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Solubility product of Mg(OH)at ordinary temperature is 1.96 xx10^(-11). pH of a saturated soln. of Mg(OH)_2 will be |
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Answer» `10.53 ` ` K_(sp ) =([Mg]^(2+)[OH^(-)]^2)/( [Mg (OH)_2])= 1.96 xx 10^(-11)` ` x xx (2x)^2= 1.96 xx 10^(-11)` ( concentrationofsolid is UNITY ) `4x^3= 1.96 xx 10^(-11)` ` x=((1.96 xx 10^(-11))/(4) )^(1//3)` ` x= ( 4.9 xx 10^(-12))^(1//3)= 1.7 xx10^(-4)` So ` OH^(-) ` concentration`= 2XX 1.7 xx 10^(-4)` ` i.e.,[OH^-] = 3.4 xx 10^(-4)` Now `pOH=- log [OH^-]` `=- log [3.4 xx 10^(-4)]=4- 0.531= 3.469 ` ` therefore pH= 14 - 3.469= 10.531` |
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