Prerequisites
Before studying hybridization, review:
- Atomic Orbitals — s, p, d orbital shapes
- VSEPR Theory — Molecular geometries
- Covalent Bonding — Electron sharing and bond formation
The Hook: The Carbon Chameleon
Carbon is the ultimate shape-shifter!
In diamond: Each carbon bonds to 4 neighbors → Tetrahedral → Hardest natural material In graphite: Each carbon bonds to 3 neighbors → Planar → Soft enough to write with In acetylene (welding torches): Each carbon bonds to 2 atoms → Linear → Burns at 3300°C!
Same atom. Same number of valence electrons. Completely different geometries!
How? The secret is hybridization — atoms can “remix” their orbitals to create bonds with different shapes and strengths!
In Oppenheimer (2023), graphite was used in nuclear reactors because of its planar sp² structure. Diamond wouldn’t work! Understanding hybridization isn’t just theory — it’s understanding why materials have the properties that make technology possible.
JEE Gold Mine: 3-4 questions every year worth 12-16 marks. Master the formula, and you’ll solve hybridization in 10 seconds flat!
The Core Concept
What is Hybridization?
Hybridization is the mixing of atomic orbitals of slightly different energies to form new hybrid orbitals of equal energy, suitable for bonding.
$$\boxed{\text{Atomic orbitals (different energies)} \xrightarrow{\text{mix}} \text{Hybrid orbitals (equal energy, new shapes)}}$$In simple terms: Imagine you have different paint colors (s, p, d orbitals). Mix them together, and you get a completely new color (hybrid orbital) that’s uniform and perfect for painting (bonding)!
Why Do Atoms Hybridize?
Problem without hybridization:
Take carbon (ground state): 1s² 2s² 2p² — Carbon should form only 2 bonds (2 unpaired electrons in 2p)!
But we know CH₄ exists with 4 C-H bonds! How?
Solution: Hybridization!
- Promote one 2s electron to 2p (requires energy)
- Mix one 2s and three 2p orbitals → four sp³ hybrids
- Now carbon has 4 half-filled orbitals → can form 4 bonds!
- Energy released from forming 4 bonds > energy needed for promotion
Visualizing the Hybridization Process
The Magic Formula: Instant Hybridization
The Steric Number Formula
$$\boxed{H = \frac{1}{2}[V + M - C + A]}$$Where H = Hybridization number (sum of orbitals)
- V = Valence electrons of central atom
- M = Number of monovalent atoms (H, Cl, Br, I, etc.)
- C = Charge if cation (positive charge)
- A = Charge if anion (negative charge)
Then:
| H Value | Hybridization | Geometry |
|---|---|---|
| 2 | sp | Linear |
| 3 | sp² | Trigonal planar |
| 4 | sp³ | Tetrahedral |
| 5 | sp³d | Trigonal bipyramidal |
| 6 | sp³d² | Octahedral |
| 7 | sp³d³ | Pentagonal bipyramidal |
Don’t draw Lewis structures! Use the formula directly:
Example: NH₃
- V = 5 (N has 5 valence e⁻)
- M = 3 (three H atoms)
- C = 0, A = 0
- H = ½[5 + 3] = ½[8] = 4 → sp³
Example: SF₆
- V = 6 (S has 6 valence e⁻)
- M = 6 (six F atoms)
- H = ½[6 + 6] = 6 → sp³d²
Takes 5 seconds! Much faster than drawing Lewis structures!
sp Hybridization: The Linear Specialist
sp Hybridization Diagram
Formation
One s orbital + One p orbital → Two sp hybrid orbitals
Characteristics
- Number of orbitals: 2
- Geometry: Linear
- Bond angle: 180°
- s-character: 50% (most s-character!)
- Shape: Two lobes pointing in opposite directions
Examples
BeCl₂ (Beryllium Chloride)
Hybridization:
- Be: 1s² 2s² → Excite → 1s² 2s¹ 2p¹
- Mix 2s + 2p → two sp orbitals
- Each sp orbital overlaps with Cl 3p
- Result: Linear molecule (Cl-Be-Cl at 180°)
Formula check:
- V = 2, M = 2, C = 0, A = 0
- H = ½[2+2] = 2 → sp ✓
C₂H₂ (Acetylene/Ethyne)
Structure: H-C≡C-H
For each carbon:
- sp hybridization (2 sp orbitals)
- 1 sp overlaps with H (σ bond)
- 1 sp overlaps with other C (σ bond)
- 2 unhybridized p orbitals form 2 π bonds with other C
Result:
- C-C has 1 σ (sp-sp) + 2 π (p-p) = triple bond
- Linear geometry (H-C-C-H all in a line)
sp hybridization means:
- 2 σ bonds (from 2 sp orbitals)
- Remaining unhybridized p orbitals → π bonds
- Triple bond = sp + 2π bonds
- Linear geometry (180°)
Key molecules:
- CO₂: sp on C (O=C=O linear)
- HCN: sp on C (H-C≡N linear)
- BeF₂: sp on Be
sp² Hybridization: The Planar Pro
sp2 Hybridization Diagram
Formation
One s orbital + Two p orbitals → Three sp² hybrid orbitals
Characteristics
- Number of orbitals: 3
- Geometry: Trigonal planar
- Bond angle: 120°
- s-character: 33.3%
- Shape: Three lobes in a plane, 120° apart
Examples
BF₃ (Boron Trifluoride)
Hybridization:
- B: 1s² 2s² 2p¹ → Excite → 1s² 2s¹ 2p²
- Mix 2s + 2p + 2p → three sp² orbitals
- Each sp² overlaps with F 2p
- Result: Planar molecule (all in same plane, 120°)
Formula check:
- V = 3, M = 3
- H = ½[3+3] = 3 → sp² ✓
C₂H₄ (Ethylene/Ethene)
Structure: H₂C=CH₂
For each carbon:
- sp² hybridization (3 sp² orbitals)
- 2 sp² overlap with H (σ bonds)
- 1 sp² overlaps with other C (σ bond)
- 1 unhybridized p orbital forms π bond with other C
Result:
- C=C has 1 σ (sp²-sp²) + 1 π (p-p) = double bond
- Planar geometry (all 6 atoms in same plane)
Benzene (C₆H₆)
Each carbon:
- sp² hybridization
- Forms 3 σ bonds (2 with C, 1 with H)
- 1 unhybridized p orbital → delocalized π system (aromatic ring)
Result: Flat hexagonal ring with delocalized electrons above and below plane
sp² hybridization means:
- 3 σ bonds (from 3 sp² orbitals)
- 1 unhybridized p orbital → π bond
- Double bond = sp² σ + 1π bond
- Trigonal planar geometry (120°)
Key molecules:
- C₂H₄: sp² on C (ethylene, planar)
- CO₃²⁻: sp² on C (carbonate, planar)
- NO₃⁻: sp² on N (nitrate, planar)
- Graphite: sp² on C (planar sheets)
sp³ Hybridization: The Tetrahedral Champion
sp3 Hybridization Diagram
Formation
One s orbital + Three p orbitals → Four sp³ hybrid orbitals
Characteristics
- Number of orbitals: 4
- Geometry: Tetrahedral
- Bond angle: 109.5°
- s-character: 25%
- Shape: Four lobes pointing to corners of a tetrahedron
Examples
CH₄ (Methane)
Hybridization:
- C: 1s² 2s² 2p² → Excite → 1s² 2s¹ 2p³
- Mix 2s + 2p + 2p + 2p → four sp³ orbitals
- Each sp³ overlaps with H 1s
- Result: Tetrahedral molecule (all angles 109.5°)
Formula check:
- V = 4, M = 4
- H = ½[4+4] = 4 → sp³ ✓
NH₃ (Ammonia)
Hybridization:
- N: 1s² 2s² 2p³ (already has 3 unpaired + 1 pair)
- Mix 2s + 2p + 2p + 2p → four sp³ orbitals
- 3 sp³ overlap with H (σ bonds)
- 1 sp³ holds lone pair
Result:
- Electron geometry: Tetrahedral
- Molecular geometry: Trigonal pyramidal (1 LP)
- Bond angle: ~107° (LP-BP repulsion reduces from 109.5°)
H₂O (Water)
Hybridization:
- O: 1s² 2s² 2p⁴ (2 unpaired + 2 pairs)
- Mix 2s + 2p + 2p + 2p → four sp³ orbitals
- 2 sp³ overlap with H (σ bonds)
- 2 sp³ hold lone pairs
Result:
- Electron geometry: Tetrahedral
- Molecular geometry: Bent (2 LP)
- Bond angle: ~104.5° (2 LP-BP repulsions reduce angle)
sp³ hybridization doesn’t mean tetrahedral shape!
Molecular shape depends on lone pairs:
- 4 BP, 0 LP: Tetrahedral (CH₄) — 109.5°
- 3 BP, 1 LP: Trigonal pyramidal (NH₃) — ~107°
- 2 BP, 2 LP: Bent (H₂O) — ~104.5°
Lone pairs occupy sp³ orbitals too! They just don’t show up in molecular shape.
Diamond (Carbon Network)
Each carbon:
- sp³ hybridization
- Forms 4 σ bonds with 4 other C atoms
- 3D network structure
Result: Extremely strong, rigid structure (hardest natural material!)
sp³d Hybridization: The Five-Fold Master
sp³d Hybridization Diagram
Formation
One s + Three p + One d orbital → Five sp³d hybrid orbitals
Requirement: Atom must be in Period 3 or higher (needs accessible d-orbitals)
Characteristics
- Number of orbitals: 5
- Geometry: Trigonal bipyramidal
- Bond angles: 90° (axial-equatorial), 120° (equatorial-equatorial)
- s-character: 20%
- Shape: 3 orbitals in plane (equatorial), 2 perpendicular (axial)
Examples
PCl₅ (Phosphorus Pentachloride)
Hybridization:
- P: [Ne] 3s² 3p³ → Excite → 3s¹ 3p³ 3d¹
- Mix 3s + three 3p + one 3d → five sp³d orbitals
- Each sp³d overlaps with Cl 3p
- Result: Trigonal bipyramidal (TBP) structure
Formula check:
- V = 5, M = 5
- H = ½[5+5] = 5 → sp³d ✓
Bond lengths:
- Axial P-Cl bonds: longer (weaker, more repulsion)
- Equatorial P-Cl bonds: shorter (stronger)
SF₄ (Sulfur Tetrafluoride)
Hybridization:
- S: 3s² 3p⁴ → Excite → 3s¹ 3p³ 3d¹
- Five sp³d orbitals
- 4 sp³d overlap with F (σ bonds)
- 1 sp³d holds lone pair (at equatorial position!)
Result:
- Electron geometry: Trigonal bipyramidal
- Molecular geometry: See-saw (1 LP at equatorial)
In sp³d, lone pairs ALWAYS go to equatorial positions first!
Why? Equatorial has only 2 neighbors at 90° (less repulsion), while axial has 3 neighbors at 90° (more repulsion).
Shapes from sp³d:
- 5 BP, 0 LP: Trigonal bipyramidal (PCl₅)
- 4 BP, 1 LP: See-saw (SF₄) — LP at equatorial
- 3 BP, 2 LP: T-shaped (ClF₃) — 2 LP at equatorial
- 2 BP, 3 LP: Linear (XeF₂) — 3 LP at all equatorial
sp³d² Hybridization: The Octahedral Giant
sp³d² Hybridization Diagram
Formation
One s + Three p + Two d orbitals → Six sp³d² hybrid orbitals
Requirement: Period 3+ elements only
Characteristics
- Number of orbitals: 6
- Geometry: Octahedral
- Bond angles: 90°
- s-character: 16.7%
- Shape: 6 orbitals pointing to corners of an octahedron
Examples
SF₆ (Sulfur Hexafluoride)
Hybridization:
- S: 3s² 3p⁴ → Excite → 3s¹ 3p³ 3d²
- Mix 3s + three 3p + two 3d → six sp³d² orbitals
- Each sp³d² overlaps with F 2p
- Result: Perfect octahedral structure
Formula check:
- V = 6, M = 6
- H = ½[6+6] = 6 → sp³d² ✓
Properties:
- All bond angles = 90°
- All S-F bonds equal in length and strength
- Highly symmetrical, very stable
XeF₄ (Xenon Tetrafluoride)
Hybridization:
- Xe: [Kr] 5s² 5p⁶ → Excite → 5s¹ 5p³ 5d²
- Six sp³d² orbitals
- 4 sp³d² overlap with F (σ bonds)
- 2 sp³d² hold lone pairs (opposite positions!)
Result:
- Electron geometry: Octahedral
- Molecular geometry: Square planar (2 LP opposite)
In sp³d², all 6 positions are equivalent, BUT:
Lone pairs prefer to be opposite each other (180° apart) to minimize repulsion.
Shapes from sp³d²:
- 6 BP, 0 LP: Octahedral (SF₆) — all 90°
- 5 BP, 1 LP: Square pyramidal (BrF₅) — LP at one position
- 4 BP, 2 LP: Square planar (XeF₄) — 2 LP opposite
sp³d³ Hybridization: The Rare Seven
Formation
One s + Three p + Three d orbitals → Seven sp³d³ hybrid orbitals
Very rare! Only seen in large atoms like I, Xe under special conditions.
Characteristics
- Number of orbitals: 7
- Geometry: Pentagonal bipyramidal
- Bond angles: 72° (in pentagon), 90° (axial to pentagon)
Example
IF₇ (Iodine Heptafluoride)
Hybridization:
- I: 5s² 5p⁵ → Excite → 5s¹ 5p³ 5d³
- Seven sp³d³ orbitals
- All 7 overlap with F atoms
Result: Pentagonal bipyramidal (5 F in a pentagon, 2 F above/below)
Formula check:
- V = 7, M = 7
- H = ½[7+7] = 7 → sp³d³ ✓
Hybridization and Bond Properties
s-Character Effect
More s-character → Stronger, shorter bonds
| Hybridization | s-character | Bond Strength | Bond Length |
|---|---|---|---|
| sp | 50% | Strongest | Shortest |
| sp² | 33.3% | Medium | Medium |
| sp³ | 25% | Weakest | Longest |
| sp³d | 20% | Weaker | Longer |
| sp³d² | 16.7% | Weakest | Longest |
Example: C-C bonds
- C≡C (sp-sp): 120 pm (shortest, strongest)
- C=C (sp²-sp²): 134 pm (medium)
- C-C (sp³-sp³): 154 pm (longest, weakest)
Electronegativity Effect
More s-character → Higher electronegativity
Why? s-orbitals are closer to nucleus than p-orbitals.
Example:
- sp carbon (50% s): More electronegative than sp³ carbon (25% s)
- Acidity: HC≡CH (sp C-H, pKₐ ≈ 25) more acidic than CH₄ (sp³ C-H, pKₐ ≈ 50)
Higher s-character means:
- ✓ Shorter bonds
- ✓ Stronger bonds
- ✓ Higher electronegativity
- ✓ Smaller bond angles (wait, what?)
Bond angle paradox:
- Pure p-p overlap → 90°
- More s-character → angle moves toward ideal geometry
- sp: 180° (linear)
- sp²: 120° (trigonal)
- sp³: 109.5° (tetrahedral)
For JEE: If they ask “which C-H bond is shortest?” → Look for sp carbon!
Memory Tricks & Patterns
The Hybridization Ladder
sp³d³ ← Rare, Period 5+
sp³d² ← Octahedral starts here
sp³d ← d-orbitals start here (Period 3+)
sp³ ← Most common in organic chemistry
sp² ← Double bonds live here
sp ← Triple bonds live here
Quick Recognition Table
| If molecule has… | Hybridization likely… |
|---|---|
| Triple bond (≡) | sp on that atom |
| Double bond (=) | sp² on that atom |
| Single bonds only | sp³ (or sp³d if >4 bonds) |
| 5 bonds | sp³d |
| 6 bonds | sp³d² |
Geometry Mnemonics
“2-3-4-5-6 → Linear-Plane-Tetra-TBP-Octa”
- 2 orbitals → Linear (sp)
- 3 orbitals → Planar (sp²)
- 4 orbitals → Tetrahedral (sp³)
- 5 orbitals → TBP (sp³d)
- 6 orbitals → Octahedral (sp³d²)
Common Mistakes to Avoid
Mistake: “sp³ means tetrahedral shape”
Correct:
- sp³ is the hybridization (orbital mixing)
- Shape depends on lone pairs!
- NH₃: sp³ hybridization, trigonal pyramidal shape
- H₂O: sp³ hybridization, bent shape
JEE Rule: State hybridization as “sp³” but shape as the molecular geometry from VSEPR!
Mistake: “Carbon has 2s² 2p², so it can only form 2 bonds”
Correct:
- Carbon promotes one 2s electron to 2p (excited state)
- Now it has 4 half-filled orbitals
- Hybridization creates 4 equivalent sp³ orbitals
- Forms 4 bonds!
Energy justification: Energy gained from 4 bonds > energy needed for promotion
Mistake: “NH₅ can form with sp³d hybridization”
Wrong! Nitrogen is in Period 2 — no accessible d-orbitals!
Correct:
- sp³d requires Period 3+ (3d, 4d, 5d orbitals available)
- Period 2 (C, N, O, F) can NEVER exceed sp³
- Maximum bonds: 4 (sp³) for Period 2 elements
Why can’t Period 2 use d-orbitals?
- 2d orbitals don’t exist (quantum mechanics)
- Next available d is 3d (too high in energy)
- So Period 2 is limited to 2s and 2p orbitals only!
Practice Problems
Level 1: Foundation (NCERT Style)
Question: Identify the hybridization of carbon in: (a) CH₄ (b) C₂H₄ (c) C₂H₂
Solution:
(a) CH₄:
- V = 4, M = 4
- H = ½[4+4] = 4 → sp³
- Geometry: Tetrahedral
(b) C₂H₄:
- For each C: V = 4, M = 2 (2 H) + 1 (other C) = 3 effective
- Actually, simpler: count bonds
- 3 σ bonds (2 C-H, 1 C-C) → sp²
- Geometry: Trigonal planar
(c) C₂H₂:
- For each C: V = 4, 1 H + 1 C
- 2 σ bonds → sp
- Geometry: Linear
Quick method: Count σ bonds!
- 4 σ → sp³
- 3 σ → sp²
- 2 σ → sp
Question: Why is H₂O bent and not linear despite sp³ hybridization?
Solution:
Hybridization analysis:
- O has sp³ hybridization (H = ½[6+2] = 4)
- 4 sp³ orbitals in tetrahedral arrangement
- 2 sp³ orbitals form σ bonds with H
- 2 sp³ orbitals hold lone pairs
Shape determination:
- Electron geometry: Tetrahedral (4 electron pairs)
- Molecular geometry: Bent (only 2 H atoms visible)
- LP-LP repulsion pushes H atoms closer
- Bond angle: 104.5° (not 109.5°)
Answer: sp³ hybridization creates tetrahedral electron geometry, but the molecular shape is bent due to 2 lone pairs occupying 2 of the 4 sp³ orbitals.
Level 2: JEE Main Type
Question: Which of the following has sp³d² hybridization? (A) PCl₅ (B) SF₆ (C) BF₃ (D) NH₃
Solution:
(A) PCl₅:
- V = 5, M = 5
- H = ½[5+5] = 5 → sp³d ✗
(B) SF₆:
- V = 6, M = 6
- H = ½[6+6] = 6 → sp³d² ✓
(C) BF₃:
- V = 3, M = 3
- H = ½[3+3] = 3 → sp² ✗
(D) NH₃:
- V = 5, M = 3
- H = ½[5+3] = 4 → sp³ ✗
Answer: (B) SF₆
Question: Arrange the following C-H bonds in order of decreasing bond length: C₂H₆ (ethane), C₂H₄ (ethene), C₂H₂ (ethyne)
Solution:
Identify hybridization:
- C₂H₆: C is sp³ (single bonds only)
- C₂H₄: C is sp² (C=C double bond)
- C₂H₂: C is sp (C≡C triple bond)
s-character:
- sp: 50% s
- sp²: 33.3% s
- sp³: 25% s
Bond length trend: More s-character → shorter bond (s-orbitals closer to nucleus)
Order:
- sp (shortest) < sp² < sp³ (longest)
- C₂H₂ < C₂H₄ < C₂H₆
Answer: C₂H₆ > C₂H₄ > C₂H₂ (decreasing bond length)
Actual values:
- C₂H₆ (sp³ C-H): ~109 pm
- C₂H₄ (sp² C-H): ~108 pm
- C₂H₂ (sp C-H): ~106 pm
Level 3: JEE Advanced Type
Question: Determine the hybridization of the central atom in: (a) [Fe(CN)₆]⁴⁻ (b) [Ni(CO)₄] (c) [Cu(NH₃)₄]²⁺
Solution:
(a) [Fe(CN)₆]⁴⁻:
- Central atom: Fe
- 6 ligands (CN⁻) bonded
- Coordination number = 6
- Hybridization: sp³d² (or d²sp³ — same thing)
- Geometry: Octahedral
(b) [Ni(CO)₄]:
- Central atom: Ni
- 4 ligands (CO) bonded
- Coordination number = 4
- Hybridization: sp³
- Geometry: Tetrahedral
(c) [Cu(NH₃)₄]²⁺:
- Central atom: Cu²⁺
- 4 ligands (NH₃) bonded
- Coordination number = 4
- Hybridization: dsp² (or sp²d)
- Geometry: Square planar (NOT tetrahedral!)
Note: For coordination complexes, geometry depends on the metal, oxidation state, and ligand field. dsp² gives square planar, sp³ gives tetrahedral.
Question: In the molecule CH₂=CH-CN: (a) Identify hybridization of each carbon (b) Predict all C-C bond lengths qualitatively (c) Which C-H bond is shortest?
Solution:
Structure: H₂C=CH-C≡N
(a) Hybridization:
C₁ (left carbon, in CH₂):
- Forms 3 σ bonds (2 C-H, 1 C=C)
- Hybridization: sp²
C₂ (middle carbon):
- Forms 3 σ bonds (1 C-H, 1 to C₁, 1 to C₃)
- Hybridization: sp²
C₃ (right carbon, in CN):
- Forms 2 σ bonds (1 to C₂, 1 C≡N)
- Hybridization: sp
(b) C-C bond lengths:
- C₁=C₂: Double bond (sp²-sp²) → ~134 pm
- C₂-C₃: Single bond (sp²-sp) → ~146 pm (shorter than typical sp³-sp³ due to sp contribution)
Order: C₁=C₂ < C₂-C₃
(c) Shortest C-H bond:
C-H bond lengths depend on hybridization:
- C₁-H: sp² C-H
- C₂-H: sp² C-H
Wait, there are NO sp C-H bonds in this molecule! (C₃ is bonded to N, not H)
So all C-H bonds are sp² → all equal in length (~108 pm)
Answer: (a) C₁: sp², C₂: sp², C₃: sp (b) C₁=C₂ (shortest) < C₂-C₃ (c) All C-H bonds equal (all sp²)
Quick Revision Box
| Hybridization | Orbitals Mixed | Number | Geometry | Bond Angle | Example |
|---|---|---|---|---|---|
| sp | s + p | 2 | Linear | 180° | BeCl₂, C₂H₂ |
| sp² | s + 2p | 3 | Trigonal planar | 120° | BF₃, C₂H₄ |
| sp³ | s + 3p | 4 | Tetrahedral | 109.5° | CH₄, NH₃ |
| sp³d | s + 3p + d | 5 | Trigonal bipyramidal | 90°, 120° | PCl₅, SF₄ |
| sp³d² | s + 3p + 2d | 6 | Octahedral | 90° | SF₆, XeF₄ |
| sp³d³ | s + 3p + 3d | 7 | Pentagonal bipyramidal | 72°, 90° | IF₇ |
Formula Recall
$$\boxed{H = \frac{1}{2}[V + M - C + A]}$$- H = 2 → sp
- H = 3 → sp²
- H = 4 → sp³
- H = 5 → sp³d
- H = 6 → sp³d²
s-Character Memory
| Hybridization | s-character | Property |
|---|---|---|
| sp | 50% | Shortest, strongest bonds |
| sp² | 33.3% | Medium |
| sp³ | 25% | Longest, weakest bonds |
| sp³d | 20% | Weaker |
| sp³d² | 16.7% | Weakest |
Real-World Applications
1. Diamond vs Graphite:
- Diamond: sp³ → 3D network → hardest material
- Graphite: sp² → planar sheets → soft, lubricant, conducts electricity
2. Polymers:
- Polyethylene: sp³ C-C chains → flexible plastics
- Kevlar: sp² aromatic rings → bullet-proof vests (rigid, strong)
3. Semiconductors:
- Silicon: sp³ → tetrahedral lattice → computer chips
- Graphene: sp² carbon → strongest 2D material, future electronics
4. Pharmaceuticals:
- Drug shape depends on hybridization
- sp² and sp centers create rigid structures (important for enzyme binding)
- sp³ creates flexible chains
5. Fuels:
- Gasoline (sp³ C-C): Low energy per bond → burns efficiently
- Acetylene (sp C≡C): High energy → welding torches at 3300°C!
6. Organic Synthesis:
- Alkenes (sp²): Reactive double bonds → most reactions happen here
- Alkynes (sp): Even more reactive → building blocks for complex molecules
Teacher’s Summary
1. Hybridization = orbital mixing for better bonding
- Atoms mix s, p, (d) orbitals → equal energy hybrids
- Allows formation of more bonds than expected
- Energy payoff: 4 bonds (CH₄) releases more energy than promotion costs
2. Use the magic formula for instant answers
$$H = \frac{1}{2}[V + M - C + A]$$- Saves 30 seconds per question (no Lewis structures needed!)
- H = 2, 3, 4, 5, 6 → sp, sp², sp³, sp³d, sp³d²
3. Hybridization determines geometry (electron geometry)
- sp → Linear (180°)
- sp² → Trigonal planar (120°)
- sp³ → Tetrahedral (109.5°)
- sp³d → TBP (90°, 120°)
- sp³d² → Octahedral (90°)
4. Hybridization ≠ Molecular shape
- Hybridization includes lone pairs
- Molecular shape only considers atoms
- NH₃: sp³ hybridization, trigonal pyramidal shape
5. More s-character = shorter, stronger bonds
- sp (50% s) > sp² (33%) > sp³ (25%)
- C≡C shortest, C-C longest
- Explains why triple bonds are strongest!
6. d-orbitals only for Period 3+
- Period 2 (C, N, O, F): Maximum sp³ (no d-orbitals!)
- Period 3+ (P, S, Cl): Can use sp³d, sp³d²
- Explains why SF₆ exists but OF₆ doesn’t
7. For JEE:
- Memorize the formula (saves massive time!)
- Know s-character trends (bond length questions!)
- Recognize hybridization from structure (count σ bonds!)
- Don’t confuse hybridization with shape
“Hybridization is nature’s way of remixing orbitals to create the perfect bonding playlist!”
Related Topics
Within Chemical Bonding
- VSEPR Theory — Predicts geometries (which hybridization explains)
- Covalent Bonding — The bonds that hybrid orbitals form
- Molecular Orbital Theory — Alternative (more accurate) bonding theory
- Ionic Bonding — No hybridization here (electron transfer, not sharing)
Cross-Chapter Links
- Orbital Shapes — s, p, d orbital geometries
- Electronic Configuration — Valence electrons
- Coordination Compounds — sp³d², d²sp³ hybridization in complexes
- Organic Chemistry — Everything organic uses hybridization!
- Hydrocarbons — Alkanes (sp³), alkenes (sp²), alkynes (sp)
Cross-Subject: Physics
- Quantum Mechanics — Why orbitals exist
- Atomic Structure — Energy levels
Cross-Subject: Math
- 3D Geometry — Visualizing molecular shapes
- Vectors — Orbital directions