Question #755f2
1 Answer
Explanation:
Start by assigning oxidation numbers to the atoms that take part in the half-reaction
#stackrel(color(blue)(0))("N")_text(2(aq]) -> stackrel(color(blue)(-3))("N") stackrel(color(blue)(+1))("H")_text(3(aq])#
Notice that the oxidation state of nitrogen changes from
The first thing to focus on here is balancing the nitrogen atoms. To do that, multiply the ammonia moleucle by
#stackrel(color(blue)(0))("N")_text(2(aq]) -> 2stackrel(color(blue)(-3))("N")"H"_text(3(aq])#
Now, each nitrogen atom will gain
#stackrel(color(blue)(0))("N")_text(2(aq]) + 6"e"^(-) -> 2stackrel(color(blue)(-3))("N")"H"_text(3(aq])#
In basic solution, any protons you may end up with after balancing the oxygen and hydrogen atoms must be neutralized by the addition of hydroxide anions,
So, notice that you have
#6"H"_text((aq])^(+) + stackrel(color(blue)(0))("N")_text(2(aq]) + 6"e"^(-) -> 2stackrel(color(blue)(-3))("N")"H"_text(3(aq])#
To neutralize these excess protons, add
#overbrace(6"OH"_text((aq])^(-) + 6"H"_text((aq])^(+))^(color(red)(6"H"_2"O"_text((l]))) + stackrel(color(blue)(0))("N")_text(2(aq]) + 6"e"^(-) -> 2stackrel(color(blue)(-3))("N")"H"_text(3(aq]) + 6"OH"_text((aq])^(-)#
The six hydroxide anions and the six protons will neutralize ach other to produce
#6"H"_2"O"_text((aq]) + stackrel(color(blue)(0))("N")_text(2(aq]) + 6"e"^(-) -> 2stackrel(color(blue)(-3))("N")"H"_text(3(aq]) + 6"OH"_text((aq])^(-)#