The solubility of `CH_(3)COOAg` in a buffer solution with `pH = 4`, whose `K_(sp) = 10^(-12)` and `K_(a) = (10^(-4))/(3)` is

the ratio of solubility of CH_(3)COOAg in a buffer solution with pH = 4 and in H_(2)O is (Sol Buffer = 2 xx 10^(-6))

Calculate the solubility of AgCN in a buffer solution of pH = 3 , Given K_(sp) of AgCN = 1.2 xx 10^(-16) and K_(a) for HCN = 4.8 xx 10^(-10) .

Calculate the solubility og AgCN in a buffer solution of pH 3.00 K_(sp(AgCN)) = 1.2 xx10^(-18) and K_(a(HCN)) = 4.8 xx 10^(10) M^(2) .

Refer to above, the ratio of solubility of CH_(3)COOAg in a buffer solution with pH = 4 and in H_(2)O is

The solubility of CH_(3)COOAg (K_(sp)=10^(-10)) in a buffer solution of pH equal to 5 is (sqrt(x))xx10^(-y) . Calculate the value of (x+y) Given : K_(b) (CH_(3)COO^(-)) = 10^(-9) . X and y are integer where 0 lt x lt 10 .

Calculate the solubility of CaF_(2) in a solution buffered at pH = 3.0. K_(a) for HF = 6.3 xx 10^(-4) and K_(sp) of CaF_(2) = 3.45 xx 10^(-11) .

Calculate the solubility of CaF_(2) in a solution buffered at pH = 3.0. K_(a) for HF = 6.3 xx 10^(-4) and K_(sp) of CaF_(2) = 3.45 xx 10^(-11) .