Oxidation-reduction balancing. What is redox balancing?

O balancing an oxidation-reduction equation it is based on the equality of the number of electrons given away with the number of electrons received. A simple method of performing this balancing is given by the following steps:

Steps for performing oxi-reduction balancing

Let's see in practice how to apply these steps, through the following example:

Reaction between an aqueous solution of potassium permanganate and hydrochloric acid:

kmnO₄ + HCl → KCl + MnCl₂ + Cl₂ + H₂O

*1st step:Determine oxidation numbers:

This step is important because we usually cannot quickly visualize which species undergo oxidation and reduction.

_{+1 +7 -2 +1 -1 +1 -1 +2 -1 0 +1 -2}
kmnO₄ + HCl → KCl + MnCl₂ + Cl₂ + H₂O

*2nd step:Determination of oxidation and reduction variation:

Note that manganese (Mn) is reduced and chlorine (Cl) is oxidized.

MnCl₂ = ∆Nox = 5

Cl₂ = ∆Nox = 2

In the case of chlorine, we can note that HCl gave rise to 3 compounds (KCl, MnCl₂, and Cl₂), but what interests us is the Cl_2,because it is your Nox that has suffered variation. Each chlorine that forms Cl

instagram story viewer

₂lose 1 electron; how it takes 2 chlorines to form each Cl₂, then two electrons are lost.

3rd step:Inversion of ∆ values:

In this step, the values of ∆ are exchanged between the mentioned species, becoming their coefficients:

MnCl₂ = ∆Nox = 5 → 5 will be the coefficient of Cl₂

Cl₂ = ∆Nox = 2→ 2 will be the coefficient of MnCl₂

kmnO₄ + HCl → KCl + 2 MnCl₂ + 5 Cl₂ + H₂O

At this point it is already possible to know two coefficients of the equation.

Observation: normally, in most reactions, this reversal of values is performed on the 1st member. But, as a general rule, this should be done in the member that has the greatest number of atoms that undergo redox. If this criterion cannot be met, we invert the values for the member with the highest number of chemical species. This is what was done here, as the 2nd member has more substances.

4th step: Trial balancing:

kmnO₄ + HCl → KCl + 2 MnCl₂ + 5 Cl₂ + H₂O

Since in the second member there are two manganese atoms, as shown by the coefficient, in the first there must also be. So we have:

2 kmnO₄ + HCl → KCl + 2 MnCl₂ + 5 Cl₂ + H₂O

Thus, the amount of potassium (K) in the 1st member was 2, which will be the same coefficient for this atom in the second member:

2 kmnO₄ + HCl → 2 KCl + 2 MnCl₂ + 5 Cl₂ + H₂O

The amount of chlorine (Cl) in the 2nd member is 16 in total, so the HCl coefficient of the 1st member will be:

2 kmnO₄ + 16 HCl → 2 KCl + 2 MnCl₂ + 5 Cl₂ + H₂O

The number of hydrogens in the 1st member is 16, hence the coefficient of water (H₂O) of the 2nd member will be equal to 8, since the multiplication of the hydrogen index (2) by 8 is equal to 16:

2 kmnO₄ + 16 HCl → 2 KCl + 2 MnCl₂ + 5 Cl₂ + 8 H₂O