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Bond Angles and Molecular Geometry: Study Notes

Study Guide - Smart Notes

Tailored notes based on your materials, expanded with key definitions, examples, and context.

Bond Angles and Molecular Geometry

Concept: Bond Angles (Simplified)

The bond angle is the angle formed by two adjacent, neighboring atoms in a molecule. Bond angles are determined by the arrangement of electron pairs (bonding and lone pairs) around a central atom, which is described by the Valence Shell Electron Pair Repulsion (VSEPR) theory.

  • Ideal Bond Angle: The angle between adjacent atoms in a molecule when all electron groups are bonding pairs and are arranged to minimize repulsion.

  • Lone Pairs: When lone pairs are present, they occupy more space than bonding pairs, causing bond angles to decrease from the ideal value.

Key Points:

  • Bond angles help differentiate molecules with the same number of electron groups.

  • The presence of lone pairs reduces bond angles compared to the ideal geometry.

Examples

  • Example 1: If the H–C–H angle within the CH4 molecule is 109.5°, what is the H–N–H bond angle within NH3? Answer: 107° (less than 109.5° due to the presence of a lone pair on nitrogen).

  • Example 2: Determine the H–Si–H bond angle for the following compound: SiH4. Answer: 109.5° (tetrahedral geometry, no lone pairs).

Bond Angles Table

The following table summarizes the ideal bond angles for different numbers of electron groups and lone pairs:

Electron Groups

0 Lone Pairs

1 Lone Pair

2 Lone Pairs

2

180° (linear)

3

120° (trigonal planar)

~119° (bent)

4

109.5° (tetrahedral)

~107° (trigonal pyramidal)

~104.5° (bent)

Additional info: The table above is inferred from VSEPR theory and standard bond angles for common molecular geometries.

Practice Problems

  • BeCl2: Determine the bond angle. Answer: 180° (linear, 2 electron groups, no lone pairs).

  • SCN- (thiocyanate ion): Determine the bond angle. Answer: 180° (linear, 2 electron groups, no lone pairs).

  • CO2: Determine the Cl–O–Cl bond angle. Answer: 180° (linear, 2 electron groups, no lone pairs).

Summary Table: Common Electron Group Geometries and Bond Angles

Electron Groups

Geometry

Bond Angle

Example

2

Linear

180°

CO2, BeCl2

3

Trigonal Planar

120°

BF3

4

Tetrahedral

109.5°

CH4, SiH4

Additional info: Lone pairs reduce bond angles from the ideal values due to increased electron repulsion.

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