Oxidation Numbers and How to Find Them: Complete Guide

Introduction: What are Oxidation Numbers?

Oxidation numbers (or oxidation states) represent the charge an atom would have if electrons were completely transferred in a compound. This video provides a systematic method for determining them.

Core Rules for Finding Oxidation Numbers

Rule 1: Pure Elements Always Have Zero Oxidation State

  • Any element in its elemental form (not bonded to a different element) has an oxidation number of 0.
  • Examples: Zinc (Zn), Oxygen gas (O2), Fluorine gas (F2), Phosphorus (P)

Rule 2: Monoatomic Ions Have Their Charge

  • The oxidation state of a simple ion equals its charge.
  • Examples: Zn2+ = +2, Fe3+ = +3

Special Case: Diatomic Ions

  • Mercury(I) ion (Hg22+): Each Hg has +1 (total charge +2 ÷ 2 atoms)
  • Peroxide ion (O22−): Each O has -1 (total charge -2 ÷ 2 atoms)
  • Superoxide ion (O2−): Each O has -1⁄2 (total charge -1 ÷ 2 atoms)

Rule 3: Fixed Oxidation States in Compounds

| Element | Typical Oxidation State | Exception | |---------|------------------------|-----------| | Fluorine | -1 (always when in compounds) | None | | Oxygen | -2 (most compounds, "oxide") | Peroxide (-1), Superoxide (-1⁄2), Bonded to fluorine | | Hydrogen | +1 (bonded to non-metals) | -1 (bonded to metals, e.g., NaH) | | Halogens | -1 (if most electronegative in compound) | Positive when bonded to more electronegative elements | | Alkali metals | +1 | - | | Alkaline earth metals | +2 | - |

Step-by-Step Examples

Compound Example: Magnesium Chloride (MgCl2)

  1. Chlorine is -1 (halogen rule)
  2. Equation: Mg + 2(Cl) = 0 → Mg + 2(-1) = 0
  3. Mg = +2, Cl = -1

Compound Example: Vanadium Oxide (V2O5)

  1. Oxygen is -2 (oxide rule)
  2. Equation: 2V + 5(-2) = 0 → 2V -10 = 0
  3. V = +5, O = -2

Polyatomic Ion: Sulfate (SO42−)

  1. Oxygen is -2, total charge -2
  2. Equation: S + 4(-2) = -2 → S -8 = -2
  3. S = +6, O = -2

Polyatomic Ion: Phosphate (PO43−)

  1. Oxygen is -2, total charge -3
  2. Equation: P + 4(-2) = -3 → P -8 = -3
  3. P = +5, O = -2

Polyatomic Ion: Nitrate (NO3−) and Perchlorate (ClO4−)

  • Nitrate: N + 3(-2) = -1 → N = +5
  • Perchlorate: Cl + 4(-2) = -1 → Cl = +7

The Role of Electronegativity

Electronegativity values (Pauling scale):

  • Fluorine: 4.0 | Oxygen: 3.5 | Chlorine: 3.0 | Nitrogen: 3.0 | Bromine: 2.8 | Carbon: 2.5 | Sulfur: 2.5 | Iodine: 2.5 | Hydrogen: 2.1 | Boron: 2.0 | Phosphorus: 2.1

Key Principle: The more electronegative element gets the negative oxidation state

Example: Oxygen Difluoride (OF2)

  • Fluorine (4.0) is more electronegative than oxygen (3.5)
  • Fluorine gets -1 (its typical state), oxygen becomes positive
  • Equation: O + 2(-1) = 0 → O = +2, F = -1

Example: Hydrochloric Acid (HCl) vs Sodium Hydride (NaH)

  • HCl: Chlorine (3.0) > Hydrogen (2.1) → H = +1, Cl = -1
  • NaH: Sodium (~0.9) < Hydrogen (2.1) → Na = +1, H = -1

Example: Borane (BH3)

  • Hydrogen (2.1) > Boron (2.0) → H = -1 (bonded to metal/non-metal border)
  • Equation: B + 3(-1) = 0 → B = +3, H = -1

Solving Complex Examples

Average Oxidation States (Non-Integer Values)

Example: Propane (C3H8)

  • Hydrogen is +1 (bonded to non-metal carbon)
  • Equation: 3C + 8(+1) = 0 → 3C = -8 → C = -8⁄3 ≈ -2.67

Example: Magnetite (Fe3O4)

  • Oxygen is -2, equation: 3Fe + 4(-2) = 0 → Fe = +8⁄3 ≈ +2.67
  • Meaning: Average of two Fe3+ and one Fe2+ ions (2+3+3)/3 = 2.67

Three-Element Polyatomic Ions

Example: Bisulfite (HSO3−)

  • H = +1 (bonded to non-metal O), O = -2
  • Equation: +1 + S + 3(-2) = -1 → S -5 = -1 → S = +4

Example: Potassium Chromate (K2CrO4)

  • K = +1 (alkali metal), O = -2
  • Equation: 2(+1) + Cr + 4(-2) = 0 → Cr -6 = 0 → Cr = +6

Example: Potassium Bicarbonate (KHCO3)

  • K = +1, H = +1 (bonded to O in HCO3−), O = -2
  • Equation: +1 + 1 + C + 3(-2) = 0 → C -4 = 0 → C = +4

Halogen-Halogen Compounds

Example: Bromine Trichloride (BrCl3)

  • Chlorine (3.0) > Bromine (2.8) → Cl = -1
  • Equation: Br + 3(-1) = 0 → Br = +3

Example: Iodine Pentabromide (IBr5)

  • Bromine (2.8) > Iodine (2.5) → Br = -1
  • Equation: I + 5(-1) = 0 → I = +5

Quick Reference Table

| Scenario | Rule | |----------|------| | Pure element | Oxidation state = 0 | | Monoatomic ion | Oxidation state = ion charge | | Fluorine in compound | Always -1 | | Oxygen in oxide | -2 | | Oxygen in peroxide | -1 | | Oxygen in superoxide | -1⁄2 | | Hydrogen with non-metal | +1 | | Hydrogen with metal | -1 | | Group 1 metals | +1 | | Group 2 metals | +2 | | Halogens (most cases) | -1 | | Sum in neutral compound | 0 | | Sum in polyatomic ion | Ion charge |

Common Mistakes to Avoid

  • ❌ Assuming oxygen is always -2 (check for peroxides, superoxides, or bonding with fluorine)
  • ❌ Forgetting that pure elements = 0
  • ❌ Not considering electronegativity when two similar elements bond
  • ❌ Ignoring that average oxidation states can be decimal values

With these rules and examples, you can confidently calculate oxidation numbers for any compound or ion. For a deeper understanding of how these states are used in naming compounds, check out our guide on How to Name Type One and Type Two Ionic Compounds Easily. To revise the foundational periodic table concepts that underpin these rules, see our Comprehensive Overview of Periodic Table and Key Concepts in Chemistry. Practice with various compounds to build your skills! If you are ready to apply oxidation numbers to balancing reactions, our tutorial on Mastering the Half Reaction Method to Balance Redox Reactions is the perfect next step.

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