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LESSON 12 / 20 · TOPIC 2.5

When is an octet only a useful starting rule?

You will be able to: Recognize electron-deficient, odd-electron and expanded-shell Lewis cases.

Bonding, geometry and chemical reasoningFree study resourceReview editionTeacher review pending

When is an octet only a useful starting rule?

A rule can be useful without fitting every example. BF₃, NO and SF₆ cannot all be drawn correctly by insisting that every atom has exactly eight nearby electrons.

A useful starting point: When should a lone pair become a multiple bond? →

Words and symbols before equations

Electron-deficient
Fewer than eight nearby electrons in a valid simple Lewis picture.
Odd-electron species
A species with an odd total budget, so not all electrons can pair.
Expanded Lewis shell
More than eight electrons shown around a suitable heavier central atom.
Model limit
A situation where a representation cannot describe every feature accurately.
BF₃24 valence electrons3 bonds at B → 6 electrons around BElectron-deficient central atom
Read this model snapshot. BF₃ · 24 valence electrons · 3 bonds at B → 6 electrons around B · Electron-deficient central atom. Conserve the budget; do not force every atom to eight.
What this picture assumes

Simple Lewis models illustrate three different limitations. NO is an odd-electron example, not a complete orbital description. An expanded Lewis shell does not establish d-orbital hybridization.

Read the picture in three steps

  1. Read the species and labels first. A Lewis line represents two electrons; a spatial stick indicates connectivity. Use the stated quantities and units for numerical comparisons.
  2. BF₃ · 24 valence electrons · 3 bonds at B → 6 electrons around B · Electron-deficient central atom. Conserve the budget; do not force every atom to eight.
  3. Check what the picture assumes below. Use the Explore task to predict one change before moving a control.

Connect the picture to the chemistry

BF₃ has 24 valence electrons: three bonds and complete F octets leave B with six nearby electrons in its usual simple structure. Forcing an octet can produce less useful charge-separated contributors.

NO has 11 valence electrons. An odd count cannot be divided entirely into pairs, so at least one electron is unpaired; a simple closed-shell octet recipe is insufficient.

SF₆ can be represented with six S–F bonds, placing twelve electrons around S. Do not give second-period C, N, O or F expanded octets. Naming d-orbital hybridizations is unnecessary here and is not an explanation of hypervalent bonding.

A worked example, step by step

Use budgets to identify why BF₃ and NO do not fit a universal octet rule.

  1. BF₃ has 3 + 3(7) = 24 electrons.
  2. Three B–F bonds plus three lone pairs per F use all 24, with six around B.
  3. NO has 5 + 6 = 11 electrons.
  4. An odd total forces an unpaired electron; an all-paired drawing would give the wrong count.
Common mix-up

Never “repair” an awkward structure by silently inventing electrons or expanding the octet of carbon.

CHECK THE IDEA

Can an odd total be represented entirely by electron pairs?

Compare with an explanation

No. A sum of pairs is even, so an odd total requires at least one unpaired electron.

Now investigate one change Explore →

Predict. Change one thing. Explain.

Switch among BF₃, NO and SF₆. Identify whether the difficulty is an incomplete octet, an odd count or an expanded central shell.

On narrow screens, swipe or scroll diagrams sideways to read all labels.

BF₃24 valence electrons3 bonds at B → 6 electrons around BElectron-deficient central atom

BF₃ · 24 valence electrons · 3 bonds at B → 6 electrons around B · Electron-deficient central atom. Conserve the budget; do not force every atom to eight.

Simple Lewis models illustrate three different limitations. NO is an odd-electron example, not a complete orbital description. An expanded Lewis shell does not establish d-orbital hybridization.

Explain what you noticed: Answer the investigation prompt above. State one observation and explain it using electron accounting, electrostatic interactions or spatial geometry. Identify what the representation cannot tell you.

Apply the idea to a fresh problem Practice →

Show what you understand.

Two original questions are a starting check, not proof of mastery. Explain your choice before revealing the answer.

1. Why is an all-paired 12-electron drawing wrong for neutral NO?

Show answer and reasoning

NO has an 11-electron budget. NO supplies 5 + 6 = 11 electrons; changing the budget changes the species.

2. Which is a valid caution?

Show answer and reasoning

Do not expand second-period octets to force a structure. The useful octet pattern has exceptions, but second-period atoms cannot simply be assigned expanded shells.

Original written challenge

4 points · self-check · not an official AP question

Classify BF₃, NO and SF₆ as three distinct octet-rule limitations. Explain why carbon with five ordinary bonds is not an acceptable shortcut for neutral carbon compounds.

This response is not submitted or saved. Copy it before leaving.

Compare with the answer and four-point rubric
  1. 1 point: BF₃ is electron-deficient at B in its usual simple diagram.
  2. 1 point: NO has an odd electron count.
  3. 1 point: SF₆ has an expanded central Lewis shell at sulfur.
  4. 1 point: Carbon is second-period; five ordinary bonds would put ten electrons around it and violate its allowed shell in this model.

Accept equivalent correct methods and explanations. This is a Refresh Kid teaching rubric, not an official AP scoring guideline.

Recall the ideas without notes Review →

Retrieve it before you reveal it.

RECALL 1What must never be sacrificed to force octets?

The correct total electron budget.

RECALL 2Why is NO an odd-electron case?

Its valence total is eleven.

RECALL 3Does an expanded Lewis shell prove d hybridization?

No. That label is not required and does not supply the physical explanation.

Revisit these tomorrow and a week later. Try a fresh problem and explain why the method applies.

When is an octet only a useful starting rule?

  • Conserve the electron budget even when the octet rule fails.
  • Second-period atoms do not receive expanded octets in these Lewis models.

Remember: Never “repair” an awkward structure by silently inventing electrons or expanding the octet of carbon.

Conditions: Simple Lewis models illustrate three different limitations. NO is an odd-electron example, not a complete orbital description. An expanded Lewis shell does not establish d-orbital hybridization.

Refresh Kid · AP Chemistry Unit 2 · Objectives 2.5.A · Review edition

Framework, scope and review status

Mapped to College Board CED, Topic 2.5, objectives 2.5.A. CED effective Fall 2024, current official file checked September 16, 2026, together with the published clarifications. This is Unit 2: Compound Structure and Properties, Topics 2.1–2.7. The focused lesson breakdown is Refresh Kid’s editorial sequence. Models and original practice are teaching materials, not official AP questions. Numerical potential curves, ion comparisons and orbital-alignment indices state their approximations. Five- and six-domain shapes are included; d-orbital hybridization and molecular-orbital diagrams are not required here. GitHub’s 3D website examples, including the Three.js Mars camera-control example, informed the use of rotatable scenes. Our scientific geometry and viewer code are original; no repository artwork or tutorial code was copied. The self-hosted Three.js library retains its MIT license. Camera rotation does not alter chemistry. See also the official clarifications.

Implementation and automated checks are separate from independent teacher review and observation of students. Both human review stages remain pending. This is a review edition, not a certified or validated assessment.

Optional further resource: College Board’s released questions and scoring guides. Papers can combine units; this link is an archive, not an assignment of every question to this lesson.

Our learn, explore, practice and recall sequence is informed by the IES learning guide. The exact Refresh Kid implementation has not been evaluated for learning effectiveness.

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