Solubility of `BaF_(2)` in a solution of `Ba(NO_(3))_(2)`, will be represented by the concentration term:A. `[Ba^(2+)]`B. `[F^(-)]`C. `1//2[F^(-)]`D. `2[NO_(3)^(+)]`

Solubility of `BaF_(2)` in a solution of `Ba(NO_(3))_(2)`, will be rep

1.	Solubility of `BaF_(2)` in a solution of `Ba(NO_(3))_(2)`, will be represented by the concentration term:A. `[Ba^(2+)]`B. `[F^(-)]`C. `1//2[F^(-)]`D. `2[NO_(3)^(+)]`
Answer» Correct Answer - C Let `S` is the solubility of `BaF_(2)` in a solution of `BaNO_(3)` Then `K_(SP)=[Ba^(2+)][F^(-)]^(2)` Then `[F^(-)]=2S`, Then `(1)/(2)[F^(-)]=S`

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Solubility of `BaF_(2)` in a solution of `Ba(NO_(3))_(2)`, will be represented by the concentration term:A. `[Ba^(2+)]`B. `[F^(-)]`C. `1//2[F^(-)]`D. `2[NO_(3)^(+)]`

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