The molar solubility (in mol L^(-1)) of a sparingly soluble salt MX_(4) is 'S'. The corresponding solubility product is 'K_(sp)'. 'S' in terms of 'K_(sp)' is given by the relation :

The molar solubility (in mol L^(-1)) of a sparingly soluble salt MX_(4

1.	The molar solubility (in mol L^(-1)) of a sparingly soluble salt MX_(4) is 'S'. The corresponding solubility product is 'K_(sp)'. 'S' in terms of 'K_(sp)' is given by the relation :
Answer» `S=((K_(SP))/(129))^(1//4)` `S=((K_(sp))/(256))^(1//5)` `S=(256 K_(sp))^(1//5)` `s=(128 K_(sp))^(1//4)` Solution :`{:(MX_(4),HARR,M^(4+),+,4X^(-)),(S,,S,,4S):}` `K_(sp)=[M^(4+)][X^(-)]^(4)=(S)(4S)^(4)=256S^(5)` or, `S=((K_(sp))/(256))^(1//5)`