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Questions on covalent, dative covalent and metallic bonding
Covalent bonds as shared pairs of electrons, dot-and-cross diagrams for H₂O, NH₃, CH₄, HCl, CO₂, O₂ and N₂, lone pairs, double and triple bonds with their lengths and strengths, the unreactivity of nitrogen, H–X bond strength down Group 7, σ and π bonds with an estimate of π bond strength, sp³, sp² and sp hybridisation, molecules outside the octet rule, dative covalent bonds in NH₄⁺, H₃O⁺ and Al₂Cl₆ with the arrow notation, and metallic bonding with its strength, conductivity, malleability and melting points.
21 original questions · 64 marks · the covalent, dative covalent and metallic bonding notes · Bonding and structure · Flashcards for this unit
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Compare the bonding in solid sodium with the bonding in solid sodium chloride, and use the comparison to explain the differences in their electrical conductivity and in how they respond to a hammer blow.
Mark scheme
Indicative content
- both are giant lattices containing Na⁺ ions, held by electrostatic attraction acting in all directions through the whole structure
- in sodium the Na⁺ ions are attracted to a sea of delocalised electrons, one released by each atom, which belong to no single ion
- in sodium chloride each Na⁺ ion is attracted to the oppositely charged Cl⁻ ions around it, and there are no delocalised electrons at all
- sodium conducts as a solid because its delocalised electrons move through the lattice and carry charge when a potential difference is applied
- solid sodium chloride does not conduct because its ions are fixed in place; it conducts only when molten or dissolved, with ions carrying the charge
- sodium bends because layers of ions slide while the electrons move with them, but sodium chloride shatters because a shifted layer brings like charges together
Levels
- Level 3 (5–6 marks) both structures are compared point for point: the delocalised electrons of sodium against the Na⁺ and Cl⁻ ions of the salt, conductivity in the solid explained for both, and the sliding of metal layers against the shattering of the ionic lattice; every point names both substances
- Level 2 (3–4 marks) metallic and ionic bonding are described and the conductivity difference explained; the hammer blow is answered without the layer argument, or some points speak of one substance only
- Level 1 (1–2 marks) sodium is said to have delocalised electrons or sodium chloride to be ionic; solid sodium chloride is often said to conduct, or both solids to bend under the hammer
Explain why magnesium has a higher melting point than sodium.
Mark scheme
- B1 magnesium forms Mg²⁺ ions, sodium forms Na⁺ ions
- B1 magnesium releases two delocalised electrons per atom, sodium one
- B1 Mg²⁺ is smaller than Na⁺
- B1 so the attraction between the positive ions and the delocalised electrons is stronger in magnesium, and more energy is needed to overcome it
Explain why metals conduct electricity and why they are malleable.
Mark scheme
- B1 a metal has delocalised electrons that are not attached to any one atom
- B1 the delocalised electrons move through the lattice when a potential difference is applied, carrying charge
- B1 metals are malleable because layers of positive ions can slide over one another
- B1 the delocalised electrons move with the ions, so the bonding is not broken and like charges are not forced together
Explain, using hybridisation, why the bond angles round each carbon atom in ethene, C₂H₄, are about 120° and why the molecule is planar.
Mark scheme
- B1 each carbon mixes its 2s orbital with two 2p orbitals to form three sp² hybrid orbitals
- B1 the three sp² orbitals lie in a plane at 120° and form σ bonds to two hydrogen atoms and the other carbon
- B1 the unhybridised 2p orbital on each carbon lies at right angles to that plane, and the two overlap sideways to form a π bond
- B1 sideways overlap needs the two p orbitals to be parallel, so both CH₂ groups are held in the same plane
Describe the dot-and-cross diagram for ammonia, NH₃, showing outer electrons only.
Mark scheme
- B1 three shared pairs between nitrogen and the three hydrogen atoms, each pair one dot and one cross
- B1 one lone pair on nitrogen, both electrons in nitrogen's symbol
- B1 nitrogen has eight electrons in its outer shell and each hydrogen has two
Describe the dot-and-cross diagram for a nitrogen molecule, N₂.
Mark scheme
- B1 three shared pairs between the two nitrogen atoms, a triple bond, six electrons in the overlap
- B1 three of the shared electrons are dots and three are crosses, one from each atom in every pair
- B1 each nitrogen atom also has one lone pair, giving each atom eight outer electrons
Explain how an ammonium ion forms from an ammonia molecule and a hydrogen ion, and why its four N–H bonds are identical.
Mark scheme
- B1 the lone pair on the nitrogen of NH₃ is donated to the H⁺, which has no electrons
- B1 this forms a dative covalent bond, both electrons of the shared pair coming from nitrogen
- B1 once formed, a dative bond is a shared pair like any other, so all four N–H bonds have the same length and strength
Explain how two AlCl₃ molecules join to form an Al₂Cl₆ molecule.
Mark scheme
- B1 aluminium in AlCl₃ has only six outer electrons, so it can accept an electron pair
- B1 a chlorine atom in each AlCl₃ molecule has lone pairs
- B1 a lone pair on a chlorine of each molecule forms a dative bond to the aluminium of the other, so two dative bonds join the molecules and each aluminium has eight outer electrons
Suggest how the bonding in a carbon monoxide molecule, CO, allows both atoms to have eight outer electrons, given that the molecule contains a triple bond.
Mark scheme
- B1 two of the shared pairs are ordinary covalent bonds, each with one electron from carbon and one from oxygen
- B1 the third shared pair is a dative bond, both electrons coming from a lone pair on oxygen, drawn as O→C
- B1 carbon then has six shared electrons plus one lone pair, and oxygen six shared electrons plus one lone pair, eight each
Suggest why bronze, an alloy of copper with tin, is harder than pure copper.
Mark scheme
- B1 tin atoms are a different size from copper atoms
- B1 they disrupt the regular layers of ions in the metal lattice
- B1 so the layers cannot slide over each other as easily when a force is applied
Suggest why phosphorus forms both PCl₃ and PCl₅, but nitrogen forms NCl₃ and no NCl₅.
Mark scheme
- B1 nitrogen is in Period 2, so its outer shell can hold at most eight electrons
- B1 phosphorus is in Period 3, so its outer shell has room for more than eight electrons
- B1 in PCl₅ phosphorus shares all five outer electrons, giving it ten; nitrogen cannot share all five
Calculate the number of delocalised electrons in 1.00 g of magnesium. Ar of Mg = 24.3; L = 6.022 × 10²³ mol⁻¹.
Mark scheme
- M1 amount of Mg = 1.00 ÷ 24.3 = 0.04115 mol
- M1 each atom releases two electrons, so electrons = 2 × 0.04115 × 6.022 × 10²³
- A1 4.96 × 10²² delocalised electrons, to three significant figures
Calculate the energy needed to break every N≡N bond in 2.40 dm³ of nitrogen gas at room temperature and pressure. N≡N bond enthalpy = 945 kJ mol⁻¹; molar gas volume = 24.0 dm³ mol⁻¹.
Mark scheme
- M1 amount of N₂ = 2.40 ÷ 24.0 = 0.100 mol
- M1 one N≡N bond per molecule, so energy = 0.100 × 945
- A1 94.5 kJ, to three significant figures
Evaluate the claim that the dative bond in an ammonium ion is weaker than its other three N–H bonds and can be identified in the ion.
Mark scheme
- B1 the claim is wrong: the dative bond differs only in where both electrons came from when it formed
- B1 once formed it is a shared pair attracted to both nuclei, like the other three bonds
- B1 all four N–H bonds have the same length and strength and the ion is a regular tetrahedron, so no bond can be identified
Calculate an estimate of the energy needed to break only the π bonds in 5.60 g of nitrogen gas, N₂, taking the σ part of the triple bond as equal to an N–N single bond. Bond enthalpies: N–N 163 kJ mol⁻¹, N≡N 945 kJ mol⁻¹; Mr of N₂ = 28.0.
Mark scheme
- M1 N≡N is one σ and two π bonds, so the two π bonds together are worth 945 − 163 = 782 kJ mol⁻¹
- M1 amount of nitrogen = 5.60 ÷ 28.0 = 0.200 mol, so energy = 0.200 × 782; error carried forward from the π value
- A1 156 kJ, to three significant figures; reject 78.2 kJ, which counts only one of the two π bonds
Suggest why a hot wire placed in hydrogen iodide produces violet fumes of iodine, but the same wire has no effect on hydrogen chloride. Bond enthalpies: H–Cl 432 kJ mol⁻¹, H–I 298 kJ mol⁻¹.
Mark scheme
- B1 an iodine atom is larger than a chlorine atom, so the H–I bond is longer
- B1 the shared pair is further from the iodine nucleus, so the H–I bond is weaker, 298 against 432 kJ mol⁻¹
- B1 the hot wire supplies enough energy to break H–I bonds, giving hydrogen and iodine, but not enough to break H–Cl bonds
State what is meant by a covalent bond.
Mark scheme
- B1 a shared pair of electrons between two atoms
- B1 the pair is attracted electrostatically to the nuclei of both atoms
State what is meant by a dative covalent bond, and state how one is shown in a displayed formula.
Mark scheme
- B1 a shared pair of electrons in which both electrons come from the same atom
- B1 it is drawn as an arrow from the atom that donates the pair to the atom that accepts it
Give the number of bonding pairs and the number of lone pairs round the central atom in H₂O and in CO₂.
Mark scheme
- B1 H₂O: two bonding pairs and two lone pairs on oxygen
- B1 CO₂: four bonding pairs, as two double bonds, and no lone pairs on carbon
Explain why nitrogen gas, N₂, is very unreactive.
Mark scheme
- B1 the two atoms are joined by a triple bond, three shared pairs of electrons
- B1 the triple bond is very strong, 945 kJ mol⁻¹, so a large amount of energy is needed to break it before N₂ can react
Give the number of σ bonds and the number of π bonds in a molecule of hydrogen cyanide, HCN.
Mark scheme
- B1 two σ bonds: the C–H bond and one of the three bonds in C≡N
- B1 two π bonds, both in the C≡N triple bond
Practise covalent, dative covalent and metallic bonding one question at a time