Diatomic MO configurations
H₂: σ1s² (BO=1, diamagnetic). N₂: σ1s²σ*1s²σ2s²σ*2s²π2p⁴σ2p² (BO=3). O₂: π*2p² unpaired (BO=2, paramagnetic). F₂: π*2p⁴ (BO=1).
-- NCERT Class 11 Chemistry, Ch. 4, p. 28The trap that costs marks in MO theory questions is not the bond order formula — it is the MO energy ordering switch between N₂ and O₂.
For homonuclear diatomic molecules, molecular orbitals form by linear combination of atomic orbitals. The 2p set produces three bonding MOs (σ2p, π2p_x, π2p_y) and three antibonding MOs (σ2p, π2p_x, π*2p_y). The critical detail: s-p mixing changes the energy ordering.
Two orderings exist (NCERT Class 11 Chemistry Chapter 4, page 28):
A common mistake: applying one ordering universally. Students who use the O₂ ordering for N₂ misplace electrons and get the wrong bond order or wrong magnetic prediction.
Bond order tells you stability: BO = (N_b − N_a)/2, where N_b = bonding electrons, N_a = antibonding electrons. Another frequent error: forgetting antibonding electrons entirely and computing BO = N_b/2, which inflates the result. F₂ has 8 bonding and 6 antibonding electrons → BO = (8−6)/2 = 1, not 4.
Magnetic behaviour follows directly from the configuration. Unpaired electrons in π*2p orbitals make O₂ paramagnetic — a fact VBT cannot explain but MOT predicts cleanly.
Watch out: if a question asks "which species is paramagnetic," write the full MO configuration first, then check for unpaired electrons. Do not guess from Lewis structures.
Select an option to see the explanation. Wrong answers show why your choice was tempting — and name the exact trap it exploits.
In the MO energy level diagram for N₂, which of the following orderings is correct for the 2p molecular orbitals?
The MO energy ordering switches between which pair of consecutive homonuclear diatomic molecules?
Which homonuclear diatomic molecule is paramagnetic?
The bond order of O₂ using MO theory is:
What is the bond order of F₂? Given: F has atomic number 9.
Among O₂, O₂⁺, O₂⁻, and O₂²⁻, which has the highest bond order?
B₂ has 10 electrons. Using the correct MO energy ordering for B₂, determine its bond order and magnetic character.
A student calculates the bond order of N₂ by counting only bonding electrons and writes BO = N_b/2 = 10/2 = 5. What is the correct bond order, and what error did the student make?
Pattern: Compute bond order and predict magnetic property from MO configuration (pattern NEET pattern: mo bond order).
Given
O₂ is a homonuclear diatomic molecule. Oxygen has atomic number 8, so each atom contributes 8 electrons. Total electrons in O₂ = 16.
Required
Bond order of O₂ and whether it is paramagnetic or diamagnetic.
Concept
Molecular orbital theory fills electrons into MOs formed by LCAO. For O₂, the ordering WITHOUT s-p mixing applies (σ2p is lower than π2p). Bond order is calculated from bonding vs. antibonding electron count. Magnetic character depends on the presence of unpaired electrons.
Formula
BO = (N_b − N_a) / 2
Substitution
MO filling for 16 electrons (O₂ ordering): | MO | Electrons | Type | |---|---|---| | σ1s | 2 | bonding | | σ*1s | 2 | antibonding | | σ2s | 2 | bonding | | σ*2s | 2 | antibonding | | σ2p | 2 | bonding | | π2p_x | 2 | bonding | | π2p_y | 2 | bonding | | π*2p_x | 1 | antibonding | | π*2p_y | 1 | antibonding | N_b = 2 + 2 + 2 + 2 + 2 = 10 N_a = 2 + 2 + 1 + 1 = 6
Calculation
BO = (10 − 6) / 2 = 4/2 = 2 Note: N_b and N_a are exact counting integers. They do not limit significant figures.
Final answer
Bond order of O₂ = **2**. The two electrons in the degenerate π*2p orbitals are unpaired (one in π*2p_x, one in π*2p_y, by Hund's rule). Therefore O₂ is **paramagnetic**.
Common trap
Forgetting antibonding electrons entirely: a student who computes BO = 10/2 = 5 has used the wrong formula (N_b/2 instead of (N_b − N_a)/2). This is a documented common mistake (mistake: mo bond order no antibonding in natural terms: "counts only bonding electrons in bond order calculation").
Similar NEET-style question
"Write the MO configuration of N₂ and calculate its bond order. Predict whether N₂ or O₂ has a stronger bond." (Requires applying the s-p mixing ordering for N₂ and comparing BO = 3 vs. BO = 2.) ---
H₂: σ1s² (BO=1, diamagnetic). N₂: σ1s²σ*1s²σ2s²σ*2s²π2p⁴σ2p² (BO=3). O₂: π*2p² unpaired (BO=2, paramagnetic). F₂: π*2p⁴ (BO=1).
-- NCERT Class 11 Chemistry, Ch. 4, p. 28Higher bond order: shorter, stronger bond. N₂: BO=3, O₂: BO=2, F₂: BO=1.
| Symbol | Quantity | SI Unit |
|---|---|---|
| N_b | bonding electrons | - |
| N_a | antibonding electrons | - |
| BO | bond order | - |
Product of charge magnitude and bond length. SI: C·m. Common: Debye (1 D = 3.336e-30 C·m).
| Symbol | Quantity | SI Unit |
|---|---|---|
| q | charge | C |
| d | bond length | m |
| mu | dipole moment | C*m or D |
These are the exact patterns that cause wrong answers in NEET. Each trap includes when it triggers and how to avoid it.
Category: Inorganic Exception
Student counts only bonded atoms when assigning hybridization. Lone pairs count toward steric number too. Steric number = bond pairs + lone pairs → hybridization.
Molecule with central atom having lone pairs (e.g., NH₃: 3 bonds + 1 lp = 4 = sp³; H₂O: 2+2 = 4 = sp³).
Steric number formula: SN = (bond pairs) + (lone pairs). SN=2: sp; SN=3: sp²; SN=4: sp³; SN=5: sp³d; SN=6: sp³d². Lone pairs distort but still count.
Root cause: concept gap
Steric number = bond pairs + lone pairs. NH3: SN=4 → sp³ (despite trigonal pyramidal shape).
Root cause: concept gap
Memorise the ordering switch at N2/O2 boundary. Affects bond order and magnetic property predictions.
Root cause: formula misuse
BO = (Nb - Na)/2. Antibonding electrons subtract. F2: 8 bonding, 6 antibonding → BO = 1.
14 questions from NEET 2021, 2022, 2023, 2024, 2025. Answers verified against NTA official keys.
The element expected to form largest ion to achieve the nearest noble gas configuration is
Which statement regarding polymers is not correct?
Amongst the following which one will have maximum ‘lone pair - lone pair’ electron repulsions?
In one molal solution that contains 0.5 mole of a solute, there is
Which of the following molecules is non-polar in nature?
Recurring question shapes from past papers. Each pattern shows why wrong options look tempting.
ignores lone pairs
Counts only bonding pairs
forgets anti bonding
Counts only bonding electrons
ignores lp bp distortion
Doesn't adjust for lone-pair repulsion
Test yourself on this topic with real past-paper questions:
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