OCR A-Level Chemistry AS Breadth in chemistry (01), June 2025: Question 25

9 marks · Medium difficulty · Structured Questions

Identify oxidation products, elimination behaviour, and calculate the volume of carbon dioxide produced from the combustion of isomeric alcohols using the ideal gas equation.

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Question

Question 25 begins with four structural isomers of C4H10O labeled D (butan-2-ol), E (2-methylpropan-1-ol), F (2-methylpropan-2-ol), and G (butan-1-ol). Part (a) asks to complete a table drawing the organic product formed when each alcohol is heated under reflux with acidified dichromate, or write 'No reaction' (3 marks). Part (b) asks which alcohol forms a mixture of two alkenes that are structural isomers of each other when heated with concentrated sulfuric acid (1 mark). Part (c) gives 25.9 g of alcohol F combusted in oxygen at 100 degrees Celsius and 1.50 x 10^5 Pa according to C4H10O + 6O2 -> 4CO2 + 5H2O, and asks to calculate the volume of CO2(g) produced in cm^3 to an appropriate number of significant figures (5 marks).
Question text

25 This question is about alcohols.

Alcohols D, E, F and G, shown below, are structural isomers of C4H10O.

H H OH H H H CH3 H H H H

H C C C C H H3C C C OH H3C C OH HO C C C C H

H H H H CH3 H CH3 H H H H

Alcohol D Alcohol E Alcohol F Alcohol G

(a) Alcohols D, E, F and G are each heated under reflux with H+/ Cr O 2–.

Draw the structure of the organic product that is formed from each alcohol.

If there is no reaction, state ‘No reaction’.

Alcohol Organic product

D

E

F

G

[3]

(b) Alcohols D, E, F and G are each heated with concentrated H2SO4, which acts as an acid

catalyst.

Which alcohol forms a mixture of two alkenes that are structural isomers of one another?

Alcohol … [1]

(c) 25.9 g of alcohol F is completely combusted in oxygen at a temperature of 100°C and

1.50 × 105 Pa pressure.

The equation for this reaction is:

C4H10O + 6O2 4CO2 + 5H2O

Calculate the volume of CO (g) produced, in cm3.

Give your answer to an appropriate number of significant figures.

Volume of CO (g) = … cm3 [5]

Mark scheme

Show the mark scheme The mark scheme provides answers for Question 25. Part (a): Product for D is butanone, for E is 2-methylpropanoic acid, for F is 'No reaction', and for G is butanoic acid (4 correct = 3 marks, 3 = 2 marks, 2 = 1 mark). Part (b): Alcohol D (1 mark). Part (c): 5 marks total. Calculates n(Alcohol F) = 25.9 / 74.0 = 0.350 mol; n(CO2) = 4 x 0.350 = 1.40 mol; rearranges V = nRT / p; substitutes V = (1.40 x 8.314 x 373) / (1.50 x 10^5) = 0.02894 m^3; converts to cm^3 and states answer to 3 significant figures as 2.89 x 10^4 cm^3 or 28900 cm^3.

Question Answer Mark Guidance

25 (a) 3 ALLOW any combination of skeletal OR structural OR

displayed formula as long as unambiguous

Alcohol Organic product

DO NOT ALLOW structure if H(s) are missing from

ONE structural formula

D

……. BUT ALLOW any further omissions as ECF

Take care with numbers of carbons, the branches

and the position of branching …. especially for E

E

IGNORE connectivity for methyl groups

BUT penalise incorrect connectivity for OH once

F No reaction –

e.g. HO

ALLOW structure of alcohol F for ‘no reaction’

G

ALL 4 responses correct → 3 marks

3 responses correct → 2 marks

2 responses correct → 1 marks

25 (b) D 1

25 (c) For CALCULATION, check the volume of CO2 on answer line23 ANNOTATE ANSWER WITH TICKS AND

MUST be derived from pV = nRT, 5 CROSSES

Award 5 marks for calculation for:

• answer = 2.89 104 (cm3) OR 28900 (cm3) Check entire response for credit worthy working

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

Calculation of number of moles, n of CO2 produced If there is an alternative answer, check to see if

g 25.9 –1 there is any ECF credit possible using working

n(Alcohol F) = M = 74.0 = 0.35(0) (g mol ) ✓

n(CO2) = 4 0.35(0) = 1.4(0) mol ✓

Rearranging ideal gas equation to make V subject Marking point 3 can be awarded by direct substitution

nRT of values.

V = p ✓ ALLOW 150 (kPa) for 1.50 105 (conversion is

assessed in marking point 4)

Conversion of 100OC to 373K, and substituting all values into ALLOW use of 8.31 for R → 0.02892988

rearranged ideal gas equation DO NOT ALLOW use of 150 (kPa)

ALLOW 3 SF up to calculator value, correctly

1.40 × 8.314 × 373 3 rounded

V = 5 OR 0.02894380... (m )✓

1.50 10

V conversion of m3 → cm3 AND 3 SF (most appropriate)

64 3 3 (use of 8.31 for R gives same answer)

V = 0.02894 10 = 2.89 10 cm OR 28900 cm

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Note use of 373.15 → 29000

Fine for all 5 marks

Common errors:

No use of ratio x4

7240 → 4 marks

Not appropriate SF

28943.8 → 4 marks

No temp conversion

7760 → 4 marks

Use of 25.9 as n in pV=nRT

535000 → 3 marks

How to answer it

Reactions of Alcohols, Elimination & Ideal Gas Calculations

📋 What this question tests
  • Oxidation of alcohols: Identifying primary, secondary, and tertiary alcohols and predicting products formed under reflux with acidified dichromate (H⁺/Cr₂O₇²⁻).
  • Acid-catalysed elimination (dehydration): Predicting isomeric alkene products formed from unsymmetrical alcohols.
  • Stoichiometry & Ideal Gas Equation: Using pV = nRT to find gas volume, managing unit conversions (Pa, K, m³, cm³), and applying significant figure conventions.

Part (a): Oxidation of Isomeric Alcohols Under Reflux

Organic products of oxidation [3 Marks]

✅ Correct Products

Alcohol Classification Product Formed
D (butan-2-ol) Secondary (2°) Butanone
CH₃COCH₂CH₃
E (2-methylpropan-1-ol) Primary (1°) 2-methylpropanoic acid
(CH₃)₂CHCOOH
F (2-methylpropan-2-ol) Tertiary (3°) No reaction
G (butan-1-ol) Primary (1°) Butanoic acid
CH₃CH₂CH₂COOH
Marking Scale:
• All 4 correct = 3 marks
• 3 correct = 2 marks
• 2 correct = 1 mark

💡 Key Knowledge

  • Primary alcohols heated under reflux with excess acidified dichromate oxidise fully to carboxylic acids ( -COOH ). If distilled, they form aldehydes.
  • Secondary alcohols oxidise to ketones ( >C=O ). They cannot oxidise further without breaking the carbon skeleton.
  • Tertiary alcohols do not have a hydrogen atom on the carbon carrying the -OH group, so they resist oxidation under these conditions.

🧠 Exam Technique: Drawing Structures

  • Watch the carbonyl oxygen: Ensure double bonds to oxygen are clearly shown ( C=O ).
  • Connectivity matters: Draw hydroxyl bonds as C-O-H , not C-H-O . The bond from carbon must go directly to oxygen.
  • Check your carbon count: For alcohol E, students frequently lose a branch. It must be a 3-carbon carboxylic acid chain with a methyl group on carbon 2: (CH₃)₂CHCOOH .

❌ Common Errors

  • Stopping at the aldehyde for E and G. The question specifies reflux, which forces oxidation completely to the carboxylic acid.
  • Attempting to oxidise tertiary alcohol F into a ketone or alkene. The correct response is strictly "No reaction".
  • Missing hydrogen atoms in displayed structures (penalised across the question).

Part (b): Acid-Catalysed Dehydration / Elimination

Formation of structural isomers [1 Mark]

✅ Correct Answer

Alcohol D

Award 1 mark for identifying D.

💡 Key Knowledge

Elimination of water (dehydration) removes the -OH group and an -H from an adjacent carbon atom:

  • Alcohol D (butan-2-ol): The -OH is on C2. Hydrogen can be removed from C1 to give but-1-ene, or from C3 to give but-2-ene. These are two structural (position) isomers.
  • Alcohol E: Can only eliminate towards C1, giving 2-methylpropene.
  • Alcohol F: All three adjacent methyl groups are equivalent, giving only 2-methylpropene.
  • Alcohol G (butan-1-ol): Hydrogen can only be lost from C2, forming but-1-ene only.

Part (c): Combustion & Ideal Gas Equation Calculation

Calculating volume of CO₂(g) produced [5 Marks]

📐 Step-by-Step Calculation

Step 1: Calculate molar mass and moles of Alcohol F

Molar mass of C₄H₁₀O = (4 × 12.0) + (10 × 1.0) + 16.0 = 74.0 g mol⁻¹

n(C₄H₁₀O) = mass / Mᵣ = 25.9 / 74.0 = 0.350 mol [Mark 1]

Step 2: Use stoichiometric ratio to find moles of CO₂

From equation: 1 mol C₄H₁₀O produces 4 mol CO₂.

n(CO₂) = 4 × 0.350 = 1.40 mol [Mark 2]

Step 3: Rearrange ideal gas equation for volume

pV = nRT ⇒ V = nRT / p [Mark 3]

Step 4: Convert units and substitute into formula

  • Temperature: T = 100 + 273 = 373 K (or 373.15 K)
  • Pressure: p = 1.50 × 10⁵ Pa
  • Gas constant: R = 8.314 J mol⁻¹ K⁻¹

V = (1.40 × 8.314 × 373) / (1.50 × 10⁵) = 0.02894 m³ [Mark 4]

Step 5: Convert m³ to cm³ and apply significant figures

To convert from m³ to cm³ , multiply by 10⁶ :

V = 0.02894 × 10⁶ = 28940 cm³

Values in question ( 25.9 g , 100 °C , 1.50 × 10⁵ Pa ) are given to 3 significant figures:

Volume of CO₂ = 2.89 × 10⁴ cm³ (or 28900 cm³) [Mark 5]

❌ Common Calculation Traps

  • Forgetting the mole ratio (×4): Gives an answer of 7240 cm³ (maximum 4 marks). Always check the balanced chemical equation!
  • Temperature not converted to Kelvin: Using 100 instead of 373 K gives 7760 cm³ (maximum 4 marks).
  • Incorrect volume conversion: Multiplying by 1000 (converting to dm³) instead of 10⁶ (to cm³).
  • Inappropriate significant figures: Writing unrounded calculator displays like 28943.8 cm³ loses the final mark.
  • Substituting mass directly into pV = nRT: Using 25.9 as n gives 535000 cm³ (maximum 3 marks).

🧠 Exam Tip: Fast Unit Conversion Check

Always write down units beside your variables before calculating:

  • p must be in Pa (not kPa).
  • V calculated from pV = nRT is always in m³.
  • 1 m³ = 1000 dm³ = 1 000 000 cm³ .
  • T must always be in K ( °C + 273 ).

Topics

Module 4: Core organic chemistry · Module 2: Foundations in chemistry · 4.2 Alcohols, haloalkanes and analysis · 2.1 Atoms and reactions

Question and mark scheme from the OCR A-Level Chemistry examination, AS Breadth in chemistry (01), June 2025. QuestionVault is an independent revision resource; questions remain the copyright of the awarding body.