The correct option is A 6
1 mole of ferric oxalate on dissociation gives 3 moles of oxalate ions.
Fe2(C2O4)3⇌2Fe3++3C2O2−4
The total number of electrons involved per mole oxidation of ferric oxalate is 6 moles.
The oxidation of oxalate ions to carbon dioxide involves 2 moles of electrons.
3C2O2−4→6CO2+6e−......(1)
In acidic medium, one mole of KMnO4 requires 5 moles of electrons.
MnO−4+8H++5e−→Mn2++4H2O......(2)
To balance the number of electrons, multiply equation (1) with 5 and equation (2) with 6
15C2O2−4→30CO2+30e−......(3)
6MnO−4+48H++30e−→6Mn2++24H2O......(4)
Add equations (3) and (4)
15C2O2−4+6MnO−4+48H+→30CO2+6Mn2++24H2O
Thus five mole of Ferric oxalate are oxidized by six moles of KMnO4 in acid medium.