J.R. S. answered 12/09/19
Ph.D. University Professor with 10+ years Tutoring Experience
IrO3 ===> Ir(OH)53+ ... oxidation half reaction because Ir goes from +6 to +8 oxidation number
IrO3 + 2H2O ===> Ir(OH)53+ ... balanced for O
IrO3 + 2H2O + H+ ===> Ir(OH)53+ ... balanced for H (in acidic conditions)
IrO3 + 2H2O + H+ ===> Ir(OH)53+ + 2e- ... balanced for charge and a correctly balanced half reaction
V(OH)42+ ===> V2+ ... reduction half reaction because V goes from +6 to +2
V(OH)42+ ===> V2+ + 4H2O ... balanced for O
V(OH)42+ + 4H+ ===> V2+ + 4H2O ... balanced for H (in acidic conditions)
V(OH)42+ + 4H+ + 4e- ===> V2+ + 4H2O ... balanced for charge and a correctly balanced half reaction
Multiply the oxidation half reaction by 2 to equalize the electrons and add the two half reactions:
2 IrO3 + 4H2O + 2H+ ===> 2 Ir(OH)53+ + 4e-
V(OH)42+ + 4H+ + 4e- ===> V2+ + 4H2O
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2 IrO3 + 4H2O + 2H+ + V(OH)42+ + 4H+ + 4e- ===> 2 Ir(OH)53+ + 4e- + V2+ + 4H2O
Eliminating common items from each side of the equation, we end up with...
2 IrO3 + 2H+ + V(OH)42+ + 4H+ ===> 2 Ir(OH)53+ + V2+ OVERALL BALANCED REACTION
You should try doing this in basic conditions. You can follow the same idea as above but every time you add H+, you need to add an equal number of OH- moieties to the opposite side. They will eventually end up as H2O. Give it a try.