A sparingly soluble salt `A_3B_2`has molar mass M g/mole and solubility in water X g/L and its solubility product `K_(sp)` = `k(x/m)^5` then value of k is ------

A_(3),B_(2) is a sparingly soluble salt of molar mass M (g mol^(-1) and solubility x g L^(-1) The solubility product satisfies K_(sp)=a(x)/(M)^(5) . The value of a is__________(Integer answer)

For a sparingly soluble salt A_(p)B_(q) , the relationship of its solubility product (L_(s)) with its solubility (S) is

For a sparingly soluble salt A_(p)B_(q) , the relationship of its solubility produce (L_(s)) with its solubility (S) is

A_(3)B_(2) is a sparingly soluble salt with molar mass M(gmol_(-)) and solubility x gm litre_(-1) , the ratio of the molar concentration of B^(3-) to the solubilty product of the salt is :-

For a sparingly solube salt A_(p)B_(q) the relation of its solubility product (L_(s)) . With its solubility (S) is :-

What will be solubility of A_(2)X_(3) if its solubility product (K_(sp)) is equal to 1.08 xx 10^(-23) ?