Redox Equations

01Redox Equations

Half-equations

This section covers how half-equations represent oxidation or reduction and how electrons are added to balance changes in oxidation state and charge.

Representing one redox process

A half-equation isolates either the oxidation or reduction occurring in a redox reaction. Electrons are written explicitly so that both electron transfer and charge can be balanced.

Process Electron position Oxidation-state change
Oxidation Electrons on the product side Oxidation state increases
Reduction Electrons on the reactant side Oxidation state decreases

Writing a simple half-equation

  1. Determine the oxidation-state change of the element involved.
  2. Add the corresponding number of electrons.
  3. For oxidation, put the electrons on the right; for reduction, put them on the left.
  4. Check that the overall charge is the same on both sides.

Worked example: Separate the electron-transfer changes in:

Mg+FeX2+MgX2++Fe\ce{Mg + Fe^2+ -> Mg^2+ + Fe}

Magnesium: its oxidation state rises from 00 to +2+2, so it loses two electrons:

MgMgX2++2eX\ce{Mg -> Mg^2+ + 2e-}

Iron: its oxidation state falls from +2+2 to 00, so the iron(II) ion gains two electrons:

FeX2++2eXFe\ce{Fe^2+ + 2e- -> Fe}

Each half-equation balances both atoms and total charge.

Exam Tip: Do not stop after balancing the atoms. Add the electrons in the correct place, then compare the total charge on the two sides of the half-equation.

Create a free account to continue

Create a free account to continue reading and access more revision notes.