The `0.0001` molal solution of a complex `AB_(10)` has the freezing point of `-0.0015^(@)C` in water. Assuming `100%` dissociation of the complex, find the proper representation of the complex `[K_(f)(H_(2)O=1.86Km^(-1))]` (a) `[AB_(8)]`(b) `[AB_(3)]B_(7)` (c )` [AB_(7)]B_(3)` (d) `[AB_(5)]B_(5)` .

The `0.0001` molal solution of a complex `AB_(10)` has the freezing po

1.	The `0.0001` molal solution of a complex `AB_(10)` has the freezing point of `-0.0015^(@)C` in water. Assuming `100%` dissociation of the complex, find the proper representation of the complex `[K_(f)(H_(2)O=1.86Km^(-1))]` (a) `[AB_(8)]`(b) `[AB_(3)]B_(7)` (c )` [AB_(7)]B_(3)` (d) `[AB_(5)]B_(5)` .
Answer» Correct Answer - b At `100%` dissociation van t Hoff vactor if `I = n` (no of ions from the complex Now `deltaT_(f)\|=iK_(f)m` `implies i = n= (\|DeltaT_(f)\|)/(K_(f)m) = (0.0015)/(1.86 xx 0.0001) = 8` implies Thus there should be 8 ions in solution implies The compound should be `[AB_(3)]B_(7))` .

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The `0.0001` molal solution of a complex `AB_(10)` has the freezing point of `-0.0015^(@)C` in water. Assuming `100%` dissociation of the complex, find the proper representation of the complex `[K_(f)(H_(2)O=1.86Km^(-1))]` (a) `[AB_(8)]`(b) `[AB_(3)]B_(7)` (c )` [AB_(7)]B_(3)` (d) `[AB_(5)]B_(5)` .

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