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NCERT Exemplar · Q52

Q.Draw the resonating structure of

(i) Ozone molecule
(ii) Nitrate ion
Dnh Dd CbseShort· 2mImportance★★★★★est
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Resonance structures show equivalent ways to arrange electrons when a single Lewis structure cannot capture the true bonding. Ozone has two equivalent structures with alternating single/double bonds; nitrate ion has three equivalent structures with the negative charge and double bond rotating among the three oxygens.


Why resonance structures matter

Some molecules cannot be represented by a single Lewis structure. The actual molecule is a hybrid—a blend of all the resonance forms—where electrons are delocalized over several atoms. Drawing resonance structures reveals this delocalization and explains why, for instance, all three N–O bonds in nitrate are identical in length despite our drawings showing one double and two single bonds.

The key rules: resonance structures differ only in the placement of electrons (never in the position of nuclei), obey the octet rule where possible, and the actual molecule is more stable than any single contributing structure.


(i) Ozone molecule (OX3\ce{O3})

  1. Count valence electrons.

    Each oxygen contributes 6 valence electrons: 3×6=183 \times 6 = 18 electrons total.

  2. Sketch the skeleton.

    The central oxygen is bonded to two terminal oxygens in a bent arrangement:

O−O−O\ce{O - O - O}

  1. Distribute electrons to satisfy octets.

    Place a double bond between the central oxygen and one terminal oxygen, and a single bond to the other. Assign lone pairs so every oxygen has eight electrons:

    Structure I:

         ··O̅ — O⁺ = O··
    

    The left oxygen carries a formal charge of −1 (three lone pairs, one bond = 7 electrons vs. 6 valence), the central oxygen +1 (one lone pair, three bonds = 5 electrons vs. 6 valence), and the right oxygen 0.

  2. Draw the equivalent resonance structure.

    Swap the positions of the double and single bonds:

    Structure II:

         ··O = O⁺ — O̅··
    

    Now the double bond is on the left, the single bond on the right, with formal charges mirrored.

  3. Represent the resonance hybrid.

    The double-headed arrow ↔\leftrightarrow connects the two structures:

X−X22−O ⁣ ⁣− ⁣ ⁣OX+ ⁣ ⁣= ⁣ ⁣O↕O ⁣ ⁣= ⁣ ⁣OX+ ⁣ ⁣− ⁣ ⁣X−X22−O\begin{array}{ccc} \ce{^{-}O} & \!\!-\!\! & \ce{O^{+}} & \!\!=\!\! & \ce{O} \\ & & \updownarrow & & \\ \ce{O} & \!\!=\!\! & \ce{O^{+}} & \!\!-\!\! & \ce{^{-}O} \end{array}

In reality, both O–O bonds are equivalent with a bond order of 1.5, and the negative charge is shared equally over the two terminal oxygens.

Tip

Formal charge = (valence electrons) − (lone-pair electrons) − ½(bonding electrons). Structures with the smallest formal charges, and negative charges on more electronegative atoms, contribute most to the hybrid.


(ii) Nitrate ion (NOX3X−\ce{NO3^-})

  1. Count valence electrons.

    Nitrogen contributes 5, each oxygen 6, plus 1 for the negative charge: 5+3(6)+1=245 + 3(6) + 1 = 24 electrons.

  2. Sketch the skeleton.

    Nitrogen is the central atom bonded to three oxygens in a trigonal planar arrangement:

O−N−O\ce{O - N - O}

O−∣\phantom{\ce{O - }}\ce{|}

O−O\phantom{\ce{O - }}\ce{O}

  1. Distribute electrons.

    Place a double bond to one oxygen and single bonds to the other two. Assign lone pairs to complete octets. Each singly bonded oxygen carries a formal charge of −1, the doubly bonded oxygen 0, and nitrogen +1.

    Structure I:

           O̅
           |
       O = N — O̅
    
  2. Draw the other two equivalent structures. …

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