1. Compute for the total valences of each extreme
element of the compound. If subscript is available, multiply it with
the existing valence of the element.
Eg.
K2Cr2O7
thus, K21+Cr2O7-2
Subscript
is available so multiply it with the original valence.
K2+1(2)Cr2O7-2
(7) thus, the total
valences will be K2+2Cr2O7-14
2. Subtract the valences (disregard the
signs). The difference will be the oxidation state of the middle
element. When subscript is present divide the difference using it.
The quotient will be the final valence of the middle element. Divide
the remaining elements with their subscript to return to their
original oxidation.
Eg.
K2+2Cr2O7-14
from the +2 valence of Potassium and -14 valence of
Oxygen, subtract them producing a difference, irregardless of the
signs, of +12 which is the valence of Chromium.
K2+2/2Cr2+12/2O7-14/7
the quotient will be +6
thus, K2+1Cr2+6O7-2
3. To check if the valences are
correctly given, the positive signs and the negative signs should be
equaled to zero when added in their final oxidation state.
Eg.
K2+2Cr2+12O7-14
(+2)+(+12)+(-14) = 0
4. The final valence of each element
extracted from step 2 will be the final oxidation state to be used in
the REDOX Reactions. The element that reacts to gain or lose
electrons shall be prioritized.
Eg.
Cr26+
+ 6e 2Cr+3