Chemical Bonding and Molecular Structure can be challenging for NEET aspirants because the chapter covers several interconnected concepts, theories and exceptions. Understanding molecular shapes, hybridisation, formal charges, resonance and bond order requires more than memorising definitions. Students also need to apply these concepts to predict molecular geometry, polarity, stability and magnetic behaviour, making regular revision and question practice essential for exam preparation.
These Chemical Bonding Notes for NEET 2027 bring together key concepts, important formulas, comparison tables, molecular geometry examples and revision points. Use them alongside NCERT Chemistry and the Chemical Bonding One Shot lecture to revise concepts and practise exam-oriented questions.
The valence shell is the outermost occupied electron shell of an atom. Its electrons participate in chemical bonding and largely determine the atom's combining behaviour.
For example, carbon has the electronic configuration (1s^2,2s^2,2p^2), giving it four valence electrons.
|
Theory |
Main Principle |
Application |
|
Octet rule |
Atoms tend to attain stable valence-shell configurations |
Explains many ionic and covalent bonds |
|
VSEPR theory |
Electron domains repel one another |
Predicts molecular geometry |
|
Valence Bond Theory (VBT) |
Covalent bonds form through orbital overlap |
Explains sigma and pi bonds |
|
Hybridisation |
Atomic orbitals mix to form hybrid orbitals |
Helps predict bonding arrangements |
|
Molecular Orbital Theory (MOT) |
Atomic orbitals combine to form molecular orbitals |
Explains bond order and magnetic behaviour |
|
Feature |
Hybridisation |
Orbital Overlap |
|
Meaning |
Mixing of orbitals on the same atom |
Interaction between orbitals of different atoms |
|
Role |
Helps explain bonding directions and geometry |
Enables covalent bond formation |
|
Example |
Formation of four (sp^3) hybrid orbitals in carbon |
Overlap of orbitals to form a C–H bond |
Remember: Hybridisation explains the arrangement of orbitals, while overlap explains how covalent bonds form.
Valence electrons are the electrons in an atom's outermost occupied shell. Lewis structures represent these electrons as dots and shared electron pairs as bonds.
|
Element |
Valence Electrons |
|
Lithium (Li) |
1 |
|
Beryllium (Be) |
2 |
|
Boron (B) |
3 |
|
Carbon (C) |
4 |
|
Nitrogen (N) |
5 |
|
Oxygen (O) |
6 |
|
Fluorine (F) |
7 |
|
Noble gases, generally |
8 |
CCl₄: Carbon forms four single bonds with chlorine and completes its octet.
NH₃: Nitrogen forms three bonds and retains one lone pair.
H₂O: Oxygen forms two bonds and retains two lone pairs.
To determine the number of lone pairs on an atom, count the non-bonding electrons assigned to it and divide by two.
[\text{Lone pairs}=\frac{\text{Non-bonding electrons}}{2}]
When checking an octet, count the electrons around the atom, including bonding electrons shared with neighbouring atoms.
The octet rule states that atoms tend to form bonds that give them eight electrons in their valence shell. However, several species do not follow this rule.
|
Exception |
Description |
Examples |
|
Incomplete octet |
Central atom has fewer than eight electrons |
BeCl₂, BF₃ |
|
Expanded valence shell |
Central atom has more than eight electrons in the conventional Lewis structure |
PCl₅, SF₆ |
|
Odd-electron species |
Total number of valence electrons is odd |
NO, NO₂ |
|
Noble-gas compounds |
Noble gases form compounds under suitable conditions |
XeF₂, XeF₄ |
Important points for NEET:
Second-period elements such as C, N, O and F cannot exceed an octet in their conventional valence-shell structures.
BF₃ is electron-deficient and can act as a Lewis acid.
NO and NO₂ contain an odd number of valence electrons and cannot give every atom a conventional complete octet.
Noble gases are not entirely inert; xenon forms several compounds.
Formal charge is the charge assigned to an atom in a Lewis structure by assuming that bonding electrons are shared equally.
[\text{FC}=V-N-\frac{B}{2}]
Where:
(V) = valence electrons in the free atom
(N) = non-bonding electrons
(B) = bonding electrons
For oxygen, common formal-charge patterns are:
|
Bonds |
Lone Pairs |
Formal Charge |
|
1 |
3 |
−1 |
|
2 |
2 |
0 |
|
3 |
1 |
+1 |
Resonance occurs when a single Lewis structure cannot adequately represent the electron distribution in a species. Multiple contributing structures differ in electron placement, while the positions of the nuclei remain unchanged.
For the carbonate ion, (\mathrm{CO_3^{2-}}):
Three equivalent resonance structures can be drawn.
The negative charge is delocalised over the oxygen atoms.
All three C–O bonds are equivalent in the resonance hybrid.
The average C–O bond order is (4/3).
Exam tip: Choose plausible Lewis structures by checking octet completion where applicable, minimising formal charges and placing negative formal charges preferentially on more electronegative atoms.
A covalent bond forms when atoms share electron pairs. In a typical single covalent bond, each atom contributes one electron. In a coordinate covalent bond, both electrons in the shared pair are initially donated by the same atom.
|
Feature |
Ordinary Covalent Bond |
Coordinate Covalent Bond |
|
Electron contribution during formation |
Usually one electron from each atom |
Both electrons from one donor atom |
|
Shared electron pair |
Two electrons |
Two electrons |
|
Example |
H₂ |
NH₄⁺ formed from NH₃ and H⁺ |
Other examples in which coordinate bonding can be used to describe the formation process include H₃O⁺ and the Lewis acid-base adduct BF₃·NH₃. Once formed, a coordinate bond is not inherently weaker than an ordinary covalent bond.
Covalency refers to the number of covalent bonds an atom forms in a particular species. For many common molecules, the number of sigma and pi bonds associated with an atom helps determine its covalency.
Carbon has covalency four in CH₄.
Carbon also has covalency four in CO₂, where it forms two double bonds.
Fluorine generally forms one covalent bond.
Oxygen commonly forms two covalent bonds, although exceptions exist.
The actual bonding pattern depends on the electronic structure and chemical environment of the atom.
The Valence Shell Electron Pair Repulsion (VSEPR) theory predicts molecular shape by considering repulsions between electron domains around a central atom.
The general order of repulsion is: [\text{LP–LP}>\text{LP–BP}>\text{BP–BP}]. Here, LP means lone pair and BP means bond pair.
|
Electron Domains |
Hybridisation |
Electron-Domain Geometry |
Example |
|
2 |
(sp) |
Linear |
BeCl₂ |
|
3 |
(sp^2) |
Trigonal planar |
BF₃ |
|
4 |
(sp^3) |
Tetrahedral |
CH₄ |
|
5 |
(sp^3d), conventional model |
Trigonal bipyramidal |
PCl₅ |
|
6 |
(sp^3d^2), conventional model |
Octahedral |
SF₆ |
For NEET-level problems, count the sigma bonds and lone pairs on the central atom to determine its electron-domain arrangement and conventional hybridisation.
|
Molecule |
Bond Pairs |
Lone Pairs on Central Atom |
Shape |
Conventional Hybridisation |
|
CH₄ |
4 |
0 |
Tetrahedral |
(sp^3) |
|
NH₃ |
3 |
1 |
Trigonal pyramidal |
(sp^3) |
|
H₂O |
2 |
2 |
Bent or V-shaped |
(sp^3) |
|
CO₂ |
2 |
0 |
Linear |
(sp) |
|
SF₄ |
4 |
1 |
See-saw |
(sp^3d) |
|
ClF₃ |
3 |
2 |
T-shaped |
(sp^3d) |
|
XeF₂ |
2 |
3 |
Linear |
(sp^3d) |
|
SF₆ |
6 |
0 |
Octahedral |
(sp^3d^2) |
In the conventional VSEPR model, lone pairs occupy positions that minimise repulsion. In a trigonal-bipyramidal arrangement, lone pairs preferentially occupy equatorial positions.
Quick trick: The total number of electron domains equals the number of sigma bonds plus the number of lone pairs on the central atom. Double and triple bonds each count as one electron domain.
Understanding sigma and pi bonds helps explain how covalent bonds form and why bond length, bond strength and bond order differ between molecules.
|
Feature |
Sigma ((\sigma)) Bond |
Pi ((\pi)) Bond |
|
Overlap |
Head-on |
Sidewise |
|
Electron density |
Concentrated along the internuclear axis |
Concentrated above and below the internuclear axis |
|
Relative strength |
Generally stronger than a comparable pi contribution |
Generally weaker than a sigma contribution |
|
Occurrence |
Present in every single bond |
Additional bond in double and triple bonds |
For the same pair of atoms, higher bond order generally corresponds to a shorter bond and greater bond strength.
|
Bond |
Bond Order |
Sigma Bonds |
Pi Bonds |
|
Single |
1 |
1 |
0 |
|
Double |
2 |
1 |
1 |
|
Triple |
3 |
1 |
2 |
For the same two atoms, the usual trend is:
Bond length: single bond > double bond > triple bond.
Bond strength: triple bond > double bond > single bond.
These are general trends; actual bond lengths and bond energies also depend on the atoms and their chemical environments.
Dipole moment measures the separation of positive and negative charge. For a simple charge separation, its magnitude is: [\mu=qr]. Here, (q) is the magnitude of the separated charge and (r) is the distance between the charge centres.
The molecular dipole moment is the vector sum of individual bond dipoles. Therefore, a molecule with polar bonds can still be non-polar if its bond dipoles cancel because of symmetry.
|
Molecule |
Shape |
Molecular Polarity |
|
CO₂ |
Linear |
Non-polar |
|
BF₃ |
Trigonal planar |
Non-polar |
|
BeCl₂ |
Linear |
Non-polar |
|
CCl₄ |
Tetrahedral |
Non-polar |
|
NH₃ |
Trigonal pyramidal |
Polar |
|
H₂O |
Bent |
Polar |
|
NF₃ |
Trigonal pyramidal |
Polar |
NH₃ has a greater dipole moment than NF₃ because the resultant bond-dipole contribution and lone-pair-related contribution reinforce each other more effectively in NH₃. In NF₃, the contributions oppose one another.
An ionic bond is the electrostatic attraction between oppositely charged ions. Ionic compounds typically form extended crystal lattices rather than independent molecules.
Common properties include:
High melting points, depending on lattice strength.
Brittle crystalline solids.
Electrical conductivity when molten or dissolved in suitable solvents, but generally not in the solid state.
Strong electrostatic attraction between oppositely charged ions.
Lattice energy is related to the energy change associated with forming or separating an ionic crystal lattice. Its magnitude generally increases with higher ionic charges and smaller interionic distances.
Fajan’s rule helps predict covalent character in ionic compounds by considering the polarising power of the cation and the polarizability of the anion.
|
Factor |
Effect |
|
Small cation |
Greater polarising power |
|
Highly charged cation |
Greater polarising power |
|
Large anion |
Greater polarizability |
|
Highly charged anion |
Generally greater polarizability |
Key takeaway: A small, highly charged cation combined with a large, easily polarised anion generally produces greater covalent character.
Molecular Orbital Theory explains bonding by combining atomic orbitals to form molecular orbitals that extend over the molecule.
Bonding molecular orbitals: Form through constructive combination and have lower energy than the contributing atomic orbitals.
Antibonding molecular orbitals: Form through destructive combination and have higher energy. They are marked with an asterisk, such as (\sigma^) and (\pi^).
Magnetic behaviour: Depends on whether the molecule contains unpaired electrons.
Where (N_b) is the number of electrons in bonding molecular orbitals and (N_a) is the number in antibonding molecular orbitals.
|
Species |
Bond Order |
Magnetic Behaviour |
|
H₂ |
1 |
Diamagnetic |
|
He₂ |
0 |
Not stable as a conventional bound molecule |
|
N₂ |
3 |
Diamagnetic |
|
O₂ |
2 |
Paramagnetic |
A positive bond order generally indicates a net stabilising interaction in the simple MO model. Zero bond order indicates no net bond stabilisation in that model.
Unpaired electrons make a species paramagnetic.
Species with all electrons paired are diamagnetic.
Adding an electron to a bonding orbital increases bond order by 0.5.
Adding an electron to an antibonding orbital decreases bond order by 0.5.
NEET favourite: O₂ is paramagnetic because it contains two unpaired electrons in its (\pi^*) antibonding molecular orbitals.
Hydrogen bonding is an attractive interaction that occurs when hydrogen bonded to a highly electronegative atom, typically F, O or N, interacts with an electron-rich site.
|
Type |
Description |
Typical Effect |
|
Intermolecular |
Occurs between different molecules |
Often increases boiling point, viscosity and molecular association |
|
Intramolecular |
Occurs within the same molecule |
Can reduce intermolecular association and increase volatility |
Water and ice: Hydrogen bonding between water molecules helps create the open lattice of ice.
Ortho-nitrophenol: Can form intramolecular hydrogen bonds and is generally more volatile.
Para-nitrophenol: Can form intermolecular hydrogen bonds and generally has a higher boiling point than ortho-nitrophenol.
The effects of hydrogen bonding depend on molecular structure and the extent of intermolecular association.
Effective revision of Chemical Bonding and Molecular Structure requires a balance of conceptual understanding, formula recall and regular question practice. Follow these steps to strengthen your preparation for NEET 2027:
Revise key theories: Review the octet rule, VSEPR theory, Valence Bond Theory and Molecular Orbital Theory.
Practise molecular geometry: Solve questions on hybridisation, electron domains, lone pairs and molecular shapes.
Memorise important formulas: Revise formal charge, bond order and dipole moment calculations.
Review exceptions: Focus on incomplete octets, expanded valence shells, resonance and odd-electron species.
Use comparison tables: Recall trends in bond length, bond strength, polarity and magnetic behaviour.
Solve NCERT-based questions: Practise textbook examples and exercises to strengthen conceptual understanding.
Analyse your mistakes: Revisit difficult questions and practise similar problems to improve accuracy for NEET 2027.
Chemical Bonding and Molecular Structure connects electronic configuration with molecular shape, stability and chemical properties. For NEET 2027, focus on understanding the rules behind bonding, practising molecular geometry and hybridisation questions, and applying MOT to bond order and magnetic behaviour. Regular NCERT revision and chapter-wise practice can help you strengthen these concepts and approach Chemistry questions with greater confidence.
