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PCl5 Lewis Structure (Phosphorus Pentachloride)

What is the PCl5 Lewis structure, including the correct electron count, formal charges, and the molecular geometry predicted by VSEPR?

Subject: General Chemistry Chapter: Chemical Bonds Topic: Lewis Structure of Group 5a Central Atoms Answer included
pcl5 lewis structure phosphorus pentachloride Lewis structure valence electrons PCl5 expanded octet VSEPR AX5 trigonal bipyramidal formal charge calculation axial and equatorial bonds
Accepted answer Answer included

Problem

Determine the PCl₅ Lewis structure by following the systematic steps of valence electron counting, bond distribution, and VSEPR geometry analysis.

Step 1: Total Valence Electrons

Phosphorus (P) is in Group 15 and Chlorine (Cl) is in Group 17.

Atom Count Valence Electrons Subtotal
P 1 5 5
Cl 5 7 35
Total Sum 40

Step 2 & 3: Skeleton and Octet Distribution

Connect the cental Phosphorus to five Chlorine atoms using single bonds (\(10\) electrons). Fill the octets of the Chlorine atoms with lone pairs (\(30\) electrons).

Step 4: The Lewis Structure (Expanded Octet)

Since Phosphorus is in the third period, it can accommodate an expanded octet. In PCl₅, it has 10 bonding electrons and zero lone pairs.

P Cl Cl Cl Cl Cl 2D Schematic Representation
PCl₅ Lewis Structure: Phosphorus (Orange) with 5 Chlorine atoms (Green). Note the expanded octet on the central atom.

Step 5: Formal Charges

Atom Valence (V) Lone (L) Bond (B) FC = V - L - B/2
P 5 0 10 5 - 0 - 5 = 0
Cl 7 6 2 7 - 6 - 1 = 0

Step 6: VSEPR Molecular Geometry

PCl₅ belongs to the AX₅ class. With 5 bonding pairs and 0 lone pairs, phosphorus adopts a Trigonal Bipyramidal geometry.

P Cl Cl Cl Cl Cl Axial Postion Equatorial Position 90° 120° Trigonal Bipyramidal Geometry
3D Molecular Geometry showing axial and equatorial chlorine atoms with bond angles of 90° and 120°.

Summary

  • Valence Electrons: 40
  • Formal Charges: All atoms are zero
  • Molecular Geometry: Trigonal Bipyramidal
  • Bond Angles: \(90^\circ\) (axial-equatorial) and \(120^\circ\) (equatorial-equatorial)
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