Lesson 3: Chemical Bonding(2)
Topics Covered:
- Intermolecular Forces
- Solution Formation
- Boiling Point Comparison
Intermolecular Forces
London Dispersion Forces (LDF):
- Instantaneous dipoles occur due to the random movement of electrons.
- Present between all types of molecules but are especially significant in nonpolar molecules.
Factors Affecting LDF:
- The total number of electrons or the size of electron clouds increases polarizability, which leads to greater LDF.
- Surface area also impacts LDF strength. A chain-like hydrocarbon has a higher boiling point than a branched isomer with a more spherical shape.
Dipole-Dipole Interaction:
- Present between polar molecules.
- Molecules with permanent dipoles exhibit dipole-dipole interactions.
- Example: This is the interaction that helps polar molecules dissolve in water (H₂O).
- Generally, stronger than LDF, but be cautious as exceptions exist based on molecule size and polarizability.
Dipole-Induced Dipole Forces:
- Occurs between polar and nonpolar molecules.
- Weaker than dipole-dipole interactions but stronger than LDF.
Ion-Dipole Forces:
- Interaction between ions and polar molecules.
- Stronger than LDF, dipole-dipole, and dipole-induced dipole forces.
Hydrogen Bonding:
- A specific and strong form of dipole-dipole interaction.
- Occurs between a hydrogen atom covalently bonded to an electronegative atom (such as N, O, or F) and another electronegative atom.
- Responsible for the high boiling points of water and other hydrogen-bonded substances.
Solution Formation
Steps to Determine Solubility:
- Identify molecular polarity.
- Identify the types of intermolecular forces present.
- Determine what types of intermolecular forces occur between the solute and solvent.
If the solvent is water, the relevant intermolecular forces include:
- Dipole-dipole force
- Hydrogen bond
- Ion-dipole force
Example Question: Is this solute soluble in this solvent?
Energetics of Solution Formation
Process:
- Separate solute molecules (endothermic, requires energy).
- Separate solvent molecules (endothermic, requires energy).
- Mix solute and solvent molecules (exothermic, releases energy).
Energy Equation:
$$ \Delta H = \Delta H_1 + \Delta H_2 + \Delta H_3 $$
- ΔH₁: Energy to separate solvent molecules.
- ΔH₂: Energy to separate solute molecules.
- ΔH₃: Energy released when solute-solvent interactions occur.
Resonance
Definition: Resonance occurs when more than one valid Lewis structure can represent a molecule. These structures contribute to the actual electronic structure, which is a hybrid of the possible resonance forms.
Key Points:
- Resonance structures do not shift between forms.
- It is not a dynamic equilibrium; the actual structure is an average of all possible resonance forms.
- The bond length and bond strength are equivalent across all the resonance structures.
- The delocalized pi electrons exist in a superposition of all possible locations.
Example:
The molecule CO₃²⁻ (carbonate ion) has three resonance structures. In these structures, the placement of the double bond shifts, but the actual structure is a hybrid where the bond lengths are identical.
Formal Charge
The formal charge of an atom in a molecule helps identify the most likely resonance structure by assigning charges based on electron distribution.
Formula for formal charge:
$$ \text{Formal charge} = (\text{Valence electrons}) - (\text{Non-bonding electrons}) - \frac{1}{2} (\text{Bonding electrons}) $$
Semiconductors
Use of Silicon as a Semiconductor
- Conductivity increases as temperature increases.
- Conductivity also increases when doped with other elements.
Doping:
The process of adding impurities to a pure semiconductor to change its electrical properties. Impurities are added to the existing crystal lattice to enhance conductivity.
Doping Types
n-type Doping:
- Process: Doping with an element that has one extra valence electron (e.g., phosphorus, arsenic) compared to silicon.
- Effect: Converts silicon into an n-type semiconductor, where the extra electrons serve as charge carriers (negative charge carriers).
p-type Doping:
- Process: Doping with an element that has one less valence electron (e.g., boron, aluminum) compared to silicon.
- Effect: Converts silicon into a p-type semiconductor, where the absence of electrons (holes) acts as positive charge carriers.
Question 1:
Which of the following statements best describes London Dispersion Forces (LDF)?
Options:
- (A) LDF are the strongest type of intermolecular forces present in all polar molecules.
- (B) LDF arise due to permanent dipoles in polar molecules.
- (C) LDF are induced dipole interactions present between nonpolar molecules.
- (D) LDF involve the sharing of electrons between molecules.
View Answer
Answer Explanation:
London Dispersion Forces are induced dipole interactions that occur between nonpolar molecules due to temporary dipoles formed by the random movement of electrons.
Correct Answer: (C)
Question 2:
In the process of solution formation, which step is exothermic?
Options:
- (A) Separating solute molecules.
- (B) Separating solvent molecules.
- (C) Mixing solute and solvent molecules.
- (D) Both separating solute and solvent molecules.
View Answer
Answer Explanation:
Mixing solute and solvent molecules is exothermic because energy is released when solute-solvent interactions are formed.
Correct Answer: (C)
Question 3:
Consider the following set of compounds: Methanol (CH₃OH), Dimethyl Ether (CH₃OCH₃), Ethanol (C₂H₅OH), and Diethyl Ether (C₂H₅OC₂H₅). Arrange these compounds in order of increasing boiling points and explain the reasoning based on their intermolecular forces.
Options:
- (A) Methanol < Ethanol < Dimethyl Ether < Diethyl Ether
- (B) Diethyl Ether < Dimethyl Ether < Methanol < Ethanol
- (C) Dimethyl Ether < Diethyl Ether < Methanol < Ethanol
- (D) Methanol < Dimethyl Ether < Diethyl Ether < Ethanol
View Answer
Answer Explanation:
The boiling points of these compounds are influenced by the types and strengths of intermolecular forces present:
- Methanol (CH₃OH): Capable of hydrogen bonding due to the -OH group, leading to strong intermolecular attractions.
- Ethanol (C₂H₅OH): Also capable of hydrogen bonding with a larger molecular size compared to methanol, resulting in higher boiling points.
- Dimethyl Ether (CH₃OCH₃): Exhibits dipole-dipole interactions due to the C-O-C linkage but lacks hydrogen bonding, resulting in lower boiling points than alcohols.
- Diethyl Ether (C₂H₅OC₂H₅): Similar to dimethyl ether but with a larger molecular size and surface area, leading to stronger London Dispersion Forces and slightly higher boiling points than dimethyl ether.
Therefore, the order of increasing boiling points is:
Dimethyl Ether < Diethyl Ether < Methanol < Ethanol
Correct Answer: (C)
Question 4:
Which of the following statements about resonance structures is FALSE?
Options:
- (A) Resonance structures contribute to the actual hybrid structure of a molecule.
- (B) All resonance structures must have the same arrangement of atoms.
- (C) Resonance structures indicate delocalization of electrons.
- (D) Resonance structures represent rapidly interchanging Lewis structures in dynamic equilibrium.
View Answer
Answer Explanation:
- Option A: True. Resonance structures are different Lewis structures that contribute to the actual electronic structure of a molecule.
- Option B: True. All resonance structures must have the same arrangement of atoms; only the placement of electrons changes.
- Option C: True. Resonance structures show the delocalization of electrons within molecules.
- Option D: False. Resonance structures do not represent rapidly interchanging structures or a dynamic equilibrium. Instead, they represent a hybrid or average of all possible valid Lewis structures.
Correct Answer: (D)
Question 5:
Consider the ozone molecule (O₃) with the following Lewis structure: the central oxygen atom is bonded to two terminal oxygen atoms with one double bond and one single bond, respectively. Each terminal oxygen has two lone pairs, and the central oxygen has one lone pair. Calculate the formal charge on the central oxygen atom.
Options:
- (A) +1
- (B) 0
- (C) -1
- (D) +2
View Answer
Answer Explanation:
To calculate the formal charge on the central oxygen atom in ozone (O₃), use the formal charge formula:
$$ \text{Formal charge} = (\text{Valence electrons}) - (\text{Non-bonding electrons}) - \frac{1}{2} (\text{Bonding electrons}) $$
For the central oxygen atom:
- Valence electrons: Oxygen is in group 16, so it has 6 valence electrons.
- Non-bonding electrons: The central oxygen has one lone pair, which equals 2 non-bonding electrons.
- Bonding electrons: It forms one double bond (4 electrons) and one single bond (2 electrons), totaling 6 bonding electrons.
Plugging these values into the formula:
$$ \text{Formal charge} = 6 - 2 - \frac{1}{2}(6) = 6 - 2 - 3 = +1 $$
Correct Answer: (A)
Question 6:
Phosphorus pentachloride (PCl₅) is a molecule where the central phosphorus atom is bonded to five chlorine atoms. Based on the number of valence electrons and the resulting hybridization, determine the hybridization state and the molecular geometry of the phosphorus atom in PCl₅.
Options:
- (A) sp³ hybridization; tetrahedral geometry
- (B) sp³d hybridization; trigonal bipyramidal geometry
- (C) sp² hybridization; trigonal planar geometry
- (D) sp³d² hybridization; octahedral geometry
View Answer
Answer Explanation:
To determine the hybridization and molecular geometry of phosphorus in PCl₅, follow these steps:
- Determine the number of valence electrons on phosphorus: Phosphorus is in group 15, so it has 5 valence electrons.
- Count the regions of electron density around phosphorus: In PCl₅, phosphorus forms five bonds with chlorine atoms and has no lone pairs, resulting in five regions of electron density.
- Determine the hybridization:
- 2 regions: sp hybridization
- 3 regions: sp² hybridization
- 4 regions: sp³ hybridization
- 5 regions: sp³d hybridization
- 6 regions: sp³d² hybridization
- Determine the molecular geometry:
- 2 regions: Linear
- 3 regions: Trigonal planar
- 4 regions: Tetrahedral
- 5 regions: Trigonal bipyramidal
- 6 regions: Octahedral
Therefore:
Hybridization: sp³d
Molecular Geometry: Trigonal bipyramidal
Correct Answer: (B)
Question 7:
Which of the following compounds has the lowest boiling point?
Options:
- (A) H₂O
- (B) NH₃
- (C) CH₄
- (D) CO₂
View Answer
Answer Explanation:
CH₄ has the lowest boiling point due to weaker London dispersion forces compared to the other compounds.
Correct Answer: (C)
Question 8:
In semiconductor physics, doping with a group V element such as phosphorus in silicon introduces extra electrons. Explain how this affects the band structure of silicon and its electrical conductivity. Additionally, describe what type of charge carriers are predominant in this n-type semiconductor.
Options:
- (A) The conduction band is lowered, increasing the band gap; holes are the predominant charge carriers.
- (B) Extra electrons occupy the valence band, decreasing electrical conductivity; electrons are the predominant charge carriers.
- (C) Extra electrons occupy the conduction band, bridging the gap between the valence and conduction bands; electrons are the predominant charge carriers.
- (D) The band structure remains unchanged, but the mobility of charge carriers decreases; both electrons and holes are equally predominant.
View Answer
Answer Explanation:
Doping silicon with a group V element like phosphorus adds extra valence electrons that occupy energy levels slightly below the conduction band. These electrons can easily move into the conduction band with minimal energy input, thereby increasing electrical conductivity.
- Option A: Incorrect. The conduction band is not lowered, and holes are not the predominant charge carriers in n-type semiconductors.
- Option B: Incorrect. Extra electrons do not occupy the valence band; they contribute to the conduction band.
- Option C: Correct. Extra electrons introduced by doping occupy energy levels near the conduction band, effectively bridging the gap and allowing electrons to move freely, thereby increasing electrical conductivity. Electrons are the predominant charge carriers in n-type semiconductors.
- Option D: Incorrect. The band structure is altered by doping, and electrons are the primary charge carriers, not both electrons and holes equally.
Correct Answer: (C)
Question 9:
What is the formal charge on the oxygen atom in the hydroxide ion (OH⁻)?
Options:
- (A) 0
- (B) -1
- (C) +1
- (D) -2
View Answer
Answer Explanation:
In OH⁻, oxygen has a formal charge of -1.
Correct Answer: (B)
Question 10:
What type of doping is achieved by adding boron to silicon?
Options:
- (A) n-type doping
- (B) p-type doping
- (C) Intrinsic doping
- (D) Compensated doping
View Answer
Answer Explanation:
Adding boron, which has one less valence electron than silicon, results in p-type doping.
Correct Answer: (B)
Question 11:
Which of the following molecules can form hydrogen bonds?
Options:
- (A) CH₃CH₂CH₃
- (B) H₂S
- (C) NH₃
- (D) CCl₄
View Answer
Answer Explanation:
NH₃ can form hydrogen bonds because it has hydrogen atoms bonded to nitrogen, a highly electronegative atom.
Correct Answer: (C)
Question 12:
Which of the following pairs of molecules exhibit dipole-dipole interactions?
Options:
- (A) CO and CO₂
- (B) H₂ and N₂
- (C) HCl and HBr
- (D) CH₄ and C₂H₆
View Answer
Answer Explanation:
HCl and HBr are polar molecules that exhibit dipole-dipole interactions.
Correct Answer: (C)
Question 13:
Ion-dipole forces are most significant in which of the following scenarios?
Options:
- (A) Dissolving nonpolar molecules in hexane.
- (B) Dissolving NaCl in water.
- (C) Dissolving NH₃ in ethanol.
- (D) Dissolving CH₄ in water.
View Answer
Answer Explanation:
Ion-dipole forces are significant when dissolving ionic compounds like NaCl in polar solvents like water.
Correct Answer: (B)
Question 14:
Which of the following factors increases the strength of London Dispersion Forces (LDF) in a molecule?
Options:
- (A) Decreasing molecular mass.
- (B) Increasing molecular symmetry.
- (C) Decreasing surface area.
- (D) Increasing the number of electrons.
View Answer
Answer Explanation:
Increasing the number of electrons increases polarizability, thereby strengthening LDF.
Correct Answer: (D)
Question 15:
Which of the following solutes is least likely to dissolve in water?
Options:
- (A) NaCl
- (B) CH₄
- (C) NH₃
- (D) C₂H₅OH
View Answer
Answer Explanation:
CH₄ is nonpolar and has weak intermolecular forces, making it least likely to dissolve in polar water.
Correct Answer: (B)
Question 16:
Consider the following molecules: water (H₂O), hydrogen fluoride (HF), and ammonia (NH₃). Which of the following statements correctly describes their hydrogen bonding abilities and how these bonds influence their physical properties?
Options:
- (A) Ammonia (NH₃) forms stronger hydrogen bonds than water (H₂O) due to the higher electronegativity of nitrogen compared to oxygen.
- (B) Hydrogen fluoride (HF) forms the strongest hydrogen bonds among the three, leading to its higher boiling point despite having the smallest molecular size.
- (C) Water (H₂O) exhibits hydrogen bonding that is less extensive than ammonia, resulting in a lower boiling point.
- (D) Hydrogen bonding in ammonia (NH₃) occurs because hydrogen atoms are bonded to highly electropositive nitrogen, which attracts electrons away from hydrogen.
View Answer
Answer Explanation:
Hydrogen fluoride (HF) forms the strongest hydrogen bonds due to the high electronegativity of fluorine, leading to a higher boiling point. While water (H₂O) can form extensive hydrogen bonding networks, ammonia (NH₃) forms weaker hydrogen bonds because nitrogen is less electronegative than oxygen or fluorine.
Correct Answer: (B)
Question 17:
Consider the following molecules: water (H₂O), hydrogen sulfide (H₂S), methanol (CH₃OH), and dimethyl ether (CH₃OCH₃). These molecules exhibit different intermolecular forces based on their molecular structures. Identify the correct sequence of these substances in increasing order of their boiling points and justify the order based on their molecular interactions.
Options:
- (A) CH₃OCH₃ < H₂S < CH₃OH < H₂O
- (B) H₂S < CH₃OCH₃ < H₂O < CH₃OH
- (C) H₂S < CH₃OCH₃ < CH₃OH < H₂O
- (D) CH₃OH < H₂O < H₂S < CH₃OCH₃
View Answer
Answer Explanation:
The boiling points of these molecules are determined by the type and strength of intermolecular forces present:
- Dimethyl ether (CH₃OCH₃): Has weak dipole-dipole interactions and London dispersion forces. It does not have hydrogen bonding due to the absence of an -OH or -NH group, resulting in a relatively low boiling point.
- Hydrogen sulfide (H₂S): Exhibits dipole-dipole interactions but lacks strong hydrogen bonding since sulfur is less electronegative than oxygen, resulting in a boiling point slightly higher than that of dimethyl ether.
- Methanol (CH₃OH): Capable of hydrogen bonding due to the -OH group, leading to a much higher boiling point than both H₂S and CH₃OCH₃.
- Water (H₂O): Has strong hydrogen bonding due to the two -OH bonds and its bent structure, resulting in the highest boiling point among the listed substances.
The correct order of increasing boiling points is:
CH₃OCH₃ < H₂S < CH₃OH < H₂O
Correct Answer: (A)
Question 18:
Predict the solubility of silver chloride (AgCl) in water and explain the reasoning based on ion-dipole interactions and lattice energy.
Options:
- (A) Highly soluble due to strong ion-dipole interactions overcoming lattice energy.
- (B) Slightly soluble because ion-dipole interactions are weaker than the lattice energy of AgCl.
- (C) Insoluble because there are no significant intermolecular forces to facilitate dissolution.
- (D) Moderately soluble due to a balance between ion-dipole interactions and lattice energy.
View Answer
Answer Explanation:
Solubility of ionic compounds in water depends on the balance between the lattice energy of the solid and the ion-dipole interactions formed between the ions and water molecules.
- Lattice Energy of AgCl: AgCl has a high lattice energy due to the strong electrostatic attraction between Ag⁺ and Cl⁻ ions.
- Ion-Dipole Interactions: Water is a polar solvent that can form strong ion-dipole interactions with Ag⁺ and Cl⁻ ions. However, in the case of AgCl, these interactions are not strong enough to completely overcome the lattice energy.
As a result, only a small amount of AgCl can dissolve in water, making it slightly soluble.
Correct Answer: (B)
Question 19:
Determine the formal charge on each oxygen atom in the permanganate ion (MnO₄⁻) assuming the central manganese atom is bonded to four oxygen atoms with equivalent bonds in the resonance structure.
Options:
- (A) Each oxygen has a formal charge of -1
- (B) Two oxygens have a formal charge of -1 each, and two oxygens have a formal charge of 0
- (C) All oxygens have a formal charge of 0
- (D) One oxygen has a formal charge of -2, and three oxygens have a formal charge of 0
View Answer
Answer Explanation:
To calculate the formal charge on each oxygen atom in MnO₄⁻, follow these steps:
$$ \text{Formal charge} = (\text{Valence electrons}) - (\text{Non-bonding electrons}) - \frac{1}{2} (\text{Bonding electrons}) $$
Assuming a resonance structure where manganese forms four equivalent bonds with oxygen atoms:
- Manganese (Mn): Valence electrons = 7 (group 7). In MnO₄⁻, it forms four bonds with oxygen atoms and carries a +7 oxidation state.
- Oxygen (O): Valence electrons = 6.
- Bonding electrons: Each oxygen forms a double bond with manganese, sharing four electrons.
- Non-bonding electrons: Each oxygen has two lone pairs (4 electrons).
Calculating formal charge for each oxygen:
$$ \text{Formal charge} = 6 - 4 - \frac{1}{2}(4) = 6 - 4 - 2 = 0 $$
However, since the overall charge of the ion is -1, one oxygen must carry a -1 formal charge. Therefore, in the resonance hybrid, each oxygen effectively has a formal charge of -0.25, but since formal charges must be whole numbers, resonance distributes the charge equally among all oxygens.
Thus, all oxygens have an equivalent formal charge, which is approximately -0.25 each, but traditionally represented as:
Correct Answer: (A) Each oxygen has a formal charge of -1
Question 20:
The benzene molecule (C₆H₆) is often represented by two Kekulé structures. Explain why these resonance structures contribute to the stability of benzene and describe how resonance affects the bond lengths within the benzene ring.
Options:
- (A) Resonance structures increase the overall energy, making benzene less stable; bond lengths are unequal.
- (B) Resonance structures distribute electron density evenly, enhancing stability; bond lengths are equivalent.
- (C) Resonance structures have no impact on stability; bond lengths vary randomly.
- (D) Resonance structures create localized pi bonds, increasing reactivity; bond lengths are shortened.
View Answer
Answer Explanation:
Benzene's resonance structures depict alternating single and double bonds, but experimentally, all C-C bonds in benzene are of equal length, intermediate between single and double bonds. Resonance allows for the delocalization of pi electrons across the entire ring, distributing electron density evenly.
- Option A: Incorrect. Resonance structures lower the overall energy, increasing stability; bond lengths are equal.
- Option B: Correct. Resonance distributes electron density uniformly, enhancing stability, and results in equivalent bond lengths throughout the benzene ring.
- Option C: Incorrect. Resonance significantly impacts stability and bond lengths.
- Option D: Incorrect. Resonance leads to delocalized electrons, not localized pi bonds, and bond lengths become equal, not necessarily shortened.
Correct Answer: (B)
Question 21:
Determine the hybridization state and molecular geometry of the central sulfur atom in sulfur hexafluoride (SF₆).
Options:
- (A) sp³ hybridization; octahedral geometry
- (B) sp³d hybridization; trigonal bipyramidal geometry
- (C) sp³d² hybridization; octahedral geometry
- (D) sp² hybridization; trigonal planar geometry
View Answer
Answer Explanation:
To determine the hybridization and molecular geometry of sulfur in SF₆:
- Count the number of valence electrons on sulfur: Sulfur is in group 16, so it has 6 valence electrons.
- Determine the regions of electron density around sulfur: In SF₆, sulfur forms six bonds with fluorine atoms and has no lone pairs, resulting in six regions of electron density.
- Determine the hybridization:
- 2 regions: sp
- 3 regions: sp²
- 4 regions: sp³
- 5 regions: sp³d
- 6 regions: sp³d²
- Determine the molecular geometry:
- 6 regions: Octahedral geometry
Therefore:
Hybridization: sp³d²
Molecular Geometry: Octahedral
Correct Answer: (C) sp³d² hybridization; octahedral geometry
Question 22:
The benzene molecule (C₆H₆) is often represented by two Kekulé structures. Which of the following statements best explains how resonance contributes to the stability and bond characteristics of the benzene molecule?
Options:
- (A) Resonance allows for localized double bonds, increasing bond strength and stability.
- (B) Resonance structures create a dynamic equilibrium where electrons rapidly shift between different bond arrangements.
- (C) Resonance delocalizes the pi electrons over all six carbon atoms, resulting in equivalent bond lengths and enhanced stability.
- (D) Resonance has no significant effect on the bond lengths or stability of the benzene molecule.
View Answer
Answer Explanation:
(C) Resonance delocalizes the pi electrons over all six carbon atoms, resulting in equivalent bond lengths and enhanced stability. **Explanation:** - In benzene, the pi electrons are not localized between specific carbon atoms as in alternating single and double bonds. - Instead, resonance allows these electrons to be delocalized around the entire ring, creating a stable electron cloud. - This delocalization results in all C-C bond lengths being equal, intermediate between single and double bonds. - The equal bond lengths and delocalized electrons significantly enhance the stability of benzene compared to hypothetical localized double bond structures.
Correct Answer: (C)
Question 23:
What is the formal charge on the nitrogen atom in the nitrate ion (NO₃⁻)?
Options:
- (A) 0
- (B) -1
- (C) -2
- (D) +1
View Answer
Answer Explanation:
To find the formal charge on the nitrogen atom in NO₃⁻, use the formula:
Formal charge = (Valence electrons) - (Non-bonding electrons) - (Bonding electrons/2)
Nitrogen has 5 valence electrons. In the nitrate ion, nitrogen forms three bonds (double bond with one oxygen and single bonds with the other two oxygens). It has no lone pairs:
- Valence electrons: 5
- Bonding electrons: 8 (since nitrogen is bonded to three oxygens, including a double bond)
- Non-bonding electrons: 0
Calculation:
Formal charge = 5 - 0 - (8/2) = 5 - 4 = +1
Correct Answer: (D) +1
Question 24:
What type of semiconductor is formed when boron is doped into silicon?
Options:
- (A) n-type doping
- (B) p-type doping
- (C) Intrinsic doping
- (D) Compensated doping
View Answer
Answer Explanation:
Boron has one less valence electron than silicon, thus it causes p-type doping.
Correct Answer: (B)
Question 25:
Determine the formal charge on each oxygen atom in the sulfate ion (SO₄²⁻) using the most stable resonance structure.
Options:
- (A) Each oxygen has a formal charge of -1
- (B) Two oxygens have a formal charge of -1 each, and two oxygens have a formal charge of 0
- (C) All oxygens have a formal charge of 0
- (D) One oxygen has a formal charge of -2, and three oxygens have a formal charge of 0
View Answer
Answer Explanation:
To calculate the formal charge on each oxygen atom in SO₄²⁻, use the formal charge formula:
$$ \text{Formal charge} = (\text{Valence electrons}) - (\text{Non-bonding electrons}) - \frac{1}{2} (\text{Bonding electrons}) $$
Assuming resonance structures where sulfur forms one double bond and three single bonds with oxygen atoms:
- Sulfur (S): Valence electrons = 6; Non-bonding electrons = 0; Bonding electrons = 8 (one double bond and three single bonds). Formal charge = 6 - 0 - 4 = +2
- Oxygen with double bond: Valence electrons = 6; Non-bonding electrons = 4; Bonding electrons = 4. Formal charge = 6 - 4 - 2 = 0
- Oxygens with single bonds: Valence electrons = 6; Non-bonding electrons = 6; Bonding electrons = 2. Formal charge = 6 - 6 - 1 = -1
Since the ion has an overall charge of -2, and there are three oxygens with -1 each, the fourth oxygen (with a double bond) has a formal charge of 0.
Correct Answer: (B) Two oxygens have a formal charge of -1 each, and two oxygens have a formal charge of 0
Question 26:
Determine the hybridization state and molecular geometry of the central boron atom in boron trifluoride (BF₃).
Options:
- (A) sp³ hybridization; tetrahedral geometry
- (B) sp² hybridization; trigonal planar geometry
- (C) sp hybridization; linear geometry
- (D) dsp³ hybridization; trigonal bipyramidal geometry
View Answer
Answer Explanation:
To determine the hybridization and molecular geometry of boron in BF₃:
- Count the regions of electron density around boron: Boron forms three single bonds with fluorine atoms and has no lone pairs, resulting in three regions of electron density.
- Determine hybridization:
- 2 regions: sp hybridization
- 3 regions: sp² hybridization
- 4 regions: sp³ hybridization
- Determine molecular geometry:
- 3 regions: Trigonal planar geometry
Therefore:
Hybridization: sp²
Molecular Geometry: Trigonal planar
Correct Answer: (B) sp² hybridization; trigonal planar geometry
Question 27:
Explain how resonance contributes to the stability and bond length uniformity in the nitrite ion (NO₂⁻).
Options:
- (A) Resonance localizes double bonds on one oxygen, creating unequal bond lengths and decreasing stability.
- (B) Resonance structures indicate a dynamic equilibrium where electrons are rapidly shifting, leading to variable bond lengths.
- (C) Resonance delocalizes the pi electrons over both oxygen atoms, resulting in equivalent bond lengths and enhanced stability.
- (D) Resonance has no significant effect on the nitrite ion's stability or bond lengths.
View Answer
Answer Explanation:
In the nitrite ion (NO₂⁻), resonance allows for the delocalization of pi electrons between the two oxygen atoms. This delocalization means that the double bond is not fixed to one oxygen but is shared equally between both.
- Bond Lengths: Due to resonance, both N-O bonds are equivalent in length, intermediate between a single and a double bond.
- Stability: The delocalization of electrons lowers the overall energy of the molecule, increasing its stability compared to a structure with localized double bonds.
Therefore, resonance in the nitrite ion results in equivalent bond lengths and enhanced stability.
Correct Answer: (C)
Question 28:
In the permethylate ion (C₅H₁₁O⁻), determine the formal charge distribution assuming the negative charge is localized on the oxygen atom. Which of the following statements is true regarding the formal charges in this ion?
Options:
- (A) The oxygen atom has a formal charge of -1, and all carbon atoms have a formal charge of +1.
- (B) The oxygen atom has a formal charge of -1, and all carbon atoms have a formal charge of 0.
- (C) Both oxygen and one carbon atom have a formal charge of -1 each.
- (D) The oxygen atom has a formal charge of 0, and one carbon atom has a formal charge of -1.
View Answer
Answer Explanation:
To determine the formal charges in the permethylate ion (C₅H₁₁O⁻), follow these steps:
- Oxygen Atom:
- Valence electrons = 6
- Non-bonding electrons = 6 (three lone pairs)
- Bonding electrons = 2 (one single bond with carbon)
- Formal charge = 6 - 6 - 1 = -1
- Carbon Atoms:
- Each carbon atom in the permethylate ion forms four single bonds (either with hydrogen or other carbon atoms).
- Valence electrons = 4
- Non-bonding electrons = 0
- Bonding electrons = 8 (four bonds)
- Formal charge = 4 - 0 - 4 = 0
Thus, only the oxygen atom carries a formal charge of -1, while all carbon atoms have a formal charge of 0.
Correct Answer: (B)
Question 29:
Dinitrogen tetroxide (N₂O₄) exhibits resonance. Which of the following statements best describes the effect of resonance on the molecular structure of N₂O₄?
Options:
- (A) Resonance causes the N-N bond to be a perfect single bond with localized electrons.
- (B) Resonance delocalizes electrons between the two nitrogen atoms, resulting in equal N-O bond lengths.
- (C) Resonance leads to unequal N-O bond lengths due to alternating single and double bonds.
- (D) Resonance has no effect on the bonding in N₂O₄; all bonds are static.
View Answer
Answer Explanation:
In dinitrogen tetroxide (N₂O₄), resonance allows for the delocalization of electrons between the two nitrogen atoms. This delocalization results in equalization of the N-O bond lengths, making them equivalent rather than alternating single and double bonds.
- Bond Lengths: All N-O bonds are of equal length due to electron delocalization.
- Stability: Resonance stabilization increases the overall stability of the molecule.
Therefore, resonance in N₂O₄ leads to equal N-O bond lengths through electron delocalization between the nitrogen atoms.
Correct Answer: (B)
Question 30:
Determine the hybridization state and molecular geometry of the central phosphorus atom in phosphorus trichloride (PCl₃).
Options:
- (A) sp³ hybridization; tetrahedral geometry
- (B) sp² hybridization; trigonal planar geometry
- (C) sp³ hybridization; trigonal pyramidal geometry
- (D) sp hybridization; linear geometry
View Answer
Answer Explanation:
To determine the hybridization and molecular geometry of phosphorus in PCl₃:
- Count the regions of electron density around phosphorus:
- Phosphorus forms three bonds with chlorine atoms and has one lone pair, resulting in four regions of electron density.
- Determine hybridization:
- Four regions of electron density → sp³ hybridization.
- Determine molecular geometry:
- With one lone pair and three bonding pairs, the geometry is trigonal pyramidal.
Therefore:
Hybridization: sp³
Molecular Geometry: Trigonal pyramidal
Correct Answer: (C) sp³ hybridization; trigonal pyramidal geometry
Question 31:
Determine the formal charge on each atom in the cyanate ion (OCN⁻) using the most stable resonance structure.
Options:
- (A) Oxygen: -1; Carbon: +1; Nitrogen: 0
- (B) Oxygen: 0; Carbon: -1; Nitrogen: +1
- (C) Oxygen: -1; Carbon: 0; Nitrogen: 0
- (D) Oxygen: 0; Carbon: +1; Nitrogen: -1
View Answer
Answer Explanation:
To calculate the formal charges in the cyanate ion (OCN⁻), consider the resonance structures where carbon is the central atom bonded to oxygen and nitrogen.
- Formal Charge Formula: $$ \text{Formal charge} = (\text{Valence electrons}) - (\text{Non-bonding electrons}) - \frac{1}{2} (\text{Bonding electrons}) $$
- Oxygen Atom:
- Valence electrons = 6
- Non-bonding electrons = 6 (three lone pairs)
- Bonding electrons = 2 (one single bond)
- Formal charge = 6 - 6 - 1 = -1
- Carbon Atom:
- Valence electrons = 4
- Non-bonding electrons = 0
- Bonding electrons = 8 (one single bond with oxygen and one triple bond with nitrogen)
- Formal charge = 4 - 0 - 4 = 0
- Nitrogen Atom:
- Valence electrons = 5
- Non-bonding electrons = 2 (one lone pair)
- Bonding electrons = 6 (triple bond with carbon)
- Formal charge = 5 - 2 - 3 = 0
The overall charge of the ion is -1, which is assigned to the oxygen atom:
- Oxygen: -1
- Carbon: 0
- Nitrogen: 0
Correct Answer: (C) Oxygen: -1; Carbon: 0; Nitrogen: 0
Question 32:
What is the electron domain geometry around the central phosphorus atom in phosphorus trifluoride (PF₃), and how does this geometry influence the bond angles?
Options:
- (A) Tetrahedral; the lone pair on phosphorus reduces the bond angles to less than 109.5°.
- (B) Trigonal planar; the absence of lone pairs on the phosphorus atom results in bond angles of exactly 120°.
- (C) Trigonal bipyramidal; lone pairs occupy the axial positions, leading to varying bond angles.
- (D) Linear; the bonds create 180° bond angles around phosphorus.
View Answer
Answer Explanation:
In phosphorus trifluoride (PF₃), the central phosphorus atom is bonded to three fluorine atoms and has one lone pair. This results in four regions of electron density around the phosphorus atom, which adopt a tetrahedral electron domain geometry.
The presence of the lone pair on phosphorus distorts the molecular geometry from a perfect tetrahedron to a trigonal pyramidal shape, reducing the bond angles to less than 109.5° (approximately 107°).
Correct Answer: (A) Tetrahedral; the lone pair on phosphorus reduces the bond angles to less than 109.5°.
Question 33:
Determine the hybridization state and molecular geometry of the central xenon atom in xenon tetrafluoride (XeF₄).
Options:
- (A) sp³ hybridization; tetrahedral geometry
- (B) sp³d hybridization; trigonal bipyramidal geometry
- (C) sp³d² hybridization; octahedral geometry
- (D) sp² hybridization; trigonal planar geometry
View Answer
Answer Explanation:
To determine the hybridization and molecular geometry of xenon in XeF₄:
- Count the regions of electron density around xenon:
- Xenon forms four bonds with fluorine atoms and has two lone pairs, resulting in six regions of electron density.
- Determine hybridization:
- Six regions of electron density → sp³d² hybridization.
- Determine molecular geometry:
- With two lone pairs in an octahedral arrangement, the molecular geometry is square planar.
Therefore:
Hybridization: sp³d²
Molecular Geometry: Square planar
Correct Answer: (C) sp³d² hybridization; octahedral geometry
Question 34:
Determine the molecular geometry and hybridization state of the central nitrogen atom in nitrogen trichloride (NCl₃).
Options:
- (A) sp³ hybridization; tetrahedral geometry
- (B) sp³ hybridization; trigonal pyramidal geometry
- (C) sp² hybridization; trigonal planar geometry
- (D) sp hybridization; linear geometry
View Answer
Answer Explanation:
To determine the hybridization and molecular geometry of nitrogen in NCl₃:
- Count the regions of electron density around nitrogen:
- Nitrogen forms three single bonds with chlorine atoms and has one lone pair, resulting in four regions of electron density.
- Determine hybridization:
- Four regions of electron density → sp³ hybridization.
- Determine molecular geometry:
- With one lone pair and three bonding pairs, the geometry is trigonal pyramidal.
Therefore:
Hybridization: sp³
Molecular Geometry: Trigonal pyramidal
Correct Answer: (B) sp³ hybridization; trigonal pyramidal geometry
Question 35:
What is the electron domain geometry around the central sulfur atom in sulfur dioxide (SO₂), and how does this geometry influence the bond angles?
Options:
- (A) Trigonal planar; the lone pair on sulfur reduces the bond angles to less than 120°.
- (B) Tetrahedral; the lone pair on sulfur results in bond angles of approximately 109.5°.
- (C) Linear; the bonds create 180° bond angles around sulfur.
- (D) Octahedral; the lone pairs occupy equatorial positions, leading to bond angles of 90°.
View Answer
Answer Explanation:
In sulfur dioxide (SO₂), the central sulfur atom is bonded to two oxygen atoms and has one lone pair. This results in three regions of electron density around the sulfur atom, giving it a trigonal planar electron domain geometry.
However, because one of these regions is a lone pair, the molecular geometry of SO₂ is bent (or V-shaped). The presence of the lone pair slightly repels the bonding pairs, reducing the bond angles to less than the ideal 120° of a trigonal planar geometry (approximately 119°).
Correct Answer: (A) Trigonal planar; the lone pair on sulfur reduces the bond angles to less than 120°.
Question 36:
Which of the following molecules does NOT exhibit resonance?
Options:
- (A) CO₃²⁻
- (B) NO₃⁻
- (C) O₂
- (D) SO₄²⁻
View Answer
Answer Explanation:
O₂ does not exhibit resonance, whereas CO₃²⁻, NO₃⁻, and SO₄²⁻ do.
Correct Answer: (C)
Question 37:
Determine the hybridization state and molecular geometry of the central xenon atom in xenon difluoride (XeF₂).
Options:
- (A) sp³ hybridization; trigonal bipyramidal geometry
- (B) sp³d hybridization; seesaw geometry
- (C) sp³d² hybridization; linear geometry
- (D) sp hybridization; linear geometry
View Answer
Answer Explanation:
To determine the hybridization and molecular geometry of xenon in XeF₂:
- Count the regions of electron density around xenon:
- Xenon forms two bonds with fluorine atoms and has three lone pairs, resulting in five regions of electron density.
- Determine hybridization:
- Five regions of electron density → sp³d hybridization.
- Determine molecular geometry:
- With five regions (including lone pairs), the electron geometry is trigonal bipyramidal.
- The three lone pairs occupy equatorial positions to minimize repulsion, resulting in a linear molecular geometry for the bonded atoms.
Therefore:
Hybridization: sp³d
Molecular Geometry: Linear
Correct Answer: (C) sp³d² hybridization; linear geometry
Question 38:
Calculate the formal charge on each nitrogen atom in dinitrogen pentoxide (N₂O₅) assuming the most stable resonance structure.
Options:
- (A) Both nitrogen atoms have a formal charge of +1 each.
- (B) One nitrogen has a formal charge of +1 and the other has 0.
- (C) Both nitrogen atoms have a formal charge of 0 each.
- (D) One nitrogen has a formal charge of +2 and the other has -1.
View Answer
Answer Explanation:
To determine the formal charges in N₂O₅:
- Structure: N₂O₅ consists of two nitrogen atoms each bonded to three oxygen atoms. Typically, one nitrogen is bonded via double bonds to two oxygens and a single bond to one oxygen with a negative charge.
- Formal Charge Calculation:
- Nitrogen Atom:
- Valence electrons = 5
- Non-bonding electrons = 0
- Bonding electrons = 8 (four bonds)
- Formal charge = 5 - 0 - 4 = +1
- Oxygen Atoms:
- Oxygens with double bonds: Formal charge = 0
- Oxygen with single bond: Formal charge = -1
- Nitrogen Atom:
- Overall Charge: The ion is neutral, so the charges balance out.
Thus, each nitrogen atom has a formal charge of +1.
Correct Answer: (A)
Question 39:
The benzyl carbocation (C₆H₅CH₂⁺) exhibits resonance stabilization. Which of the following statements best describes the effect of resonance on the stability and electron distribution in the benzyl carbocation?
Options:
- (A) Resonance localizes the positive charge on the benzylic carbon, making the carbocation less stable.
- (B) Resonance delocalizes the positive charge over the aromatic ring, increasing the carbocation's stability.
- (C) Resonance has no effect on the stability of the benzyl carbocation.
- (D) Resonance causes the carbocation to form a double bond with one of the ring carbons, eliminating the positive charge.
View Answer
Answer Explanation:
In the benzyl carbocation, the positive charge can be delocalized over the aromatic ring through resonance. This delocalization spreads the positive charge across multiple carbon atoms, stabilizing the carbocation.
Therefore, resonance increases the stability of the benzyl carbocation by delocalizing the positive charge.
Correct Answer: (B)
Question 40:
Using VSEPR theory, predict the molecular geometry of phosphorus pentachloride (PCl₅) and explain the arrangement of its electron pairs.
Options:
- (A) Trigonal bipyramidal; three equatorial and two axial positions.
- (B) Octahedral; six equivalent positions.
- (C) Tetrahedral; four equivalent positions.
- (D) Square pyramidal; four base positions and one apex position.
View Answer
Answer Explanation:
Phosphorus pentachloride (PCl₅) has five regions of electron density around the central phosphorus atom (five P-Cl bonds and no lone pairs). According to VSEPR theory:
- Hybridization: sp³d
- Molecular Geometry: Trigonal bipyramidal
In this geometry, three chlorine atoms occupy the equatorial positions, and two occupy the axial positions.
Correct Answer: (A)
Question 42:
Determine the formal charge on the oxygen atom in the hydronium ion (H₃O⁺).
Options:
- (A) +1
- (B) 0
- (C) -1
- (D) +2
View Answer
Answer Explanation:
To calculate the formal charge on the oxygen atom in the hydronium ion (H₃O⁺), use the formal charge formula:
$$ \text{Formal charge} = (\text{Valence electrons}) - (\text{Non-bonding electrons}) - \frac{1}{2} (\text{Bonding electrons}) $$
For oxygen in H₃O⁺:
- Valence electrons: 6 (oxygen is in group 16)
- Non-bonding electrons: 2 (one lone pair)
- Bonding electrons: 6 (three single bonds with hydrogen atoms)
Plugging these values into the formula:
$$ \text{Formal charge} = 6 - 2 - \frac{1}{2}(6) = 6 - 2 - 3 = +1 $$
Correct Answer: (A) +1
Question 43:
Determine the hybridization state and molecular geometry of the central sulfur atom in sulfur dioxide (SO₂).
Options:
- (A) sp³ hybridization; bent geometry
- (B) sp² hybridization; bent geometry
- (C) sp hybridization; linear geometry
- (D) sp² hybridization; trigonal planar geometry
View Answer
Answer Explanation:
To determine the hybridization and molecular geometry of sulfur in SO₂:
- Count the regions of electron density around sulfur:
- Sulfur forms two double bonds with oxygen atoms and has one lone pair, resulting in three regions of electron density.
- Determine hybridization:
- Three regions of electron density → sp² hybridization.
- Determine molecular geometry:
- With two bonding pairs and one lone pair, the molecular geometry is bent.
Therefore:
Hybridization: sp²
Molecular Geometry: Bent
Correct Answer: (B) sp² hybridization; bent geometry
Question 44:
Explain how resonance contributes to the stability and bond length uniformity in the acetate ion (CH₃COO⁻).
Options:
- (A) Resonance localizes the negative charge on one oxygen, making C-O bonds unequal and decreasing stability.
- (B) Resonance delocalizes the negative charge over both oxygen atoms, resulting in equivalent C-O bond lengths and enhanced stability.
- (C) Resonance allows for the formation of a permanent double bond between carbon and one oxygen, making other bonds single.
- (D) Resonance has no effect on the acetate ion's stability or bond lengths.
View Answer
Answer Explanation:
In the acetate ion (CH₃COO⁻), resonance allows the delocalization of the negative charge over both oxygen atoms. This delocalization means that the C-O bonds are equivalent in length, intermediate between single and double bonds, enhancing the overall stability of the ion.
Therefore, resonance in the acetate ion results in equal C-O bond lengths and increased molecular stability by distributing the negative charge evenly.
Correct Answer: (B)
Question 45:
Using VSEPR theory, predict the molecular geometry of phosphorus trifluoride (PF₃) and explain the arrangement of its electron pairs.
Options:
- (A) Trigonal planar; three bonding pairs and no lone pairs.
- (B) Tetrahedral; three bonding pairs and one lone pair.
- (C) Trigonal pyramidal; three bonding pairs and one lone pair.
- (D) Linear; two bonding pairs and no lone pairs.
View Answer
Answer Explanation:
To determine the molecular geometry of PF₃ using VSEPR theory:
- Count the regions of electron density around phosphorus:
- Phosphorus forms three bonds with fluorine atoms and has one lone pair, resulting in four regions of electron density.
- Determine hybridization:
- Four regions of electron density → sp³ hybridization.
- Determine molecular geometry:
- With three bonding pairs and one lone pair, the geometry is trigonal pyramidal.
Therefore:
Hybridization: sp³
Molecular Geometry: Trigonal pyramidal
Correct Answer: (C) Trigonal pyramidal; three bonding pairs and one lone pair.
Question 46:
Compare the intermolecular forces in hydrogen peroxide (H₂O₂) and water (H₂O). Which of the following statements is TRUE regarding their boiling points?
Options:
- (A) Hydrogen peroxide has a lower boiling point than water due to weaker hydrogen bonding.
- (B) Water has a higher boiling point than hydrogen peroxide because it forms stronger hydrogen bonds.
- (C) Both hydrogen peroxide and water have identical boiling points as they are both hydrogen compounds.
- (D) Hydrogen peroxide has a higher boiling point than water due to additional hydrogen bonding capabilities.
View Answer
Answer Explanation:
Both hydrogen peroxide (H₂O₂) and water (H₂O) can form hydrogen bonds. However, hydrogen peroxide has a more complex structure with two -OH groups, allowing for more extensive hydrogen bonding networks compared to water. This leads to hydrogen peroxide having a higher boiling point than water.
Correct Answer: (D) Hydrogen peroxide has a higher boiling point than water due to additional hydrogen bonding capabilities.
Question 47:
The allyl carbocation (C₃H₅⁺) exhibits resonance stabilization. Which of the following statements best describes the effect of resonance on the stability and electron distribution in the allyl carbocation?
Options:
- (A) Resonance localizes the positive charge on one carbon atom, making the carbocation less stable.
- (B) Resonance delocalizes the positive charge over all three carbon atoms, increasing the carbocation's stability.
- (C) Resonance has no effect on the stability of the allyl carbocation.
- (D) Resonance causes the carbocation to form a double bond with one of the neighboring carbon atoms, eliminating the positive charge.
View Answer
Answer Explanation:
In the allyl carbocation (C₃H₅⁺), resonance allows the positive charge to be delocalized over the adjacent carbon atoms. This delocalization spreads the positive charge across multiple carbon atoms, enhancing the stability of the carbocation compared to a localized positive charge.
Therefore, resonance increases the stability of the allyl carbocation by distributing the positive charge over all three carbon atoms.
Correct Answer: (B)
Question 48:
Determine the hybridization state and molecular geometry of the central phosphorus atom in phosphorus pentachloride (PCl₅).
Options:
- (A) sp³ hybridization; trigonal bipyramidal geometry
- (B) sp³d hybridization; trigonal bipyramidal geometry
- (C) sp³d² hybridization; octahedral geometry
- (D) sp² hybridization; trigonal planar geometry
View Answer
Answer Explanation:
Phosphorus pentachloride (PCl₅) has five regions of electron density around the central phosphorus atom (five P-Cl bonds and no lone pairs). According to VSEPR theory:
- Hybridization: sp³d
- Molecular Geometry: Trigonal bipyramidal
In this geometry, three chlorine atoms occupy the equatorial positions, and two occupy the axial positions to minimize electron pair repulsions.
Correct Answer: (B) sp³d hybridization; trigonal bipyramidal geometry
Question 49:
Determine the formal charge on each atom in the hydrosulfite ion (HSO₃⁻) using the most stable resonance structure.
Options:
- (A) Hydrogen: +1; Sulfur: +1; Each Oxygen: -1
- (B) Hydrogen: 0; Sulfur: 0; Two Oxygens: 0 each; One Oxygen: -1
- (C) Hydrogen: 0; Sulfur: +1; Each Oxygen: -1
- (D) Hydrogen: +1; Sulfur: 0; Three Oxygens: -1 each
View Answer
Answer Explanation:
To calculate the formal charges in the hydrosulfite ion (HSO₃⁻), use the formal charge formula:
$$ \text{Formal charge} = (\text{Valence electrons}) - (\text{Non-bonding electrons}) - \frac{1}{2} (\text{Bonding electrons}) $$
- Hydrogen Atom (H):
- Valence electrons = 1
- Non-bonding electrons = 0
- Bonding electrons = 2 (one single bond)
- Formal charge = \(1 - 0 - \frac{2}{2} = 0\)
- Sulfur Atom (S):
- Valence electrons = 6
- Non-bonding electrons = 0
- Bonding electrons = 8 (four single bonds)
- Formal charge = \(6 - 0 - \frac{8}{2} = 2\)
- However, to balance the overall charge of -1, sulfur's formal charge is adjusted to 0.
- Oxygen Atoms (O):
- For the oxygen with a single bond and a negative charge:
- Valence electrons = 6
- Non-bonding electrons = 6 (three lone pairs)
- Bonding electrons = 2 (single bond)
- Formal charge = \(6 - 6 - \frac{2}{2} = -1\)
- For the two oxygens with single bonds:
- Valence electrons = 6
- Non-bonding electrons = 6 (three lone pairs)
- Bonding electrons = 2 (single bond each)
- Formal charge = \(6 - 6 - \frac{2}{2} = -1\)
- To achieve a total charge of -1, two oxygens have a formal charge of 0.
- For the oxygen with a single bond and a negative charge:
**Overall Formal Charges:**
- Hydrogen: 0
- Sulfur: 0
- Two Oxygens: 0 each
- One Oxygen: -1
The sum of the formal charges equals the overall charge of the ion (-1).
Correct Answer: (B) Hydrogen: 0; Sulfur: 0; Two Oxygens: 0 each; One Oxygen: -1
Question 50:
Compare the intermolecular forces in ethylene (C₂H₄) and ethanol (C₂H₅OH). Which of the following statements is TRUE regarding their boiling points?
Options:
- (A) Ethylene has a higher boiling point than ethanol due to stronger London dispersion forces.
- (B) Ethanol has a higher boiling point than ethylene because it can form hydrogen bonds.
- (C) Both ethylene and ethanol have similar boiling points as they have the same number of carbon atoms.
- (D) Ethylene has a higher boiling point than ethanol due to the presence of a double bond.
View Answer
Answer Explanation:
Ethylene (C₂H₄) exhibits London dispersion forces and some dipole-dipole interactions due to the presence of a double bond. Ethanol (C₂H₅OH), on the other hand, can form hydrogen bonds through its hydroxyl (-OH) group in addition to dipole-dipole interactions and London dispersion forces. Hydrogen bonding is a significantly stronger intermolecular force than London dispersion forces.
Therefore, ethanol has a higher boiling point than ethylene due to the presence of hydrogen bonding.
Correct Answer: (B)
8, 18, 24, 37
49
44번 ,40 , 41번 넣어야함 , 39번, 38 -> n2o4 로 바꾸기.