CH 301 Unit 2 Review: Chemical Bonding, Lewis Structures, VSEPR & Polarity

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Vocabulary practice flashcards covering electronegativity, lattice energy, Lewis dot formulas, formal charge calculations, octet exceptions, VSEPR electronic/molecular geometries, and molecular polarity.

36 Terms

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Bond Polarity

A property of a covalent bond directly proportional to the difference in electronegativity (ΔEN\Delta\text{EN}) between two atoms and the length of the resulting dipole.

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Dipole

A separation of positive and negative electrical charge between two bonded atoms, with a magnitude directly proportional to ΔEN\Delta\text{EN}.

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Electronegativity (EN\text{EN})

A relative scale measuring an atom's ability to attract shared electrons in a bond; row 1 and 2 values include Li\text{Li} (1.01.0), Be\text{Be} (1.51.5), B\text{B} (2.02.0), H\text{H} (2.12.1), C\text{C} (2.52.5), N\text{N} (3.03.0), O\text{O} (3.53.5), and F\text{F} (4.04.0).

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Lattice Energy (LE\text{LE})

The energy held within the ionic bonds of a crystalline solid salt, which is directly proportional to the crystal's charge density.

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Charge Density

A ratio of the amount of ionic charge (the product of ion charges) to the size of the ions in a crystalline solid salt: Charge Density=amount of chargesize of atom\text{Charge Density} = \frac{\text{amount of charge}}{\text{size of atom}}.

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Sulfate

A polyatomic anion with the formula SO42−SO_4^{2-}.

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Nitrate

A polyatomic anion with the formula NO3−NO_3^-.

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Phosphate

A polyatomic anion with the formula PO43−PO_4^{3-}.

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Carbonate

A polyatomic anion with the formula CO32−CO_3^{2-}.

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Ammonium

A polyatomic cation with the formula NH4+NH_4^+.

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Formula Unit

The lowest whole-number stoichiometric ratio of cations to anions in an ionic compound (e.g., ABAB, AB2AB_2, A2B3A_2B_3) such that total donated electrons equal total accepted electrons.

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Formal Charge

The theoretical charge assigned to an individual atom in a Lewis structure, calculated as: Formal charge=valence e−−[(2×nonbonding e− pairs)+(1×bonding e− pairs)]\text{Formal charge} = \text{valence } e^- - [(2 \times \text{nonbonding } e^- \text{ pairs}) + (1 \times \text{bonding } e^- \text{ pairs})].

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Lone Pairs (Nonbonding Electron Pairs)

Pairs of valence electrons associated with a single atom that do not participate in covalent bond formation.

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Bonding Electron Pairs

Pairs of valence electrons shared between atoms to form covalent bonds.

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Resonance (Delocalization)

The sharing of electrons across more than two atoms in a molecule via π\pi bonds when a single Lewis structure cannot adequately depict the true electron distribution.

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<p>$$\pi$$ (Pi) Bond</p>

π\pi (Pi) Bond

A type of covalent bond formed above and below the internuclear axis between atoms that allows electron density to be delocalized across adjacent atoms.

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σ\sigma (Sigma) Bond

A covalent bond formed along the direct internuclear axis between two bonded atoms.

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Hypovalent

An octet exception describing a central atom with fewer than 8 valence electrons due to having too few valence electrons to complete an octet, commonly occurring with Be\text{Be} (forms 2 bonds) and B\text{B} (forms 3 bonds).

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Radical

A molecule or atom containing an odd total number of valence electrons (such as NONO with 11 e−11\,e^- or NO2NO_2 with 17 e−17\,e^-), making it impossible to satisfy the octet rule for every atom.

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Expanded Valence

An octet exception where central atoms in period n≥3n \ge 3 or higher accommodate more than 4 bonds (5 or 6 electron-rich regions, resulting in 10 or 12 valence electrons).

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VSEPR Theory

Valence Shell Electron Pair Repulsion theory; a model predicting the electronic geometry, molecular shape, and bond angles based on minimizing repulsion between electron-rich regions.

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Electron-Rich Region

A space around a central atom containing electrons, which can consist of either a single/multiple covalent bond or an unbonded lone pair.

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Electronic Geometry

The spatial arrangement of all electron-rich regions (both bonding regions and nonbonding lone pairs) surrounding a central atom.

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Molecular Geometry

The three-dimensional spatial arrangement of only the bonded atoms around a central atom.

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Linear Geometry

An electronic or molecular shape formed by 2 electron-rich regions with a bond angle of 180∘180^\circ, or a molecular shape formed by 5 electron-rich regions with 3 lone pairs.

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Trigonal Planar

An electronic geometry formed by 3 electron-rich regions with ideal bond angles of 120∘120^\circ.

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Tetrahedral Geometry

An electronic geometry formed by 4 electron-rich regions with ideal bond angles of 109.5∘109.5^\circ.

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Trigonal Bipyramidal Geometry

An electronic geometry formed by 5 electron-rich regions characterized by bond angles of 90∘90^\circ, 120∘120^\circ, and 180∘180^\circ.

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Octahedral Geometry

An electronic geometry formed by 6 electron-rich regions characterized by bond angles of 90∘90^\circ and 180∘180^\circ.

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<p>See-saw Geometry</p>

See-saw Geometry

A molecular geometry formed by 5 electron-rich regions consisting of 4 bonded atoms and 1 equatorial lone pair.

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<p>T-shaped Geometry</p>

T-shaped Geometry

A molecular geometry formed by 5 electron-rich regions consisting of 3 bonded atoms and 2 equatorial lone pairs.

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<p>Square Pyramidal Geometry</p>

Square Pyramidal Geometry

A molecular geometry formed by 6 electron-rich regions consisting of 5 bonded atoms and 1 lone pair.

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<p>Square Planar Geometry</p>

Square Planar Geometry

A molecular geometry formed by 6 electron-rich regions consisting of 4 bonded atoms and 2 lone pairs oriented 180∘180^\circ apart.

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Trigonal Pyramidal Geometry

A molecular geometry formed by 4 electron-rich regions consisting of 3 bonded atoms and 1 lone pair, creating bond angles distorted to less than 109.5∘109.5^\circ.

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Bent (or Angular) Geometry

A non-linear molecular shape resulting from either 3 electron-rich regions with 1 lone pair or 4 electron-rich regions with 2 lone pairs.

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Molecular Polarity

The net dipole moment of a molecule evaluated by three-dimensional symmetry; molecules are nonpolar if symmetrical (possessing three or more planes of symmetry such that ∑ΔEN=0\sum \Delta\text{EN} = 0) and polar if asymmetrical (∑ΔEN≠0\sum \Delta\text{EN} \neq 0).