How to Balance Redox Reactions in Aqueous Solution

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downwithsocks
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Homework Statement



HIO3 + FeI2 + HCl ==> FeCl3 + ICl + HOH


Homework Equations


Directions say it's in an aqueous solution, and HCl is a reactant, so you can add H2O and H+ to balance, right?


The Attempt at a Solution


I first found all the oxidation states:
HIO3
H = +1
I = +5
O = -2

FeI2
Fe = +2
I = -1

HCl
H = +1
Cl = -1

FeCl3
Fe = +3 (oxidation)
Cl = -1

ICl
I = +1 (reduction)
Cl = -1

HOH
H = +1
O = -2

Then tried writing/balancing the half reactions.

FeI2 ==> FeCl3 + e-

But I'm kind of stuck here, can I use HCl to balance? How else do I balance that Cl? And what about the I?
 
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Do you have to balance the equation given or something else (net ionic equation, half-reaction)?

To balance the equation you gave, first balance iodine and chlorine, then oxygen and then hydrogen, then keep going. That should help get you started.
 
I have to balance the equation given, but obviously using half reactions and such since it's a redox equation.

I'm not sure exactly what you mean by "first balance iodine and chlorine".
If I have "FeI2 ==> FeCl3 + e-" as part of one half-reaction, how exactly do I balance the iodine and chlorine? Since ICl is a product, can I use that to help balance?
ie, FeI2 ==> FeCl3 + e- + 2ICl
? And then from there how would I balance the Cl?
 
downwithsocks said:
I have to balance the equation given, but obviously using half reactions and such since it's a redox equation.

I'm not sure exactly what you mean by "first balance iodine and chlorine".

I meant in the original chemical equation.
 
So I have to balance the original equation before trying to balance it the redox way? That seems like it would take forever, I thought that was the point of the half-reactions and such :p
 
I think it can be done in 10-15 minutes that way, if you don't make a mistake.

Half-reactions or some other way might be easier or faster, but I've never worked with them.
 
Well, we weren't specifically told how, but it's practicing balancing redox equations and that's the way we were taught, so I assume that's the way the teacher wants it done. I'll check out your link though, thanks.