility-product constants for three generic hydroxides are given here. XOH = 2.90 x 10-8 Ksp Y(OH)2 = 2.20 x 10-10 Ksp Z(OH)3 = 8.20 x 10-15 Ksp The removal of an ion is sometimes considered to be complete when its concentration drops to 1.00 x 10-6 M. What concentration of hydroxide would cause Y+2 to "completely" precipitate from a solution?
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