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How many moles of AgBr `(K_(sp)=5xx10^(-13)"mol"^(2)L^(-2))` will dissolve in 0.01 M NaBr solution ?

Answer» Correct Answer - `5xx10^(-11) "mol" L^(-1)`
Suppose solubility of AgBr in 0.01 M NaBr = s mol `L^(-1)`. Then as `AgBr rarr Ag^(+) + Br^(-)`,
`[Ag^(+)]=s "mol " L^(-1) and "Tota" [Br^(-)]=0.01 + s ~~ 0.01 M`
`K_(sp) = [ Ag^(+)][Br^(-)], i.e., 5xx10^(-13) = s xx0.01 or s = 5 xx 10^(-11) "mol" L^(-1)`


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