Consider reaction BaSO 4 (s)
Ba 2+ (aq) + SO 42- (aq)
For above reaction , K sp = [ Ba 2+ ] [ SO
42- ] = 1.1
10 -10
We know that precipitation takes place when Ionic product > solubility product.
To check precipitation , we need to calculate ionic product.
First we need to calculate initial concentration of Ba 2+ & SO 42- ions in the mixed solution before any reactions start.
After mixing two solutions , total volume of solution is 0.080 L + 0.020 L = 0.100 L
We can use dilution formula to find out initial concentrations.
Initial concentration of Ba 2+ = ( 2.0
10 -03 M ) ( 0.080 L / 0.100 L ) = 1.6
10 -03 M
Initial concentration of SO 42- = ( 5.0
10 -03 M ) ( 0.020 L / 0.100 L ) =1.0
10 -03 M
We have Q = [ Ba 2+ ] [ SO 42- ]
Q = ( 1.6
10 -03 ) ( 1.0
10 -03 ) = 1.6
10 -06
Here Ionic product ( 1.6
10 -06 ) > Solubility product ( 1.0
10 -10 ) , hence precipitation takes place when
we add barium nitrate & lithium sulfate solution.
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