Chemistry - Topic 2 — Bonding, Structure and Properties

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67 Terms

1
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How are particles arranged in solids?

Close together in fixed positions; they vibrate but cannot move past each other.

2
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How do particles behave in a liquid?

Close together but able to move past each other.

3
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How do particles behave in a gas?

Far apart, moving rapidly and randomly.

4
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What do (s), (l), (g) and (aq) mean?

Solid, liquid, gas and dissolved in water (aqueous).

5
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Why do substances have different melting points?

Different strengths of forces or bonds between particles need different energy.

6
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What limits the simple particle model?

Solid spheres omit forces, their true structure and particle properties.

7
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When is a substance liquid relative to melting/boiling points?

Above its melting point but below its boiling point.

8
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Name the three main types of strong chemical bonding.

Ionic, covalent and metallic.

9
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What is ionic bonding?

Strong electrostatic attraction between oppositely charged ions.

10
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How are positive ions formed in ionic bonding?

Metal atoms lose outer-shell electrons.

11
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How are negative ions formed in ionic bonding?

Non-metal atoms gain electrons.

12
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Which charges do Group 1 and Group 2 metal ions form?

Group 1: +1; Group 2: +2.

13
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Which charges do Group 6 and Group 7 non-metal ions form?

Group 6: −2; Group 7: −1.

14
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What is the formula of magnesium chloride?

MgCl₂: Mg²⁺ is balanced by two Cl⁻ ions.

15
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What is the formula of aluminium oxide?

Al₂O₃: two Al³⁺ ions balance three O²⁻ ions.

16
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What structure do solid ionic compounds have?

A giant ionic lattice of alternating positive and negative ions.

17
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Why do ionic compounds have high melting points?

Many strong electrostatic attractions require much energy to overcome.

18
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When do ionic compounds conduct electricity?

When molten or dissolved, because ions can move and carry charge.

19
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Why does solid sodium chloride not conduct electricity?

Its ions are held in fixed positions in the lattice.

20
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What should ionic dot-and-cross diagrams show?

Transferred outer electrons and resulting ions in brackets with charges.

21
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What is a limitation of dot-and-cross diagrams?

They show electron transfer but not actual 3D size or spatial arrangement.

22
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How do you determine the formula of an ionic compound?

Balance the positive and negative charges to give an overall neutral formula.

23
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What is a covalent bond?

A shared pair of electrons attracted to the nuclei of both atoms.

24
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What type of elements usually form covalent bonds?

Non-metals bonded to other non-metals.

25
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How many covalent bonds normally form around carbon?

Four.

26
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How many covalent bonds normally form around oxygen?

Two.

27
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How many covalent bonds normally form around nitrogen?

Three.

28
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How many covalent bonds normally form around hydrogen or chlorine?

One each.

29
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What is a single, double and triple bond?

One, two and three shared pairs of electrons respectively.

30
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Which molecules contain double or triple bonds: O₂ and N₂?

O₂ has a double bond; N₂ has a triple bond.

31
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What is the formula of methane?

CH₄: carbon makes four single covalent bonds to hydrogen.

32
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What is the formula of ammonia?

NH₃: nitrogen makes three single covalent bonds to hydrogen.

33
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How many bonds are in a water molecule?

Two O–H single covalent bonds.

34
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How are polymers represented?

A repeating unit in brackets, with n showing many repeats.

35
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Why do small covalent molecules usually melt or boil at low temperatures?

Only weak intermolecular forces need to be overcome.

36
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What is overcome when a simple molecular substance boils?

Intermolecular forces, not the covalent bonds within molecules.

37
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Why do simple molecular substances not conduct electricity?

They have no free charged particles to carry current.

38
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Why can larger simple molecules have higher boiling points?

They usually experience stronger intermolecular forces.

39
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Why are many polymers solids at room temperature?

Large molecules have relatively strong intermolecular forces.

40
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What joins the atoms along a polymer chain?

Strong covalent bonds.

41
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Why do giant covalent substances have very high melting points?

Many strong covalent bonds must be broken.

42
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Why is diamond very hard?

Each carbon bonds to four others in a rigid 3D network.

43
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Why does diamond not conduct electricity?

It has no delocalised electrons or mobile ions.

44
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How many covalent bonds does each carbon make in graphite?

Three, in flat hexagonal layers.

45
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Why is graphite slippery?

Layers slide over each other because forces between layers are weak.

46
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Why does graphite conduct electricity?

Each carbon provides a delocalised electron able to carry charge.

47
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What is the bonding in silicon dioxide?

A giant covalent network with strong bonds throughout.

48
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What is graphene?

A single atom-thick layer of carbon atoms arranged in hexagons.

49
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Why does graphene conduct electricity?

Delocalised electrons can move across the layer.

50
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Why can graphene strengthen composites?

It is strong with a high tensile strength and low mass.

51
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What are fullerenes?

Hollow carbon molecules shaped as cages or tubes.

52
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What is a carbon nanotube?

A cylindrical fullerene with a very high length-to-diameter ratio.

53
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Give one use of fullerenes or nanotubes.

Drug delivery, catalysts or reinforcing lightweight composites.

54
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What is metallic bonding?

Electrostatic attraction between positive metal ions and delocalised electrons.

55
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Why can metals conduct electricity?

Delocalised electrons move and carry charge.

56
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Why do metals conduct thermal energy well?

Mobile delocalised electrons transfer energy rapidly.

57
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Why can pure metals be bent?

Layers of ions slide while attraction to electrons remains.

58
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Why are alloys usually harder than pure metals?

Different-sized atoms distort layers, making sliding more difficult.

59
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Why do most metals have high melting points?

Strong metallic bonding needs substantial energy to overcome.

60
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What size range defines nanoparticles?

Approximately 1–100 nanometres (nm).

61
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How many metres are in one nanometre?

1 × 10⁻⁹ metres.

62
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Why do nanoparticles have a large surface-area-to-volume ratio?

Much of their material is exposed at the surface relative to their volume.

63
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What happens to SA:V when the side length of a cube halves?

Its surface-area-to-volume ratio doubles.

64
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How do you calculate SA:V for a cube of side a?

Surface area = 6a²; volume = a³; SA:V = 6/a.

65
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Give uses of nanoparticles.

Catalysts, cosmetics, sunscreens, electronics and some medical applications.

66
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What is a potential disadvantage of nanoparticles?

Their small size may cause unknown health or environmental risks.

67
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Why can less nanoparticle material be needed for a task?

Its larger surface-area-to-volume ratio increases exposed active surface.