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The amount of electrolytes required to ...

The amount of electrolytes required to coagulate a give amount of Agl colloidal solution (-ve charge) will be in the order .

A

`NaNO_(3) gt Al(NO_(3))_(3) gt Ba(NO_(3))_(2)`

B

`Al(NO_(3))_(3) gt Ba(NO_(3))_(2) gt NaNO_(3)`

C

`Al(NO_(3))_(2) gt NaNO_(3) gt Ba(NO_(3))_(2)`

D

`NaNO_(3) gt Ba(NO_(3))_(2) gt Al(NO_(3))_(3)`

Text Solution

Verified by Experts

The correct Answer is:
D

According to Hardy Schulze law , for coagulation Quantity of electrolyte ` prop (1)/("Charge on the cation/anion")`
To coagulate `AgI,I^(-) (-ve "charge")` is to be coagulated .
`Al(NO_(3))_(3) to 2Al^(3+) + 2NO_(3)^(-)`
`Ba(NO_(3))_(2) to Ba^(2+) + 2NO_(3)^(-)`
`NaCO_(4) to Na^(+) + NO_(3)^(-)`
Charge on the cation decrease in the order .
`Al^(3+) gt Ba^(2+) gt Na^(+)`
Thus , the amount of electrolytes required will be the order `NaNO_(3) gt Ba(NO_(3))_(2) gt Al(NO_(3))_(3)`
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Knowledge Check

  • The amount of electrolytes required to coagulate a given amount of AgI colloidal solutio n (-ve charge) will be in the order

    A
    `NaNO_(3) gt Al (NO_3)_3 gt Ba(NO_3)_2`
    B
    `Al(NO_3)_3 gt Ba(NO_3)_2 gt NaNO_3`
    C
    `Al (NO_3)_3 gt NaNO_(3) gt Ba(NO_3)_2`
    D
    `NaNO_(3)gt Ba(NO_3)_2 gt Al (NO_3)_3`
  • The amount of electrolytes required to coagulate a given amount of AgI colloidal solution ( -ve charge) will be in the order ___________.

    A
    `NaNO_(3)gt Al(NO_(3))_(3) gt Ba(NO_(3))_(2)`
    B
    `Al(NO_(3))_(3) gt Ba(NO_(3))_(2) gt NaNO_(3)`
    C
    `Al(NO_(3))_(3) gt NaNO_(3) gt Ba(NO_(3))_(2)`
    D
    `NaNO_(3) gt Ba(NO_(3))_(2) gt Al(NO_(3))_(3)`
  • Gold sol is an electronegative sol. The amount of electrolyte required to coagulate a certain amount of gold sol is maximum in this case of

    A
    `CaCl_(2)`
    B
    `NaCl`
    C
    `AlCl_(3)`
    D
    `Na_(2)SO_(4)`
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