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VSEPR theory
Valence Shell Electron Pair Repulsion Theory
Molecules arrange themselves so that electron domains (bonds and lone pairs) are as far apart as possible to minimize repulsion
Electron domain
A region around a central atom where electrons are located
Each single, double, or triple bond = 1 domain
Each lone pair = 1 domain
Electron geometry
The shape based on the arrangement of all electron domains (bonding + lone pairs)
Determines angles between domains
Molecular geometry
The actual shape of the molecule, based only on the positions of atoms, not lone pairs
Lone pairs affect shape but aren’t “seen” in molecular geometry
Linear geometry
Electron domains: 2
Electron geometry: Linear
Molecular geometry: Linear
Bond angle: 180°
Example: CO₂
Trigonal planar geometry
Electron domains: 3, no lone pairs
Electron geometry: Trigonal planar
Molecular geometry: Trigonal planar
Bond angle: 120°
Example: BF₃
Bent (3 electron domains)
Electron domains: 3 (2 bonding + 1 lone pair)
Electron geometry: Trigonal planar
Molecular geometry: Bent
Bond angle: <120° (lone pair pushes bonds closer)
Example: SO₂
Tetrahedral geometry
Electron domains: 4, no lone pairs
Electron geometry: Tetrahedral
Molecular geometry: Tetrahedral
Bond angle: 109.5°
Example: CH₄
Trigonal pyramidal
Electron domains: 4 (3 bonding + 1 lone pair)
Electron geometry: Tetrahedral
Molecular geometry: Trigonal pyramidal
Bond angle: ~107° (lone pair repels more than bonds)
Example: NH₃
Bent (4 electron domains)
Electron domains: 4 (2 bonding + 2 lone pairs)
Electron geometry: Tetrahedral
Molecular geometry: Bent
Bond angle: ~104.5°
Example: H₂O
Hybridization
The mixing of atomic orbitals (s, p, d) to form new hybrid orbitals that match the observed molecular geometry
sp hybridization
Mixing: one s + one p orbital → two sp orbitals
Electron domains: 2
Geometry: Linear
Remaining unhybridized p orbitals form π bonds
Example: CO₂ (carbon)
sp2 hybridization
Mixing: one s + two p orbitals → three sp² orbitals
Electron domains: 3
Geometry: Trigonal planar
One unhybridized p orbital forms π bond
Example: BF₃, C₂H₄ (ethene)
sp3 hybridization
Mixing: one s + three p orbitals → four sp³ orbitals
Electron domains: 4
Geometry: Tetrahedral
Examples: CH₄, NH₃, H₂O
How to determine hybridization
Count the number of electron domains around the central atom:
2 domains → sp
3 domains → sp²
4 domains → sp³
Sigma bond
Formed by end-to-end overlap of orbitals along the bond axis
Present in ALL bonds (single, double, triple)
Stronger than π bonds
Pi bond
Formed by sideways overlap of unhybridized p orbitals
Only in double and triple bonds
Weaker than σ bond
Prevents rotation around double bond
Double bond
In a double bond (like C=C or C=O):
One sigma bond (from sp²–sp² or sp²–p overlap)
One pi bond (from p–p sideways overlap)
Triple bond
In a triple bond (like N≡N or C≡C):
One sigma bond (from sp–sp overlap)
Two pi bonds (from two sets of p–p overlaps at right angles)
Why hybridization happens
Because pure s and p orbitals don’t point in the right directions for observed bond angles
Hybrid orbitals do, they align perfectly with VSEPR-predicted geometries