IB Chemistry Quiz: Apply The Covalent Model
20 questions · exam conditions
0:00
Apply The Covalent ModelQuestion 1 of 20

By referencing the electronegativity values in the data booklet, determine which of these bonds is the most polar.

C-F
N-F
O-F
B-F
← Back to quizzes

IB Chemistry Quiz

IB Chemistry Quiz: Apply The Covalent Model

Practice Apply The Covalent Model in IB Chemistry with focused quiz questions that help you check what you know, review explanations, and build confidence with test-style prompts.

What this quiz covers

This quiz focuses on Apply The Covalent Model, giving you a quick way to practice the rules, question types, and explanations that matter most for IB Chemistry.

How to use this quiz

Try each quiz question before looking at the correct answer. Use the explanations to review missed ideas, then come back to similar questions until the pattern feels familiar.

All questions

Question 1

By referencing the electronegativity values in the data booklet, determine which of these bonds is the most polar.

  1. C-F
  2. N-F
  3. O-F
  4. B-F (correct answer)
Explanation: Bond polarity is determined by the difference in electronegativity (ΔEN) between the two bonded atoms. The greater the ΔEN, the more polar the bond. Fluorine is the most electronegative element. We need to find the element bonded to F with the lowest electronegativity. From the data booklet (Pauling scale): F=4.0, O=3.4, N=3.0, C=2.6, B=2.0. The differences are: ΔEN(B-F) = 4.0 - 2.0 = 2.0; ΔEN(C-F) = 4.0 - 2.6 = 1.4; ΔEN(N-F) = 4.0 - 3.0 = 1.0; ΔEN(O-F) = 4.0 - 3.4 = 0.6. The B-F bond has the largest electronegativity difference and is therefore the most polar.

Question 2

The bond enthalpy of a N–N single bond is approximately 160 kJ mol⁻¹, and that of a N≡N triple bond is 945 kJ mol⁻¹. What can be deduced directly from this information?

  1. The triple bond is more than five times as strong as the single bond. (correct answer)
  2. The energy required to break one mole of N₂ molecules into N atoms is 160 kJ.
  3. The average energy of a π bond in N₂ is less than the energy of the σ bond.
  4. The N≡N bond is approximately one-third the length of the N-N bond.
Explanation: This question requires a direct mathematical comparison of the given values. Comparing the bond enthalpies: 945 kJ mol⁻¹ / 160 kJ mol⁻¹ ≈ 5.9. This value is greater than five, so statement A is a correct deduction from the data. Statement B incorrectly uses the single bond energy for the triple bond in N₂. Statement C is a common misconception; the data suggests the two π bonds contribute 945 - 160 = 785 kJ, so an average π bond (≈393 kJ) is stronger than this particular N-N σ bond. Statement D incorrectly relates bond strength and length; while the triple bond is shorter, the relationship is not a simple inverse ratio of three.

Question 3

Which substance is expected to have the highest solubility in hexane, C₆H₁₄?

  1. Water (H₂O)
  2. Iodine (I₂) (correct answer)
  3. Sodium chloride (NaCl)
  4. Ammonia (NH₃)
Explanation: The principle of solubility is 'like dissolves like'. Hexane (C₆H₁₄) is a nonpolar solvent because it is a hydrocarbon with symmetrical C-C and C-H bonds. Therefore, it will best dissolve nonpolar solutes. Water and ammonia are both highly polar molecules capable of hydrogen bonding. Sodium chloride is an ionic compound. Iodine (I₂) is a nonpolar molecule because it is diatomic with a pure covalent bond. Thus, iodine will have the highest solubility in hexane due to the formation of London dispersion forces between the solute and solvent molecules.

Question 4

Pentane (C₅H₁₂) and 2,2-dimethylpropane (C₅H₁₂) are structural isomers. Pentane has a boiling point of 309 K, while 2,2-dimethylpropane has a boiling point of 283 K. What is the best explanation for this difference?

  1. Pentane is a polar molecule due to its chain structure, whereas 2,2-dimethylpropane is nonpolar.
  2. The straight-chain structure of pentane allows for a larger surface area of contact between molecules, leading to stronger London dispersion forces. (correct answer)
  3. The branched structure of 2,2-dimethylpropane has more C-H bonds, resulting in stronger overall intermolecular attractions.
  4. Pentane and 2,2-dimethylpropane have different molar masses, which accounts for the difference in boiling points.
Explanation: Both pentane and 2,2-dimethylpropane are nonpolar alkanes and, as isomers, have the same molar mass. The only intermolecular forces present are London dispersion forces (LDFs). The strength of LDFs depends on the number of electrons (which is the same for both) and the surface area available for interaction. The long, straight-chain shape of pentane allows for a larger surface area of contact between molecules compared to the more compact, spherical shape of 2,2-dimethylpropane. This results in stronger LDFs for pentane and therefore a higher boiling point.

Question 5

In a paper chromatography experiment using a nonpolar solvent as the mobile phase and polar paper as the stationary phase, three substances X, Y, and Z produced R_f values of 0.85, 0.15, and 0.45 respectively. Which conclusion can be drawn about the relative polarity of the substances?

  1. X is the most polar and Z is the least polar.
  2. Y is the most polar and X is the least polar. (correct answer)
  3. Z is the most polar and Y is the least polar.
  4. X is the most polar and Y is the least polar.
Explanation: Chromatography separates substances based on their differential partitioning between a stationary and a mobile phase. The principle 'like dissolves like' applies. The stationary phase (paper) is polar, and the mobile phase (solvent) is nonpolar. The most polar substance (Y, with the lowest R_f value of 0.15) will adsorb most strongly to the polar stationary phase and travel the least distance. The least polar substance (X, with the highest R_f value of 0.85) will be most soluble in the nonpolar mobile phase and travel the furthest. Therefore, the order of polarity is Y > Z > X.

Question 6

Consider the molecules BF3BF_3, NF3NF_3, and PF3PF_3. A student predicts that all three should have similar bond angles since they all contain three fluorine atoms bonded to a central atom. Which analysis correctly evaluates this prediction?

  1. The prediction is correct; all three molecules have trigonal planar geometry with bond angles of approximately 120° due to identical bonding patterns with fluorine
  2. The prediction is incorrect; BF3BF_3 has 120° bond angles due to sp2sp^2 hybridization, while NF3NF_3 and PF3PF_3 have smaller bond angles due to lone pair repulsion in sp3sp^3 hybridization (correct answer)
  3. The prediction is incorrect; BF3BF_3 and PF3PF_3 have 120° bond angles due to sp2sp^2 hybridization, while NF3NF_3 has 107° bond angles due to sp3sp^3 hybridization and lone pair repulsion
  4. The prediction is correct; all three molecules have pyramidal geometry with bond angles of approximately 107° due to lone pairs on each central atom affecting bond angles equally
Explanation: BF3BF_3 has 3 electron domains (all bonding), giving sp2sp^2 hybridization and 120° bond angles. Both NF3NF_3 and PF3PF_3 have 4 electron domains (3 bonding + 1 lone pair), giving sp3sp^3 hybridization with bond angles less than 109.5° due to lone pair repulsion. Choice A ignores electron domain geometry. Choice C incorrectly suggests PF3PF_3 has sp2sp^2 hybridization. Choice D incorrectly assigns pyramidal geometry to BF3BF_3 and assumes equal lone pair effects.

Question 7

In the molecule XeF4XeF_4, the central xenon atom exhibits unusual bonding behavior. If a student needs to predict the bond angles and molecular geometry, which combination of electron domain geometry and molecular geometry should be applied?

  1. Electron domain geometry: trigonal bipyramidal; Molecular geometry: seesaw with bond angles of 120° and 90° due to one lone pair occupying an equatorial position
  2. Electron domain geometry: octahedral; Molecular geometry: square planar with bond angles of 90° due to two lone pairs occupying opposite axial positions for minimum repulsion (correct answer)
  3. Electron domain geometry: tetrahedral; Molecular geometry: square planar with bond angles of 90° due to expanded octet allowing four fluorine atoms around xenon in a planar arrangement
  4. Electron domain geometry: octahedral; Molecular geometry: tetrahedral with bond angles of 109.5° due to four bonding pairs arranged to minimize electron-electron repulsion around the central atom
Explanation: XeF4XeF_4 has 6 electron domains around Xe (4 bonding + 2 lone pairs), giving octahedral electron domain geometry. The two lone pairs occupy opposite positions to minimize repulsion, resulting in square planar molecular geometry with 90° F-Xe-F bond angles. Choice A uses incorrect electron domain geometry. Choice C incorrectly assigns tetrahedral electron domain geometry. Choice D incorrectly describes the molecular geometry as tetrahedral.

Question 8

Consider the molecules PCl3PCl_3, PCl5PCl_5, and PCl6PCl_6^-. A student notices that these molecules have different numbers of chlorine atoms bonded to phosphorus. Which statement correctly explains the bonding capabilities of phosphorus in these compounds?

  1. Phosphorus uses sp3sp^3 hybridization in all three compounds, but bond angles decrease as more chlorine atoms are added due to increased steric repulsion between larger numbers of substituents
  2. Phosphorus undergoes promotion of electrons to higher energy levels, enabling sp2sp^2 hybridization in PCl3PCl_3, sp3sp^3 hybridization in PCl5PCl_5, and sp3dsp^3d hybridization in PCl6PCl_6^-
  3. Phosphorus can expand its octet using available 3d orbitals, allowing sp3sp^3 hybridization in PCl3PCl_3, sp3dsp^3d hybridization in PCl5PCl_5, and sp3d2sp^3d^2 hybridization in PCl6PCl_6^- (correct answer)
  4. Phosphorus forms ionic bonds with chlorine atoms in all compounds, with the number of bonds determined by the charge transfer capability rather than orbital hybridization patterns
Explanation: When you encounter questions about molecules with varying numbers of bonds around a central atom, focus on hybridization theory and octet expansion. Phosphorus, being in period 3, has access to empty 3d orbitals that allow it to accommodate more than eight electrons around itself. In PCl3PCl_3, phosphorus forms three bonds and has one lone pair, requiring four hybrid orbitals. This corresponds to sp3sp^3 hybridization (3s + 3p orbitals). In PCl5PCl_5, phosphorus forms five bonds, needing five hybrid orbitals, which requires sp3dsp^3d hybridization (3s + 3p + one 3d orbital). In PCl6PCl_6^-, phosphorus forms six bonds, requiring six hybrid orbitals through sp3d2sp^3d^2 hybridization (3s + 3p + two 3d orbitals). Answer C correctly identifies this progression. Answer A incorrectly claims all three use sp3sp^3 hybridization, which cannot explain how phosphorus forms more than four bonds in PCl5PCl_5 and PCl6PCl_6^-. Answer B has the wrong hybridization assignments—sp2sp^2 would only allow three bonds total (including lone pairs), and the progression doesn't match the actual bonding patterns. Answer D incorrectly suggests ionic bonding, but these are covalent compounds where hybridization theory is essential for explaining molecular geometry. Remember that elements in period 3 and beyond can expand their octets using d orbitals. Count the total electron pairs around the central atom to determine hybridization: 4 pairs = sp3sp^3, 5 pairs = sp3dsp^3d, 6 pairs = sp3d2sp^3d^2.

Question 9

A student compares the bond lengths in COCO, CO2CO_2, and CO32CO_3^{2-} and notices that they follow the order: CO<CO2<CO32CO < CO_2 < CO_3^{2-}. Which explanation best accounts for this trend using molecular orbital theory and resonance concepts?

  1. COCO has the shortest bond due to triple bond character from molecular orbital overlap, CO2CO_2 has intermediate length due to double bonds, and CO32CO_3^{2-} has the longest due to resonance delocalization reducing effective bond order (correct answer)
  2. COCO has the shortest bond due to maximum s-character in spsp hybridization, CO2CO_2 has intermediate length due to sp2sp^2 hybridization, and CO32CO_3^{2-} has the longest due to sp3sp^3 hybridization
  3. COCO has the shortest bond due to electronegativity differences creating stronger ionic character, CO2CO_2 has intermediate length due to partial ionic character, and CO32CO_3^{2-} has the longest due to purely covalent bonding
  4. COCO has the shortest bond due to small molecular size allowing closer approach, CO2CO_2 has intermediate length due to linear geometry constraints, and CO32CO_3^{2-} has the longest due to trigonal planar geometry spreading electron density
Explanation: COCO has a bond order of 3 (triple bond character) from molecular orbital analysis, giving the shortest bond. CO2CO_2 has C=O double bonds with bond order 2. CO32CO_3^{2-} has resonance structures that delocalize electron density, giving a bond order of 4/3 (between single and double), resulting in the longest bonds. Choice B incorrectly focuses on hybridization rather than bond order. Choice C misapplies electronegativity concepts. Choice D oversimplifies based on molecular size rather than electronic structure.

Question 10

A student analyzes the resonance structures of the nitrate ion (NO3NO_3^-) and determines that the actual structure is a hybrid of three equivalent resonance forms. Based on this analysis, what should be the predicted N-O bond length compared to typical single and double N-O bonds?

  1. The N-O bond length should be equal to a typical N-O single bond length because the negative charge on the ion weakens all bonds equally throughout the structure
  2. The N-O bond length should be equal to a typical N=O double bond length because resonance stabilization strengthens all bonds to their maximum possible strength
  3. The N-O bond length should be intermediate between typical N-O single and N=O double bond lengths, approximately 1.33 times a single bond due to partial double bond character
  4. The N-O bond length should be intermediate between typical N-O single and N=O double bond lengths, being shorter than single bonds but longer than double bonds due to resonance averaging (correct answer)
Explanation: In NO3NO_3^-, resonance creates three equivalent structures where each N-O bond has partial double bond character (bond order ≈ 1.33). This results in bond lengths intermediate between single and double bonds - shorter than pure single bonds but longer than pure double bonds. Choice A incorrectly suggests single bond character. Choice B incorrectly suggests full double bond character. Choice C provides a specific incorrect numerical relationship rather than the correct qualitative description.

Question 11

A student draws two possible Lewis structures for SO2SO_2 and needs to determine which better represents the actual bonding. Structure A shows single bonds with formal charges, while Structure B shows double bonds with different formal charges. Using formal charge analysis, which evaluation is correct?

  1. Structure A is preferred because single bonds minimize formal charges on sulfur, with sulfur having a formal charge of +2 and each oxygen having a formal charge of -1
  2. Structure A is preferred because it avoids violating the octet rule for sulfur, even though it results in larger formal charges on the oxygen atoms compared to Structure B
  3. Structure B is preferred because it places the smallest formal charges on the most electronegative atoms, with sulfur having a formal charge of +1 and each oxygen having a formal charge of 0 (correct answer)
  4. Structure B is preferred because double bonds provide better formal charge distribution, with sulfur having a formal charge of 0 and each oxygen having a formal charge of -1 through resonance
Explanation: When evaluating Lewis structures, formal charge analysis helps determine which structure best represents actual molecular bonding. The key principle is that the most stable structure minimizes formal charges overall and places negative formal charges on the most electronegative atoms. For SO2SO_2, you need to calculate formal charges using the formula: Formal Charge = (valence electrons) - (nonbonding electrons) - ½(bonding electrons). Structure A uses single bonds, giving sulfur a formal charge of +2 and each oxygen -1. Structure B uses double bonds, resulting in sulfur having +1 and each oxygen having 0. Structure B is preferred because it achieves smaller formal charges overall and places the minimal formal charge on oxygen, the most electronegative atom. When oxygen atoms have formal charges of 0 rather than -1, this better reflects the actual electron distribution since oxygen, being highly electronegative, doesn't need additional negative charge to be stable. Option A incorrectly states that single bonds minimize formal charges on sulfur - actually, the double bonds in Structure B give sulfur a lower formal charge (+1 vs +2). Option B focuses on the octet rule violation but misses that formal charge distribution is more important for determining the best structure when both are reasonable. Option D incorrectly describes the formal charges in Structure B, stating sulfur has 0 and oxygen has -1, which matches Structure A's values, not B's. Remember: the best Lewis structure typically has the smallest formal charges on the most electronegative atoms, not necessarily the structure that strictly follows the octet rule.

Question 12

A student analyzes the bonding in SF4SF_4 and ClF3ClF_3. Both molecules have the same central atom hybridization but different molecular geometries. Which statement best explains this observation using VSEPR theory?

  1. Both molecules have sp3dsp^3d hybridization; SF4SF_4 has seesaw geometry due to one lone pair, while ClF3ClF_3 has T-shaped geometry due to two lone pairs (correct answer)
  2. Both molecules have sp3dsp^3d hybridization; SF4SF_4 has tetrahedral geometry due to four bonding pairs, while ClF3ClF_3 has trigonal pyramidal geometry due to one lone pair
  3. Both molecules have sp3sp^3 hybridization; SF4SF_4 has tetrahedral geometry while ClF3ClF_3 has trigonal planar geometry due to different numbers of fluorine atoms
  4. Both molecules have sp3d2sp^3d^2 hybridization; SF4SF_4 has square planar geometry due to two lone pairs, while ClF3ClF_3 has linear geometry due to three lone pairs
Explanation: Both SF4SF_4 and ClF3ClF_3 have 5 electron domains around the central atom (SF4SF_4: 4 bonding + 1 lone pair; ClF3ClF_3: 3 bonding + 2 lone pairs), giving sp3dsp^3d hybridization. The different numbers of lone pairs result in different molecular geometries: seesaw for SF4SF_4 and T-shaped for ClF3ClF_3. Choice B incorrectly assigns geometries and lone pairs. Choice C uses wrong hybridization. Choice D uses incorrect hybridization and geometries.

Question 13

In comparing BeCl2BeCl_2 and H2OH_2O, both molecules have two atoms bonded to a central atom, yet they have different molecular geometries. A student must explain this difference using valence bond theory. Which analysis correctly accounts for both molecular shapes?

  1. BeCl2BeCl_2 is linear due to ionic bonding character eliminating directional constraints, while H2OH_2O is bent due to covalent bonding requiring specific orbital overlap angles
  2. BeCl2BeCl_2 is linear due to sp2sp^2 hybridization with no lone pairs, while H2OH_2O is bent due to sp2sp^2 hybridization with 1 lone pair on oxygen creating asymmetric electron distribution
  3. BeCl2BeCl_2 is bent due to lone pair repulsion on beryllium, while H2OH_2O is linear due to the small size of hydrogen atoms allowing closer approach to oxygen
  4. BeCl2BeCl_2 is linear due to spsp hybridization with 2 electron domains, while H2OH_2O is bent due to sp3sp^3 hybridization with 4 electron domains including 2 lone pairs on oxygen (correct answer)
Explanation: When analyzing molecular geometry using valence bond theory, you need to consider both the hybridization of the central atom and the total number of electron domains (bonding pairs plus lone pairs) around it. For BeCl2BeCl_2, beryllium has 2 valence electrons and forms 2 bonds with chlorine atoms. This creates 2 electron domains around Be, requiring spsp hybridization. The two spsp hybrid orbitals arrange themselves 180° apart to minimize electron repulsion, creating a linear geometry. For H2OH_2O, oxygen has 6 valence electrons. It forms 2 bonds with hydrogen atoms and has 2 lone pairs, giving it 4 total electron domains. This requires sp3sp^3 hybridization. While the four sp3sp^3 orbitals arrange tetrahedrally, only two contain bonding pairs. The two lone pairs occupy more space than bonding pairs, compressing the H-O-H bond angle and creating a bent molecular geometry. Answer A incorrectly focuses on ionic versus covalent character rather than hybridization and electron domains. Answer B gets the hybridization wrong for both molecules - BeCl2BeCl_2 uses spsp, not sp2sp^2, and H2OH_2O uses sp3sp^3, not sp2sp^2. Answer C completely reverses the geometries and incorrectly suggests beryllium has lone pairs. Answer D correctly identifies the hybridization and electron domain count for both molecules, explaining why BeCl2BeCl_2 is linear (spsp, 2 domains) and H2OH_2O is bent (sp3sp^3, 4 domains with 2 lone pairs). Remember: molecular geometry depends on both hybridization and the presence of lone pairs - always count total electron domains, not just bonding pairs.

Question 14

Which molecule is polar and has a bond angle of approximately 107°?

  1. SO₂
  2. BF₃
  3. PCl₃ (correct answer)
  4. CCl₄
Explanation: To solve this, one must determine the Lewis structure, VSEPR geometry, and polarity for each molecule. PCl₃ has a central phosphorus atom with 3 bonding pairs and 1 lone pair. This gives it a trigonal pyramidal molecular geometry, which is polar due to its asymmetry. The electron domain geometry is tetrahedral, but the lone pair compresses the bond angles from 109.5° to approximately 107°. SO₂ is polar but bent with an angle closer to 120°. BF₃ is trigonal planar (120°) and nonpolar. CCl₄ is tetrahedral (109.5°) but nonpolar due to symmetry.

Question 15

Both silicon dioxide (SiO₂) and carbon dioxide (CO₂) are oxides of Group 14 elements. Why does silicon dioxide have a much higher melting point than carbon dioxide?

  1. The Si=O double bonds in the SiO₂ lattice are significantly stronger than the C=O double bonds in CO₂ molecules.
  2. Silicon dioxide is a polar substance with strong dipole-dipole interactions, while carbon dioxide is nonpolar.
  3. Silicon dioxide exists as a covalent network structure, while carbon dioxide is a simple molecular substance with weak intermolecular forces. (correct answer)
  4. Silicon has a larger atomic radius than carbon, which allows for more effective orbital overlap and stronger covalent bonds.
Explanation: The key difference lies in their structure. Silicon dioxide (quartz) is a giant covalent network solid where each silicon atom is bonded to four oxygen atoms, and each oxygen to two silicons. Melting requires breaking these strong covalent bonds. Carbon dioxide is a simple molecular substance composed of discrete CO₂ molecules held together by weak London dispersion forces. Melting only requires overcoming these weak intermolecular forces. A is incorrect as SiO₂ has single bonds in a network, not double bonds. B is incorrect because SiO₂ is not a simple molecule. D is incorrect as larger atomic radius generally leads to weaker, longer bonds.

Question 16

Which species has a different molecular geometry from its electron domain geometry?

  1. CO₂
  2. CH₄
  3. H₂O (correct answer)
  4. BF₃
Explanation: Electron domain geometry describes the arrangement of all electron pairs (bonding and non-bonding) around the central atom, while molecular geometry describes only the arrangement of the atoms. A difference occurs when there are lone pairs on the central atom. In H₂O, the oxygen atom has four electron domains (2 bonding, 2 lone pairs), giving a tetrahedral electron domain geometry. However, the molecular geometry is described by the position of the atoms, which is bent. For CO₂, CH₄, and BF₃, the central atoms have no lone pairs, so their electron domain and molecular geometries are the same (linear, tetrahedral, and trigonal planar, respectively).

Question 17

Which statement correctly describes a property of graphite and the reason for it?

  1. Graphite is extremely hard because it has a three-dimensional network of strong covalent bonds throughout its structure.
  2. Graphite conducts electricity because it contains delocalized electrons within its layered structure. (correct answer)
  3. Graphite has a low melting point because the layers are held together by weak covalent bonds.
  4. Graphite is transparent because all valence electrons are tightly held in localized sigma bonds between carbon atoms.
Explanation: Graphite consists of layers of carbon atoms arranged in hexagonal rings. Within each layer, each carbon atom is covalently bonded to three others, leaving one delocalized valence electron per atom. These delocalized electrons are free to move along the layers, allowing graphite to conduct electricity. A describes diamond. C is incorrect; graphite has a very high melting point, and the forces between layers are weak intermolecular forces, not covalent bonds. D is incorrect; graphite is opaque and black due to the delocalized electrons absorbing light.

Question 18

What is the geometry of the carbonate ion, CO₃²⁻, and the approximate O-C-O bond angle?

  1. Trigonal pyramidal, <109.5°
  2. Trigonal planar, 120° (correct answer)
  3. Bent, <120°
  4. Tetrahedral, 109.5°
Explanation: The Lewis structure for the carbonate ion, CO₃²⁻, shows a central carbon atom bonded to three oxygen atoms. Through resonance, the bonding is equivalent to three identical C-O bonds, each with a bond order of 4/3. There are three electron domains around the central carbon atom and no lone pairs. According to VSEPR theory, three electron domains arrange themselves in a trigonal planar geometry to minimize repulsion, resulting in bond angles of 120°.

Question 19

Which of the two liquids, OF₂ or SeF₂, would be predicted to have the higher boiling point and for what primary reason?

  1. SeF₂, because it has a significantly greater number of electrons, leading to stronger London dispersion forces. (correct answer)
  2. OF₂, because it has a smaller molar mass, which allows the molecules to pack more closely and interact more strongly.
  3. OF₂, because the O-F bond is more polar than the Se-F bond, leading to stronger dipole-dipole interactions.
  4. SeF₂, because its molecular geometry is less symmetrical than that of OF₂, resulting in a larger net dipole moment.
Explanation: Both OF₂ and SeF₂ have a bent molecular geometry and are polar. To compare their boiling points, we must compare the strength of their intermolecular forces (IMFs). SeF₂ has a much larger molar mass and many more electrons than OF₂ (Se has 34 electrons, O has 8). This leads to significantly stronger London dispersion forces (LDFs) in SeF₂. While dipole-dipole forces are also present, the large difference in the number of electrons makes the LDFs the dominant factor. The stronger LDFs in SeF₂ require more energy to overcome, resulting in a higher boiling point. D is incorrect as both have the same bent geometry.

Question 20

Which molecule is nonpolar despite containing polar covalent bonds?

  1. H₂S
  2. CH₃Cl
  3. SO₃ (correct answer)
  4. NCl₃
Explanation: A molecule can be nonpolar if the polar bonds are arranged symmetrically, causing their bond dipoles to cancel out. SO₃ has a central sulfur atom with three double-bonded oxygen atoms and no lone pairs, resulting in a trigonal planar geometry. The S-O bonds are polar, but the symmetrical 120° arrangement means the vector sum of the dipoles is zero, making the molecule nonpolar. H₂S (bent), CH₃Cl (asymmetrical tetrahedral), and NCl₃ (trigonal pyramidal) all have asymmetrical shapes, resulting in a net molecular dipole moment, making them polar molecules.