Determine the number of electron groups around the central atom for each of the following molecules.

Determine the number of electron groups around the central atom for each of the following molecules. Part C CS₂ Express your answer as an integer. n = Submit Part D [ΫΠ ΑΣΦ n = CH4 Express your answer as an integer. Request Answer IVE ΑΣΦ Submit Request Answer ? ?

The Correct Answer and Explanation is:

Correct Answers:

  • Part C (CS₂): n = 2
  • Part D (CH₄): n = 4

Explanation:

In chemistry, electron groups around the central atom refer to regions where electrons are found — either as bonding pairs (single, double, or triple bonds all count as one electron group each) or as lone (non-bonding) pairs. The concept is essential for predicting molecular geometry using VSEPR theory (Valence Shell Electron Pair Repulsion theory).


Part C: CS₂ (Carbon Disulfide)

Lewis Structure:

  • The central atom is carbon.
  • Each sulfur atom forms a double bond with the central carbon, giving a structure of S=C=S.
  • Carbon has no lone pairs.

Electron Group Count:

  • Each double bond (C=S) counts as one electron group.
  • Total: 2 double bonds2 electron groups.

Molecular Geometry:

  • With 2 electron groups, the shape is linear.
  • Bond angle: approximately 180°.

Summary:

  • Electron groups: 2
  • Reason: Two double bonds from carbon to sulfur, each counted as one group.

Part D: CH₄ (Methane)

Lewis Structure:

  • The central atom is carbon.
  • It forms four single bonds with four hydrogen atoms.
  • Carbon has no lone pairs.

Electron Group Count:

  • Each single bond counts as one electron group.
  • Total: 4 single bonds4 electron groups.

Molecular Geometry:

  • With 4 electron groups, the shape is tetrahedral.
  • Bond angle: approximately 109.5°.

Summary:

  • Electron groups: 4
  • Reason: Four bonding pairs (single bonds) around the central carbon atom.

Conclusion:

Understanding electron group counts helps in predicting molecular shape, bond angles, and polarity — all fundamental concepts in molecular geometry and bonding theory

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