Solve oxidation numbers using formula rules and charge balance. Compare results with examples and graphs. Export neat reports for study, homework, audits, or teaching.
Enter the chemical formula without charge signs, choose the element to solve, add the overall ion charge, and provide any special known values when needed.
| Formula | Target | Charge | Known States | Expected Result |
|---|---|---|---|---|
| H2SO4 | S | 0 | H=+1, O=-2 | S = +6 |
| KMnO4 | Mn | 0 | K=+1, O=-2 | Mn = +7 |
| NH4 | N | +1 | H=+1 | N = -3 |
| Cr2O7 | Cr | -2 | O=-2 | Cr = +6 |
| Fe2O3 | Fe | 0 | O=-2 | Fe = +3 |
Core relation: the sum of all atomic oxidation contributions equals the total charge on the species.
Here, ni is the atom count, OSi is the oxidation state of each element, and Q is the overall charge.
For one unknown target element x:
Example for sulfate sulfur in H2SO4: 2(+1) + x + 4(-2) = 0, so x = +6.
Oxidation state is the formal charge an atom would have if bonding electrons were assigned by standard bookkeeping rules. It helps track electron transfer, redox changes, and charge balance in compounds and ions.
Oxidation state is a formal accounting tool, not always a measured charge. Covalent compounds often share electrons, so real charge distribution can differ from the oxidation number used in balancing and analysis.
Oxygen is highly electronegative and commonly takes two electrons in formal assignments, giving -2. Important exceptions include peroxides, superoxides, and compounds with fluorine, where oxygen can differ.
Hydrogen is usually +1 with nonmetals, but in metal hydrides it is assigned -1. The bonding partner matters, so special cases should be entered through the known-state override field.
Not always. If more than one non-target element has an unknown value, extra information is needed. Add known oxidation states manually for special or ambiguous compounds to complete the calculation.
A fractional output often indicates an average oxidation state, common in mixed-valence systems or formulas that summarize several atomic environments. The formal average is still useful for balancing and interpretation.
Enter the plain formula and place the total ion charge in the charge field. For example, use NH4 with charge +1 or Cr2O7 with charge -2. Do not place charge signs inside the formula box.
The displayed equation makes the result transparent. You can inspect each element’s contribution, verify the charge balance manually, and confirm that the solved oxidation state follows the bookkeeping rules correctly.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.