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In the molecular orbital theory, which of the following orbitals is lower in ene

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Question: In the molecular orbital theory, which of the following orbitals is lower in energy for homonuclear diatomic molecules?

Options:

  1. σ2p
  2. π2p
  3. σ2s
  4. π2s

Correct Answer: σ2s

Solution:

The σ2s orbital is lower in energy than the π2p and σ2p orbitals in homonuclear diatomic molecules.

In the molecular orbital theory, which of the following orbitals is lower in ene

Practice Questions

Q1
In the molecular orbital theory, which of the following orbitals is lower in energy for homonuclear diatomic molecules?
  1. σ2p
  2. π2p
  3. σ2s
  4. π2s

Questions & Step-by-Step Solutions

In the molecular orbital theory, which of the following orbitals is lower in energy for homonuclear diatomic molecules?
  • Step 1: Understand what homonuclear diatomic molecules are. These are molecules made of two identical atoms, like O2 or N2.
  • Step 2: Learn about molecular orbitals. These are regions in a molecule where electrons are likely to be found.
  • Step 3: Identify the types of molecular orbitals involved: σ (sigma) and Ï€ (pi) orbitals.
  • Step 4: Know that the σ2s orbital is formed from the 2s atomic orbitals of the two atoms.
  • Step 5: Understand that the Ï€2p orbitals are formed from the 2p atomic orbitals and can be degenerate (same energy) in pairs.
  • Step 6: Recognize that the σ2p orbital is formed from the 2p atomic orbitals as well, but has a different shape and energy.
  • Step 7: Compare the energy levels: The σ2s orbital is lower in energy than both the Ï€2p and σ2p orbitals.
  • Step 8: Conclude that in homonuclear diatomic molecules, the σ2s orbital is the lowest in energy.
  • Molecular Orbital Theory – A theory that describes the electronic structure of molecules using molecular orbitals formed from atomic orbitals.
  • Energy Levels of Molecular Orbitals – In homonuclear diatomic molecules, the relative energy levels of molecular orbitals such as σ and Ï€ are important for understanding bonding and stability.
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