It denotes the oxidation state of an element in a
compound
Rules to assign Oxidation number:
- Elements
in free state have zero oxidation number.Ex:
H2, O2, N2, C etc. have 0 oxidation number
- For
ions composed of only one atom, the charge on the ion is its oxidation number.
Ex: Cl- → -1 oxidation number
Mg2+ → +2
Na+ → +1 - All
alkali metals have +1 oxidation number in their compounds. All alkaline earth
metals have +2 oxidation number in the compounds.
- Aluminium
has +3 oxidation number in all its compounds.
- Oxidation
number of oxygen is -2 in most of its compounds.
Ex: in CO2 and H2O, oxidation number of Oxygen is -2.
In Peroxides: Oxidation number of oxygen is -1
Ex: H2O2, Na2O2
In Superoxides: Oxygen has (-½) oxidation number
Ex: KO2, RbO2
Oxygen bound to fluorine:
In OF2, oxidation number of oxygen is +2
In O2F2, oxidation number of oxygen is +1. - Oxidation
number of Flourine is always -1.
- Oxidation
number of hydrogen is +1 in all compounds except in metallic Hydrides.
In metallic Hydrides, Hydrogen has -1 oxidation state.
- CaH2, NaH.
- In
a compound, the algebraic sum of the oxidation numbers of all its atoms must be
zero.
- In a complex ion, the algebraic sum of all the oxidation numbers of its atoms must be equal to the charge on the ion.
Oxidation and Reduction in terms of oxidation number:
- Oxidation – An increase in Oxidation
number
Ex: Fe2+ → Fe3+ + e-
Fe2+ is oxidized. - Reduction – A decrease in the oxidation number.
Ex: Fe3+ + e- → Fe2+Fe3+ is reduced.
Oxidation number/states of representative elements
Group Common
oxidation states
1 +1
2
+2
13 +3,
+1
14 +4,
+3, +2, +1, -1, -2, -3, -4
15 +5,
+3, +1, -1, -3
16 +6,
+4, +2, -2
17 +7,
+5, +3, +1, -1
Fractional oxidation number
It is the average oxidation state of the element in
the compound. The element is present in different oxidation states in the
compound
For
example:
The oxidation number of carbon in propane is – 8/3.
The terminal carbons show – 3 oxidation state and
the third carbon in the middle has -2 oxidation so the average oxidation state =
-3 + (-3) + (-2) / 3 = -8 / 3.
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