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Should Mg(OH)(2) precipitate from a so...

Should `Mg(OH)_(2)` precipitate from a solution that is `0.01` M `MgCl_(2)` if the solution is also made `0.10 ` M in `NH_(3)[K_((sp)[Mg(OH)_(2)])=1.8 xx10^(-11) , K_(b(NH_(4)OH))= 1.8 xx 10^(-5)]`

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To determine whether `Mg(OH)₂` will precipitate from a solution that is `0.01 M` in `MgCl₂` and `0.10 M` in `NH₃`, we need to follow these steps: ### Step 1: Calculate the concentration of `Mg²⁺` From `MgCl₂`, which dissociates into `Mg²⁺` and `2Cl⁻`, the concentration of `Mg²⁺` ions is directly given by the concentration of `MgCl₂`. \[ \text{Concentration of } Mg^{2+} = 0.01 \, M \] ...
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Calculate [overset(o+)NH_(4)] (derived from NH_(4)C1) needed to prevent Mg(OH)_(2) from precipitating is 1.0L of solution which contins 0.01mol NH_(3) and 0.001 mol Mg^(2+). K_(sp) Mg(OH)_(2) = 1.2 xx 10^(-11), K_(b) NH_(3) = 1.8 xx 10^(-5) .

Which of the following concentration of NH_(4)^(+) will be sufficient to present the precipitation of Mg(OH)_(2) form a solution which is 0.01 M MgCl_(2) and 0.1 M NH_(3)(aq) . Given that K_(sp)Mg(OH)_(2)=2.5xx10^(-11) and K_(b) for NH_(3) = 2xx10^(-5) .

The maximum pH of a solution which is 0.10 M is Mg^(2+) from which Mg(OH)_(2) is not precipitated is [ K_(sp) of Mg(OH)_(2) = 1.2 xx 10^(-11) M^(3) ]