Question #143974
Hello my question is:
Solid ammonium bromide is slowly added to 50.0 mL of a 0.0407 M silver nitrate solution. The concentration of bromide ion required to just initiate precipitation is?
1
Expert's answer
2020-11-12T07:11:45-0500

The chemical equation for the reaction is;

NH4Br(aq)+AgNO3(aq)NH4NO3(aq)+AgBr(s)NH_4Br_{(aq)}+AgNO_{3{(aq)}}\to NH_4NO_{3{(aq)}}+AgBr_{(s)}

The ionic equation for the reaction is;NH4++Br+Ag++NO3NH4++NO3+AgBrNH_4^++Br^-+Ag^++NO_3^-\to NH_4^++NO_3^-+AgBr

\therefore Net ionic equation is;

Br(aq)+Ag(aq)+AgBr(s)Br^-_{(aq)}+Ag^+_{(aq)}\to AgBr_{(s)}

KspofAgNO3=1.8×1018K_{sp}of AgNO_3=1.8\times 10^{-18}

KspofAgBr=7.7×1013K_{sp} of AgBr=7.7\times 10^{-13}

KspAgNO3=[Ag+][NO3]K_{sp}AgNO_3=[Ag^+][NO_3^-]

1.8×1018=[Ag+]×0.0407M1.8\times 10^{-18}=[Ag^+]\times 0.0407M

[Ag+][Ag^+] =4.4226×1018M=4.4226\times 10^{-18}M

KspAgBr=[Ag+][Br]K_{sp}AgBr=[Ag^+][Br^-]

7.7×1013=7.7\times 10^{-13}= 4.4226×10184.4226\times 10^{-18} ×[Br]\times[Br^-]

[Br]=1.741×104M[Br^-]=1.741\times10^4M

\therefore The concentration of Br=Br^-= 1.741×104M1.741\times10^4M


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