Q.Assertion (A): Energy of resonance hybrid is equal to the average of energies of all canonical forms.
Reason (R): Resonance hybrid cannot be presented by a single structure.

The Intuition: Why Atoms Don't Just Use Their "Natural" Orbitals

Imagine you're trying to build a stable molecule. Carbon has four valence electrons — two in the 2s orbital and two in the 2p orbitals. If carbon used its pure s and p orbitals to form bonds, you'd expect two identical bonds (from the two p electrons) and two different, weaker bonds (from the s electrons). But experiment shows methane ($\mathrm{CH_4}$) has four identical bonds, all at $109.5^\circ$ angles.

Nature has a trick: before bonding, the atom's orbitals mix — like blending primary colours to get new shades. This mixing is called hybridisation, and the resulting orbitals are hybrid orbitals.

The Precise Statement

Hybrid orbital overlap is the process where two atoms form a covalent bond by overlapping their hybrid orbitals along the internuclear axis. The strength of the bond depends on how well the orbitals overlap — more overlap means a stronger bond.

The key idea: hybrid orbitals are directional and concentrated in specific regions of space, which allows them to overlap more effectively than pure s or p orbitals.

How Hybrid Orbitals Are Constructed

Take $sp^3$ hybridisation (as in methane):

• One 2s orbital + three 2p orbitals → four equivalent $sp^3$ hybrid orbitals
• Each $sp^3$ orbital has 25% s-character and 75% p-character
• They point toward the corners of a tetrahedron ($109.5^\circ$ apart)

The mathematical form for an $sp^3$ hybrid orbital is:

Overlap in Action: Methane

When a hydrogen 1s orbital approaches a carbon $sp^3$ hybrid orbital along the line joining the nuclei:

1. The $sp^3$ lobe points directly at the hydrogen — maximum overlap
2. The electron density concentrates between the nuclei
3. A sigma ($\sigma$) bond forms — cylindrical symmetry about the bond axis

Compare this to using a pure carbon 2p orbital: the p orbital has a node at the nucleus and lobes pointing in two opposite directions. Overlap with hydrogen would be weaker and less directional.

Why Hybridisation Matters for Overlap