mark.carpenter
mark.carpenter Mar 15, 2026 • 10 views

Linear, trigonal planar, tetrahedral: electron domain geometries explained

Hey everyone! 👋 I'm so confused about electron domain geometries... Linear, trigonal planar, tetrahedral... It's all a jumble! 🤯 Can someone explain it in a way that actually makes sense? Thanks!
🧪 Chemistry
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colin_watson Jan 1, 2026

📚 Electron Domain Geometries Explained

Electron domain geometry focuses on the arrangement of all electron domains (bonds and lone pairs) around a central atom. It's the foundation for understanding molecular shapes.

🧪 Linear Geometry

  • ⚛️ A molecule is linear when the central atom is bonded to two other atoms, and there are no lone pairs on the central atom.
  • 📐 The bond angle is 180°.
  • 📝 Example: $CO_2$. Carbon is double-bonded to two oxygen atoms ($O=C=O$).

📐 Trigonal Planar Geometry

  • ⚛️ A molecule exhibits trigonal planar geometry when the central atom is bonded to three other atoms, and there are no lone pairs on the central atom.
  • 📐 The bond angles are 120°.
  • 📝 Example: $BF_3$. Boron is bonded to three fluorine atoms.

SixElectron Geometry

  • ⚛️ A molecule exhibits tetrahedral geometry when the central atom is bonded to four other atoms, and there are no lone pairs on the central atom.
  • 📐 The bond angles are approximately 109.5°.
  • 📝 Example: $CH_4$. Carbon is bonded to four hydrogen atoms.

💡 Key Differences & Summary

The key difference lies in the number of atoms bonded to the central atom and the presence/absence of lone pairs. Here's a table summarizing the geometries:

Geometry Bonded Atoms Lone Pairs Bond Angle(s) Example
Linear 2 0 180° $CO_2$
Trigonal Planar 3 0 120° $BF_3$
Tetrahedral 4 0 109.5° $CH_4$

📝 Practice Quiz

Identify the electron domain geometry of the central atom in each of the following molecules:

  1. $BeCl_2$
  2. $SO_3$
  3. $CCl_4$
  4. $H_2O$ (Hint: consider lone pairs on oxygen)
  5. $BH_3$

Answers: 1. Linear, 2. Trigonal Planar, 3. Tetrahedral, 4. Tetrahedral (bent molecular shape), 5. Trigonal Planar

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