OCR A-Level Chemistry Synthesis and analytical techniques (02), June 2023: Question 16

15 marks · Medium difficulty · Structured Questions

Explain the trend in boiling points of C6H14 isomers, write radical substitution mechanism steps for 2-methylpentane with bromine, write an equation for per-bromination, and determine the molecular formula of a partially brominated bromoalkane from gas volume and mass data.

Practise this question

Question

A three-part structured chemistry question about hydrocarbons. Part (a) provides a table of boiling points for 2,2-dimethylbutane (50 C), 2-methylpentane (60 C), and hexane (69 C), asking to state and explain the trend. Part (b) gives the skeletal formula of 2-methylpentane and asks in (i) to complete a table showing initiation, propagation, and termination steps for its reaction with bromine by radical substitution; in (ii) to write an equation for the substitution of all 14 hydrogen atoms; and in (iii) to determine the molecular formula of compound B using mass and gas volume data.
Question text

16 This question is about hydrocarbons.

(a) The boiling points of some hydrocarbons containing 6 carbon atoms are shown below.

Hydrocarbon Boiling point / ºC

2,2-dimethylbutane 50

2-methylpentane 60

hexane 69

State and explain the trend in boiling points shown by these hydrocarbons.

… [4]

(b) 2-methylpentane reacts with bromine by radical substitution.

2-methylpentane

A mixture of organic products is formed, including 3-bromo-2-methylpentane, and

compounds A and B.

(i) Complete the table below to show the mechanism for the formation of

3-bromo-2-methylpentane and three possible equations for termination.

In your equations, use structural or skeletal formulae and ‘dots’ (•) for the position of

radicals.

Equation: …

Initiation

Conditions: …

Propagation

Termination

[6]

(ii) Organic compound A is formed by the substitution of all 14 H atoms in

2-methylpentane by Br atoms.

Write the equation, using molecular formulae, for the formation of compound A from

2-methylpentane.

… [2]

(iii) Organic compound B is formed by the substitution of some of the 14 H atoms in

2-methylpentane by Br atoms.

0.8649 g of compound B is heated until it is vaporised.

Under the conditions used:

• compound B has a volume of 72.0 cm3

• the molar gas volume is 40.0 dm3 mol–1.

Determine a possible molecular formula of compound B.

molecular formula = … [3]

Mark scheme

Show the mark scheme The mark scheme details answers for question 16. Part (a) awards marks for recognizing the trend of increasing boiling point with less branching and explaining surface contact and London forces. Part (b)(i) gives the equations and skeletal structures for initiation, propagation, and three termination steps. Part (b)(ii) shows the formula C6Br14 and the balanced equation with Br2. Part (b)(iii) shows calculation steps for moles, molar mass, and the derived molecular formula C6H9Br5.

AO

Question Answer Marks Guidance

element

16 (a) 4 ANNOTATE WITH TICKS AND CROSSES

Comparisons needed throughout

ORA throughout

Trend for all 3 hydrocarbons (1 mark): AO1.1 Must have link between rank order of branching and

Boiling point increases with less branching boiling point for all 3.

OR less methyl/alkyl groups/side chains ALLOW Hexane is least branched/straight chain and

has highest bp AND 2,2-dimethylbutane is most

branched and has lowest bp.

IGNORE Chain length

Explanation with comparison (3 marks): AO1.2 Surface area alone is not sufficient, must have idea

X3 of contact.

Branching and surface contact

(Less branching gives) more (surface) contact / interaction DO NOT ALLOW arguments comparing different

(between molecules) numbers of electrons (as all have the same number).

IGNORE van der Waals’/vdW forces OR IDID OR

Surface contact and London forces IDD

(More surface contact) gives more /stronger induced

dipole(–dipole) interactions/ London forces

ALLOW ‘more energy to break intermolecular forces’

Energy and intermolecular forces if intermolecular forces are not identified or incorrect.

More energy to break induced dipole(–dipole) interactions/ IGNORE harder to overcome/break intermolecular

London forces/intermolecular forces/intermolecular bonds forces (no reference to energy)

(with less branching) IGNORE just ‘bonds’

intermolecular/London forces required

AO

element

16 (b) (i) Initiation 6 DOT REQUIRED throughout

Br2 → 2Br• AO1.1 IGNORE temperature and pressure

AND

ultraviolet / UV ✓ ALLOW ECF for use of Cl• (from Cl2) in subsequent

propagation and termination steps

Propagation

AO2.5 ALLOW any combination of skeletal OR structural

+ Br• + HBr OR displayed formula as long as unambiguous

✓

ALLOW 1 mark for propagation for 2 ‘correct’

equations but with dot omitted or in wrong position

+ Br2 + Br•

AO2.5

Br ✓

Termination

DO NOT ALLOW ECF from incorrect radical

intermediate for termination steps

2Br• → Br2 ✓

AO2.5

+ Br•

Br ✓

-----------------------------------------------------------------------

AO3.1

✓

11 AO

element

16 (b) (ii) C6Br14 ✓ 2 AO2.6

Correct balanced equation ALLOW 1 mark for correct balanced equation using

any combination of skeletal OR structural OR

C6H14 + 14 Br2 → C6Br14 + 14 HBr ✓ displayed formula

(b) (iii) 72.0 𝟎.𝟎𝟕𝟐 –3 3 AO2.2 ALLOW 2SF up to calculator value

n(B) = 40000 OR OR 1.8(0) 10 (mol) ✓

𝟒𝟎 2

0.8649

M(B) = –3 = 480.5 ✓ ALLOW ECF from incorrect n(B)

1.8(0) 10

Molecular formula = C6H9Br5 ✓ ALLOW ECF from incorrect M(B) from n(B)

AO3.2 COMMON ERROR

72.0 –3

n(B) = 24000 = 3 10 (mol)

0.8649

M(B) = –3 = 288.3 … ✓

3 10

Molecular formula = C6H12Br2 OR C6H11Br3 ✓

ALLOW ECF for viable molecular formula with C6

but must be derived from a calculated value for M(B)

How to answer it

Study Guide: Hydrocarbons & Radical Substitution

What this question tests

This question assesses your understanding of intermolecular forces in structural isomers, free radical substitution mechanisms (initiation, propagation, and termination steps using structural/skeletal formulas and radical dots), balancing organic stoichiometry equations, and performing molar mass calculations using non-standard molar gas volumes.

Part (a): Trends in Boiling Points

[4 Marks]

✅ Correct Answer

Trend: Boiling point increases as branching decreases (or as the hydrocarbon chain becomes more straight-chained, moving from 2,2-dimethylbutane to 2-methylpentane to hexane).

Explanation: Hexane has fewer branches, leading to a greater molecular surface area contact between molecules. This allows for stronger London forces (induced dipole-dipole interactions), requiring more energy to overcome.

💡 Key Knowledge

  • All three isomers have the molecular formula C₆H₁₄ and contain the same number of electrons. Do not talk about electron count!
  • Branching creates more spherical molecules, reducing the surface contact area between adjacent molecules.

🧠 Exam Technique

  • Always make a clear comparison across all three molecules (use words like "fewer branches", "higher surface area").
  • Explicitly link surface contact to the strength of London forces and the energy required to break them.

❌ Common Errors

  • Mentioning chain length (these are isomers, chain length is identical).
  • Stating that molecules with more branches have stronger forces (getting the trend backwards).
  • Crediting vague statements like "harder to break bonds" without specifying intermolecular forces.
Mark breakdown: 1 mark for stating the correct trend across all three; 3 marks for linking branching to surface contact, London forces, and energy.

Part (b)(i): Radical Substitution Mechanism

[6 Marks]

✅ Correct Answer

Initiation: Br₂ → 2Br• (with ultraviolet / UV )

Propagation:
1) C₆H₁₄ + Br• → C₆H₁₃• + HBr
2) C₆H₁₃• + Br₂ → C₆H₁₃Br + Br•

Termination (Any three equations combining two radicals):
1) 2Br• → Br₂
2) C₆H₁₃• + Br• → C₆H₁₃Br
3) 2C₆H₁₃• → C₁₂H₂₆ (dimerization showing two 2-methylpentyl radicals combining)

💡 Key Knowledge

  • Radicals are reactive species with an unpaired electron, represented by a clear dot ( • ).
  • Propagation cycles regenerate a radical, allowing the chain reaction to continue.
  • Termination removes radicals by combining two of them into a stable molecule.

🧠 Exam Technique

  • Make sure the radical dot ( • ) is clearly placed on the correct carbon atom (e.g., carbon 3 of the hexyl chain) for substituted structures.
  • Skeletal formulas can be used cleanly to represent the carbon chains, but ensure the radical dot is clearly visible next to the correct vertex.

❌ Common Errors

  • Omitting the radical dot or placing it incorrectly on non-carbon atoms where it makes no chemical sense.
  • Forgetting to include UV light in the initiation step.
  • Writing propagation steps that consume radicals without generating new ones, or creating termination steps that produce radicals.
Mark breakdown: 1 mark for initiation equation + conditions; 2 marks for propagation steps; 3 marks for three distinct termination equations.

Part (b)(ii): Full Substitution Equation & Formula

[2 Marks]

✅ Correct Answer

Formula of A: C₆Br₁₄

Balanced Equation:
C₆H₁₄ + 14Br₂ → C₆Br₁₄ + 14HBr

🧠 Exam Technique

  • Read the question carefully: "all 14 H atoms" are substituted by bromine atoms, meaning every hydrogen is replaced by a Br atom, and an equal moles of HBr is formed as a byproduct.
  • Double check atom counts on both sides to ensure mass balance.

❌ Common Errors

  • Failing to balance the halogen molecules ( Br₂ ) and hydrogen bromide ( HBr ) coefficients.
  • Writing an incomplete substitution formula.
Mark breakdown: 1 mark for molecular formula of A; 1 mark for the balanced equation.

Part (b)(iii): Determining Molecular Formula from Gas Volume

[3 Marks]

📐 Step-by-Step Calculation

Step 1: Find moles of compound B using molar gas volume

n(B) = Volume / Molar gas volume = 72.0 cm³ / 40.0 dm³ mol⁻¹

Convert units: 72.0 cm³ = 72.0 × 10⁻³ dm³

n(B) = (72.0 × 10⁻³) / 40.0 = 1.80 × 10⁻³ mol

Step 2: Calculate molar mass M(B)

M(B) = mass / moles = 0.8649 g / (1.80 × 10⁻³ mol) = 480.5 g mol⁻¹

Step 3: Determine formula by subtracting carbon mass and finding bromine count

Mass of 6 carbons = 6 × 12.0 = 72.0 g mol⁻¹

Remaining mass for (H + Br) = 480.5 - 72.0 = 408.5 g mol⁻¹

Testing combinations of H and Br in C₆H₍₁₄₋ₓ₎Brₓ :

If formula is C₆H₉Br₅ : (6×12.0) + (9×1.0) + (5×79.9) = 72 + 9 + 399.5 = 480.5 g mol⁻¹.

Molecular Formula: C₆H₉Br₅

❌ Common Calculation Traps

  • Unit mismatch trap: Using standard molar volume 24.0 dm³ mol⁻¹ instead of the given 40.0 dm³ mol⁻¹ . Watch out for exam-specific data values!
  • Forgetting to convert cm³ to dm³ (dividing by 1000).
Mark breakdown: 1 mark for correct moles calculation; 1 mark for molar mass calculation; 1 mark for correct molecular formula derivation.

Topics

Module 2: Foundations in chemistry · Module 4: Core organic chemistry · 2.1 Atoms and reactions · 4.1 Basic concepts and hydrocarbons

Question and mark scheme from the OCR A-Level Chemistry examination, Synthesis and analytical techniques (02), June 2023. QuestionVault is an independent revision resource; questions remain the copyright of the awarding body.