SPEC 3.1.3.5 BONDING
Shapes of Molecules & Ions
VSEPR theory, electron pair repulsion, molecular geometries, and bond angles for molecules and polyatomic ions
VSEPR Theory
Definition
VSEPR (Valence Shell Electron Pair Repulsion) — the shape of a molecule is determined by the repulsion between all electron pairs in the valence shell of the central atom.
Electron pairs (both bonding pairs and lone pairs) are negatively charged. They repel each other and arrange themselves as far apart as possible to minimise repulsion.
Two Types of Electron Pair
Bonding Pair (BP)
Shared between two atoms. Located between the nuclei. Less space needed. Lone Pair (LP)
Non-bonding electrons on central atom. Takes up more space — closer to nucleus, more diffuse.
Key Point
The shape is determined by the positions of the atoms, not the lone pairs. But lone pairs influence bond angles by repelling bonding pairs more strongly.
Repulsion Hierarchy
Not all repulsions are equal. Lone pairs occupy more space and exert greater repulsion than bonding pairs:
Repulsion Order
LP–LP > LP–BP > BP–BPStrongest repulsion Weakest repulsion
Why Lone Pairs Repel More
Lone pairs are held only by one nucleus (the central atom) and spread out more than bonding pairs, which are attracted by two nuclei. This greater spread = stronger repulsion on neighbouring pairs.
2 Electron Pairs — Linear
Two bonding pairs maximise separation at 180°, giving a linear shape.
MoleculeCentral AtomElectron PairsBond AngleShape
BeCl₂Be2 BP, 0 LP180°Linear
CO₂C2 BP (double bonds count as 1 pair), 0 LP180°Linear
Multiple Bonds
Double bonds and triple bonds each count as ONE electron pair for VSEPR purposes. CO₂ has two double bonds = two electron pairs = linear.
Worked Example01
Determine the shape and bond angle of the BeCl₂ molecule. Explain your reasoning using VSEPR theory.
1
Draw the Lewis structure: Be is in Group 2 (2 valence electrons), each Cl has 7. BeCl₂ uses all 4 shared electrons in 2 single bonds. Be has no lone pairs.
2
Count electron pairs around central atom (Be): 2 bonding pairs, 0 lone pairs = 2 electron pairs total.
3
To minimise repulsion, 2 electron pairs arrange at 180° from each other.
4
All electron pairs are bonding pairs, so the molecular shape matches the electron pair geometry.
Shape: Linear | Bond angle: 180°
Both bonding pairs repel equally (BP–BP repulsion), so the Cl–Be–Cl angle is exactly 180°.
3 Electron Pairs
Trigonal Planar
Bond angle: 120°
3 BP, 0 LP | e.g. BF₃, NO₃⁻
Bent (V-Shaped)
Bond angle: ~117°
2 BP, 1 LP | e.g. SO₂
Why Bent is Less Than 120°
In SO₂, the lone pair on S exerts greater repulsion on the two bonding pairs than they exert on each other. This pushes the X–A–X angle below 120° (approximately 117°).
Worked Example02
BF₃ and SO₂ both have three electron pairs around their central atoms. Explain why BF₃ has a bond angle of 120° while SO₂ has a bond angle of approximately 117°.
1
BF₃: B has 3 valence electrons, each F shares 1. Central B has 3 bonding pairs and 0 lone pairs. All repulsions are BP–BP (weakest type), so electron pairs are equally spaced at exactly 120°. All electron pairs are bonding = shape is trigonal planar, bond angle = 120°.
2
SO₂: S has 6 valence electrons. Forming 2 double bonds uses 4 electrons, leaving 2 as a lone pair. Central S has 2 bonding pairs and 1 lone pair.
3
In SO₂, the LP–BP repulsions are greater than BP–BP. The lone pair pushes the two bonding pairs closer together, compressing the O–S–O bond angle below 120° to approximately 117°.
4
The shape of SO₂ is described as bent (V-shaped) because we name shapes based on atom positions only, ignoring lone pairs.
BF₃: trigonal planar, 120° | SO₂: bent, ~117°
4 Electron Pairs
Four electron pairs arrange tetrahedrally. Lone pairs progressively compress bond angles:
Tetrahedral
109.5°
4 BP, 0 LP | CH₄, NH₄⁺, CCl₄
Trigonal Pyramidal
107°
3 BP, 1 LP | NH₃, PCl₃
Bent (V-shaped)
104.5°
2 BP, 2 LP | H₂O, H₂S
Effect of Lone Pairs
Each lone pair added reduces the bond angle by approximately 2–2.5°
CH₄: 4BP, 0LP → 109.5°
NH₃: 3BP, 1LP → 107.0°
H₂O: 2BP, 2LP → 104.5°
LP–BP repulsion > BP–BP repulsion
Worked Example03
Explain why the bond angles decrease in the order: CH₄ (109.5°) > NH₃ (107°) > H₂O (104.5°). Use VSEPR theory in your answer.
1
All three molecules have 4 electron pairs around the central atom. The base geometry (electron pair geometry) is tetrahedral for all three.
2
CH₄: 4 bonding pairs, 0 lone pairs. Only BP–BP repulsions (weakest type). All four bond pairs repel equally, giving bond angles of exactly 109.5°.
3
NH₃: 3 bonding pairs, 1 lone pair. There is now 1 LP–BP repulsion, which is stronger than BP–BP. The lone pair pushes the three bonding pairs closer together, reducing the H–N–H angle to 107°.
4
H₂O: 2 bonding pairs, 2 lone pairs. There are now 2 LP–BP repulsions and 1 LP–LP repulsion (strongest of all). The two lone pairs exert even greater repulsion on the bonding pairs, compressing the H–O–H angle further to 104.5°.
Summary: As the number of lone pairs increases, repulsion on bonding pairs increases, progressively compressing bond angles: 109.5° → 107° → 104.5°.
5 & 6 Electron Pairs
Trigonal Bipyramidal
90° and 120°
Equatorial bonds: 120° | Axial bonds: 90°
Octahedral
90°
6 BP, 0 LP | SF₆, PF₆⁻
All bond angles 90°
Square Planar — 6 EP, 2 LP
XeF₄ has 6 electron pairs (4 BP + 2 LP). The 2 lone pairs go to opposite positions (top and bottom) to maximise separation. Result: 4 X atoms in a square plane, all F–Xe–F angles = 90°. Shape is called square planar.
Polyatomic Ions
Apply VSEPR to ions exactly as for molecules. Adjust the total electron count for the charge first.
Method for Ions
Positive ion (+n charge): Remove n electrons from total count.
Negative ion (−n charge): Add n electrons to total count.
IonTotal EP around central atomBPLPShapeBond Angle
NH₄⁺4 (N has 5 e⁻, loses 1 for + charge; 4 bonds)40Tetrahedral109.5°
NO₃⁻3 (count around N with extra e⁻ from − charge)30Trigonal planar120°
CO₃²⁻3 (double bond counts as 1 EP)30Trigonal planar120°
SO₄²⁻4 (S forms 4 bonds)40Tetrahedral109.5°
Exam Tip
For AQA, focus on NH₄⁺, NO₃⁻, CO₃²⁻, and SO₄²⁻. Note that NO₃⁻ and CO₃²⁻ are both trigonal planar with 120° bond angles — the negative charge is delocalised across the O atoms.
04Worked Example
Determine the shape and bond angles of (a) NH₄⁺ and (b) NO₃⁻. Explain your reasoning in each case.
(a) NH₄⁺:
4 bonding pairs, 0 lone pairs
Next: VSEPR Theory