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Understanding Hybridisation of CO₂: Carbon Dioxide

Understanding Hybridisation of CO₂: Carbon Dioxide

Carbon Dioxide (CO₂) is a molecule which has a linear structure and has one carbon atom doubly bonded to two oxygen atoms. It’s a classic example of sp hybridisation in organic chemistry.

Let us understand how hybridisation happens in CO₂. Read on to learn how it leads to its bonding and molecular shape.

What is the Hybridisation of CO₂?

Carbon Dioxide consists of one carbon atom and two oxygen atoms. Each oxygen atom is bonded to the carbon with a double bond. In order to form these bonds and satisfy the octet rule, carbon undergoes sp hybridisation.

Using the Hybridisation Formula

We can determine the hybridisation of carbon dioxide using the simple formula:

formula

Step-by-step calculation:

  • Valence electrons of central atom (C): 4
  • Monovalent atoms: 0 (oxygen is divalent)
  • Negative charge: 0
  • Positive charge: 0

formula

Interpretation:

Hybridisation number = 2, which corresponds to sp hybridisation.

Breakdown of CO₂ Hybridisation

Carbon dioxide is an odourless and colourless gas and is essential for all life forms. It’s made of-

  • 1 central carbon atom
  • 2 oxygen atoms
  • Two C=O double bonds

Here is a complete understanding of its hybridisation.

Electronic Configuration of Carbon

The atomic number of carbon is 6.

The ground state of carbon :

1s² 2s² 2p²

Only two unpaired electrons → insufficient to form four bonds

Excited state configuration:

1s² 2s¹ 2px¹ 2py¹ 2pz¹

Four unpaired electrons → enough to form four bonds

Screenshot 2025-12-31 133948_0.png

 Ground state vs excited state orbital diagram

Formation of Hybrid Orbitals

sp hybridisation occurs when 1 s orbital and 1 p orbital mix.

The result:

→ 2 sp hybrid orbitals, which form σ bonds with oxygen

→ The remaining two unhybridised p orbitals (2py and 2pz) stay available for π bonding

Bond Formation in Carbon Dioxide

Carbon uses:

  • 2 sp orbital to form a σ bond with oxygen
  • The two unhybridised p orbitals on the carbon atom overlap sideways with p orbitals on each oxygen atom to form 2 π bonds, giving rise to two C=O double bonds

Result:

  • 2 σ bonds (C–O)
  • 2 π bonds (C=O)
  • Hybridisation type: sp
  • Bond angle: 180°
  • Geometry: Linear
Screenshot 2025-12-31 134006_0.png

 Geometry and Bonding of Carbon Dioxide

Details At A Glance

Property Details
Molecule Carbon dioxide (CO₂)
Hybridisation sp
Geometry Linear
Bond angle 180°
Bonding 2 σ bonds (C–O), 2 π bonds (C=O)
Unhybridised Orbitals 2 (on carbon for π bonding)
Carbon valency satisfied? Yes, by forming 2 double bonds

Formal Charge in CO₂

To determine if the Lewis structure of CO₂ is stable, we calculate the formal charge on each atom using the formula:

Formal charge = Valence electrons − (Lone pair electrons + ½ × Bonding electrons)

Step-by-step for each atom:

Carbon (C):

  • Valence electrons: 4
  • Lone pairs: 0
  • Bonding electrons: 8 (2 double bonds with oxygen)

Formal charge = 4 − (0 + ½ × 8) = 4 − 4 = 0

Oxygen (O) – each

  • Valence electrons: 6
  • Lone pairs: 4
  • Bonding electrons: 4 (2 double bonds with carbon)

Formal charge = 6 − (4 + ½ × 4) = 6 − (4 + 2) = 0

Thus, all atoms in CO₂ carry zero formal charge, confirming that the Lewis structure is stable and correct.

Summing Up

The carbon in CO₂ forms 2 double bonds: each of the bonds is made up of 1 σ and 1 π bond. sp hybridisation leads to a linear shape and 180° bond angles. The π bonds are responsible for the double bond between the carbon and oxygen atoms. Because of undergoing hybridisation, the CO₂ is stable and non-polar.

Frequently Asked Questions

Q1. Why does carbon undergo hybridisation in CO₂?

To form 2 double bonds, carbon promotes an electron and mixes orbitals to form hybrid orbitals.

Q2. How many σ and π bonds are present in CO₂?

There are 2 σ bonds and 2 π bonds in total.

Q3. What is the shape of carbon dioxide?

Linear, due to sp hybridisation.

Q4. Is CO₂ polar or non-polar?

Carbon Dioxide is non-polar, as the bond dipoles cancel due to the linear geometry.

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