By Fatskills Exam Guides Team — the exam nerds behind 28,500+ quizzes and 2.1M practice questions across 500+ global exams.
Mastering VSEPR, hybridisation, and MOT unlocks 10–15 marks in IIT JEE—enough to push you from a 90 to a 100+ percentile. These concepts explain why water is bent, why oxygen is paramagnetic, and how to predict bond strengths in seconds. If you can solve these, you can solve any bonding question in the exam.
(If you’re shaky on these, pause and review them first.)
Key Terms: - Steric number (SN): Number of atoms bonded to central atom + number of lone pairs on central atom. - Electron pair geometry: Arrangement of all electron pairs (bonding + lone pairs). - Molecular geometry: Shape considering only bonded atoms (ignores lone pairs).
Formulas: - Steric Number (SN) = (Number of bonded atoms) + (Number of lone pairs on central atom) - MEMORISE THIS – Used to predict shape. - Bond angle deviations: - Lone pairs repel more than bonding pairs → compress bond angles. - Double/triple bonds repel more than single bonds → slightly larger angles.
VSEPR Chart (MEMORISE THIS): | SN | Electron Pair Geometry | Molecular Geometry (0 lone pairs) | Molecular Geometry (1 lone pair) | Molecular Geometry (2 lone pairs) | |--------|----------------------------|---------------------------------------|--------------------------------------|----------------------------------------| | 2 | Linear | Linear (180°) | – | – | | 3 | Trigonal Planar | Trigonal Planar (120°) | Bent (<120°) | – | | 4 | Tetrahedral | Tetrahedral (109.5°) | Trigonal Pyramidal (<109.5°) | Bent (<109.5°) | | 5 | Trigonal Bipyramidal | Trigonal Bipyramidal (90°, 120°) | See-saw (<90°, <120°) | T-shaped (<90°) | | 6 | Octahedral | Octahedral (90°) | Square Pyramidal (<90°) | Square Planar (90°) |
Key Terms: - Hybridisation: Mixing of atomic orbitals to form new hybrid orbitals. - Hybrid orbitals: sp, sp², sp³, sp³d, sp³d² (MEMORISE these). - Sigma (σ) bond: Head-on overlap (single bonds). - Pi (π) bond: Sideways overlap (double/triple bonds).
Formulas: - Hybridisation = Steric Number (SN) - SN = 2 → sp - SN = 3 → sp² - SN = 4 → sp³ - SN = 5 → sp³d - SN = 6 → sp³d² - MEMORISE THIS – Directly linked to VSEPR.
Exceptions (MEMORISE THESE): - NH₃ (SN = 4, sp³ hybridised) – But bond angle is 107° (not 109.5°) due to lone pair repulsion. - H₂O (SN = 4, sp³ hybridised) – Bond angle is 104.5°. - CO₂ (SN = 2, sp hybridised) – Linear, but has two double bonds (π bonds).
Key Terms: - Molecular orbitals (MOs): Formed by combining atomic orbitals (AOs). - Bonding MOs (σ, π): Lower energy, stabilise the molecule. - Antibonding MOs (σ, π): Higher energy, destabilise the molecule. - Bond order (BO): Indicates bond strength and stability.
Formulas: - Bond Order (BO) = ½ [(Number of electrons in bonding MOs) – (Number of electrons in antibonding MOs)] - MEMORISE THIS – Given on exam sheet, but you must know how to apply it. - Magnetic properties: - Paramagnetic: Unpaired electrons present. - Diamagnetic: All electrons paired.
MO Diagrams (MEMORISE THESE): | Molecule | MO Order (for Z ≤ 7) | MO Order (for Z ≥ 8) | |--------------|--------------------------|--------------------------| | B₂, C₂, N₂ | σ1s² < σ1s² < σ2s² < σ2s² < π2pₓ = π2pᵧ < σ2p_z | – | | O₂, F₂ | σ1s² < σ1s² < σ2s² < σ2s² < σ2p_z < π2pₓ = π2pᵧ < π2pₓ = π2pᵧ | Same as left |
Key Observations (MEMORISE): - O₂ is paramagnetic (2 unpaired electrons in π orbitals). - N₂ has BO = 3 (triple bond, very stable). - He₂ does not exist (BO = 0).
Question: Predict the shape, hybridisation, and bond angle of NH₃.
Step 1: Lewis Structure - N (5 valence e⁻) + 3 H (1 each) = 8 valence e⁻. - N forms 3 bonds with H → 6 e⁻ used. - Remaining 2 e⁻ → 1 lone pair on N.
Step 2: Steric Number (SN) - Bonded atoms = 3 (H). - Lone pairs = 1. - SN = 3 + 1 = 4.
Step 3: Molecular Geometry - SN = 4 → Tetrahedral electron pair geometry. - 1 lone pair → Trigonal pyramidal molecular geometry.
Step 4: Hybridisation - SN = 4 → sp³ hybridised.
Step 5: Bond Angle - Ideal tetrahedral angle = 109.5°. - Lone pair repulsion → 107° (actual angle).
What we did and why: - We used VSEPR to predict shape and hybridisation. - Lone pair repulsion compresses the bond angle below 109.5°.
Question: Predict the shape, hybridisation, and magnetic properties of CO₂.
Step 1: Lewis Structure - C (4 valence e⁻) + 2 O (6 each) = 16 valence e⁻. - C forms 2 double bonds with O → 8 e⁻ used. - No lone pairs on C.
Step 2: Steric Number (SN) - Bonded atoms = 2 (O). - Lone pairs = 0. - SN = 2 + 0 = 2.
Step 3: Molecular Geometry - SN = 2 → Linear molecular geometry.
Step 4: Hybridisation - SN = 2 → sp hybridised.
Step 5: Magnetic Properties (MOT) - C (1s² 2s² 2p²) + 2 O (1s² 2s² 2p⁴) → Total 16 e⁻. - MO order for Z ≥ 8: σ1s² < σ1s² < σ2s² < σ2s² < σ2p_z² < π2pₓ² = π2pᵧ² < π2pₓ⁰ = π2pᵧ⁰ < σ2p_z⁰. - Bonding e⁻ = 8 (σ2s² + σ2p_z² + π2pₓ² + π2pᵧ²). - Antibonding e⁻ = 4 (σ1s² + σ2s²). - BO = ½ (8 – 4) = 2. - All electrons paired → Diamagnetic.
What we did and why: - CO₂ is linear due to sp hybridisation. - MOT confirms BO = 2 (double bond) and diamagnetism.
Question: Predict the bond order and magnetic properties of NO. Is NO stable?
Step 1: Lewis Structure (Not needed for MOT, but good practice) - N (5 e⁻) + O (6 e⁻) = 11 valence e⁻. - Forms a double bond (N=O) with 1 unpaired e⁻ on N.
Step 2: MOT Approach - Total e⁻ = 11 (N: 7, O: 8 → 15 e⁻, but NO has 15 – 4 (from 2s²) = 11 in valence MOs). - MO order for Z ≤ 7: σ1s² < σ1s² < σ2s² < σ2s² < π2pₓ² = π2pᵧ² < σ2p_z¹ < π2pₓ⁰ = π2pᵧ⁰. - Bonding e⁻ = 8 (σ2s² + π2pₓ² + π2pᵧ² + σ2p_z¹). - Antibonding e⁻ = 3 (σ1s² + σ2s²). - BO = ½ (8 – 3) = 2.5. - Unpaired e⁻ in σ2p_z → Paramagnetic.
Step 3: Stability Check - BO = 2.5 > 0 → Stable molecule.
What we did and why: - NO has a fractional BO (2.5) due to an unpaired electron. - Paramagnetism is confirmed by MOT.
"Listen up—this is your 60-second VSEPR, hybridisation, and MOT crash course.
You’ve got this. Now go crush that exam."
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