NEET 2023 Chemistry Question 82 Solution
Question
The number of o bonds, 7 bonds and lone pair of electrons in pyridine, respectively are:
- (1)12, 2,1
- (2)11, 2, 0
- (3)12, 3,0
- (4)11, 3,1
Dynamic 180-question full-length simulator mixed dynamically from all 6 years for 2027 & 2026 aspirants.
The number of o bonds, 7 bonds and lone pair of electrons in pyridine, respectively are:
Pyridine formula is C₅H₅N. Number of σ bonds = (Ring bonds) + (C–H bonds) = 6 + 5 = 11. Conjugated aromatic π bonds = 3 (aromatic sextet). Nitrogen has 1 unshared lone pair in an sp² hybrid orbital in the ring plane = 1 lone pair. Sequence: 11, 3, 1 in 10 seconds!
Pyridine has the chemical formula C₅H₅N. It consists of a planar hexagonal ring of 5 carbon atoms and 1 nitrogen atom, with each carbon bonded to one hydrogen atom:
Sum the ring skeletal bonds and the peripheral C–H single bonds:
The aromatic sextet consists of 6 delocalized π electrons distributed across 3 conjugated double bonds:
The nitrogen atom in pyridine is sp² hybridized. One unhybridized p_z orbital contributes 1 electron to the aromatic π cloud, while the third sp² hybrid orbital holds an unshared lone pair in the ring plane:
Diagnose every choice: Know exactly why the right option works and why distractors fail.
Overcounts σ bonds (12 instead of 11) and undercounts π bonds (2 instead of 3).
Undercounts π bonds and claims zero lone pairs on nitrogen.
Overcounts σ bonds and ignores the nitrogen lone pair.
Accurate: 11 σ bonds (6 ring + 5 C-H), 3 π bonds (aromatic sextet), and 1 localized lone pair on nitrogen.
In pyrrole, the nitrogen lone pair resides in a p-orbital and is part of the aromatic sextet (so it is delocalized and has no basic character). In pyridine, the aromatic sextet comes from the 5 carbon p-electrons and 1 nitrogen p-electron; nitrogen’s lone pair is localized in an sp² hybrid orbital in the ring plane and counts as 1 distinct lone pair!
"Every single bond is a σ bond; double bonds contain one σ and one π bond; lone pairs occupy non-bonding hybrid or atomic orbitals."
Test your speed and accuracy in the authentic 200-minute timed NTA simulator.
Spotted a mistake in this solution? Report an error (support@mycompetitiveexams.com)
Cover all 1,140 official NEET questions in 285 days at your own pace. Progress is saved on your device. No login needed.