Question:

The difference in energy between the actual structure and the lowest energy resonance structure for the given compound is

Updated On: Nov 3, 2025
  • Electromeric energy
  • Resonance energy
  • Ionization energy
  • Hyperconjugation energy
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The Correct Option is B

Approach Solution - 1

The question is about identifying the type of energy difference seen in resonance structures of a compound. To answer this, let's break down the key terms: 

  • Electromeric Energy: This term is related to the electromeric effect, which involves the temporary shift of electrons in a molecule under the influence of an external attacking reagent. It is not an energy difference between resonance structures.
  • Resonance Energy: Resonance energy is the energy difference between the actual structure (real structure of the compound) and the most stable resonance structure (ideal theoretical structure). This is often referred to as the stabilization energy that results from the resonance.
  • Ionization Energy: This is the energy required to remove an electron from an atom or molecule. It does not apply to the concept of resonance structures within a molecule.
  • Hyperconjugation Energy: This refers to the energy associated with the hyperconjugation effect, where sigma electrons delocalize, leading to stabilization. It does not relate to the energy difference between resonance structures.

From the provided options, the correct term describing the energy difference between the actual structure and the lowest energy resonance structure is Resonance Energy. This term accurately represents the stabilization energy that makes the actual structure more stable than any single resonance form.

Thus, the correct answer is:

Resonance Energy

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Approach Solution -2

- The difference in energy between the actual structure of a molecule and its most stable resonance structure is known as resonance energy. - Resonance energy indicates the extra stability gained by a compound due to resonance, where electrons are delocalized across atoms.

So, the correct answer is: Resonance Energy (2)

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