Q.Which of the following arrangements represent increasing oxidation number of the central atom?
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Start your 14-day free trial to unlock the full solution →To arrange the given species by increasing oxidation number of their central atoms, we calculate the oxidation state for each: Cr in is +3, Cl in is +5, Cr in is +6, and Mn in is +7. The increasing order is .
The oxidation number (or oxidation state) of an atom in a compound represents the hypothetical charge it would have if all bonds were purely ionic. It's a useful concept for tracking electron transfer in redox reactions and understanding the chemical behaviour of elements. To determine the oxidation number of a central atom in a polyatomic ion, we use a set of rules:
- The oxidation number of oxygen is typically -2, except in peroxides (like ) where it is -1, and in superoxides (like ) where it is -1/2, or when bonded to fluorine (like ) where it is +2. For this problem, oxygen will be -2.
- The sum of the oxidation numbers of all atoms in a neutral compound is zero.
- The sum of the oxidation numbers of all atoms in a polyatomic ion is equal to the charge of the ion.
We will apply these rules to each given species to find the oxidation number of its central atom.
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Calculate the oxidation number of Cr in :
Let the oxidation number of Cr be .
The oxidation number of oxygen is -2.
The overall charge of the ion is -1.
So, we set up the equation:
The oxidation number of Cr in is +3.
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Calculate the oxidation number of Cl in :
Let the oxidation number of Cl be .
The oxidation number of oxygen is -2.
The overall charge of the ion is -1.
So, we set up the equation:
The oxidation number of Cl in is +5.
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Calculate the oxidation number of Cr in :
Let the oxidation number of Cr be .
The oxidation number of oxygen is -2.
The overall charge of the ion is -2.
So, we set up the equation:
The oxidation number of Cr in is +6.
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Calculate the oxidation number of Mn in :
Let the oxidation number of Mn be .
The oxidation number of oxygen is -2.
The overall charge of the ion is -1.
So, we set up the equation: …
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