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9709 · Cambridge International A Level

9709/42

Structured Questions

Mathematics · June 2024 · Variant 2

Relative difficulty

Standard · 3.4/5

Analysis source: Cambridge Assessment International Education

Analysis aligned to the official syllabus and assessment design.

Relative difficulty

3.4 / 5

Total marks

350

Duration

520 min

Most tested topic

Newton’s laws of motion on rough inclined planes

Cohort performance

Session statistics from official examination reports

Total marks

350

Duration

520 min

Session difficulty

3.4 / 5

Key examiner messages

Top priorities from the principal examiner before you revise

1

The May/June 2024 series of the Cambridge International AS & A Level Mathematics (9709) exam was of moderate-to-high difficulty, falling well within standard expectations.

2

While standard algebraic manipulations and basic probability distributions offered highly accessible pathways to securing passing marks, the inclusion of multi-stage integration, implicit parametric differentiation, and complex dynamical systems on rough inclined planes served as key grade differentiators for top candidates.

Question difficulty map

How candidates performed on each question in this series

No data available in official reports

Assessment objectives

Skill and AO weighting from official examiner commentary

Algebraic Manipulation10
Integration Proficiency8
Trigonometric7
Probability Modeling6
Vector4
Geometry3
Physical / Dynamics2

Skill weighting

Shows the skill mix this paper tested most heavily.

Algebraic ManipulationAlgebraicManipulationIntegration ProficiencyIntegrationProficiencyTrigonometricTrigonometricProbability ModelingProbabilityModelingVectorVectorGeometryGeometryPhysical / DynamicsPhysical /Dynamics
SkillWeightShare
  • Algebraic Manipulation

    Weight: 10100%
  • Integration Proficiency

    Weight: 880%
  • Trigonometric

    Weight: 770%
  • Probability Modeling

    Weight: 660%
  • Vector

    Weight: 440%
  • Geometry

    Weight: 330%
  • Physical / Dynamics

    Weight: 220%

Method marks watchlist

Where working, steps, or method marks were commonly lost

No data available in official reports

Recurring mistakes across years

Themes examiners flag in multiple recent sessions for this subject

No data available in official reports

Question choice intelligence

Mean scores and popularity for optional questions (HKDSE electives)

No data available in official reports

Level exemplars

What candidate scripts at each grade level looked like

No data available in official reports

Grade & admission context

How marks relate to grade thresholds and entry standards

Report type

Cambridge Principal Examiner Report — component performance and international standards

Level A*

Approx. 85% of maximum mark

Level A

Approx. 72% of maximum mark

Level B

Approx. 59% of maximum mark

Level C

Approx. 46% of maximum mark

Level D

Approx. 33% of maximum mark

Level E

Approx. 20% of maximum mark

Deep insights

What top candidates did

Techniques and approaches examiners rewarded in this series

Overall Difficulty Verdict

The May/June 2024 series of the Cambridge International AS & A Level Mathematics (9709) exam was of moderate-to-high difficulty, falling well within standard expectations. While standard algebraic manipulations and basic probability distributions offered highly accessible pathways to securing passing marks, the inclusion of multi-stage integration, implicit parametric differentiation, and complex

Command word playbook

How to match each command word to the expected response style

FindFrequency: 28

Match the expected response style for “Find” questions.

ShowFrequency: 15

Match the expected response style for “Show” questions.

SolveFrequency: 10

Match the expected response style for “Solve” questions.

StateFrequency: 8

Match the expected response style for “State” questions.

ProveFrequency: 4

Match the expected response style for “Prove” questions.

VerifyFrequency: 2

Match the expected response style for “Verify” questions.

Time traps

Sections where candidates spent disproportionate time relative to marks

Paper 1240m / 20 marks

Min per mark: 2

Paper 2275m / 50 marks

Min per mark: 1.5

Paper 4275m / 50 marks

Min per mark: 1.5

Paper 5275m / 50 marks

Min per mark: 1.5

Paper 6275m / 50 marks

Min per mark: 1.5

Syllabus traceability

Topics linked to questions and mark weighting in this session

Newton’s laws of motion (Mechanics)

18 marks this session

Coordinate geometry (Pure Mathematics 1)

14 marks this session

Integration (Pure Mathematics 2)

13 marks this session

Linear combinations of random variables

13 marks this session

Series (Pure Mathematics 1)

12 marks this session

MCQ trap analytics

Commonly chosen wrong options from examiner commentary

No data available in official reports

Topic heatmap across years

Mark concentration by topic and exam year for this subject

Mark intensity

LowHigh
Topic
2023
2024
2025
Σ

Kinematics of motion in a straight line (Mechanics (for Paper 4))

23
20
43

Differentiation

18
18

Differentiation (Pure Mathematics 1 (for Paper 1))

16
16

Differentiation (Pure Mathematics 2 (for Paper 2))

15
15

The Poisson distribution (Probability & Statistics 2 (for Paper 6))

15
15

Integration (Pure Mathematics 2 (for Paper 2))

15
15

Series (Pure Mathematics 1 (for Paper 1))

14
14

Integration (Pure Mathematics 3 (for Paper 3))

14
14

Paper comparison

Marks and duration breakdown across papers in this session

Paper 12 (Pure Mathematics 1):

75 marks110 min

Paper 22 (Pure Mathematics 2):

50 marks75 min

Paper 32 (Pure Mathematics 3):

75 marks110 min

Paper 42 (Mechanics):

50 marks75 min

Paper 52 (Probability & Statistics 1):

50 marks75 min

Paper 62 (Probability & Statistics 2):

50 marks75 min

Marks you can still earn

Where valid approaches outside the mark scheme may still gain credit

No data available in official reports

Practise what examiners flagged

Target weak topics from this report inside the Revui app

Self-diagnostic checklist

Key actions before you sit this paper — copy and tick off as you revise

  • 1Message

    The May/June 2024 series of the Cambridge International AS & A Level Mathematics (9709) exam was of moderate-to-high difficulty, falling well within standard expectations.

  • 2Message

    While standard algebraic manipulations and basic probability distributions offered highly accessible pathways to securing passing marks, the inclusion of multi-stage integration, implicit parametric differentiation, and complex dynamical systems on rough inclined planes served as key grade differentiators for top candidates.

  • 3Strength

    Overall Difficulty Verdict: The May/June 2024 series of the Cambridge International AS & A Level Mathematics (9709) exam was of

Teacher briefing pack

One-page session summary for tutors and classroom review

June 2024 2024

Mathematics

The May/June 2024 series of the Cambridge International AS & A Level Mathematics (9709) exam was of moderate-to-high difficulty, falling well within standard expectations. While standard algebraic manipulations and basic probability distributions offered highly accessible pathway

  • The May/June 2024 series of the Cambridge International AS & A Level Mathematics (9709) exam was of moderate-to-high difficulty, falling well within standard expectations.

  • While standard algebraic manipulations and basic probability distributions offered highly accessible pathways to securing passing marks, the inclusion of multi-stage integration, implicit parametric differentiation, and complex dynamical systems on rough inclined planes served as key grade differentiators for top candidates.

Total marks
350
Duration
520 min
Session difficulty
3.4 / 5

Session analysis

The May/June 2024 series of the Cambridge International AS & A Level Mathematics (9709) exam was of moderate-to-high difficulty, falling well within standard expectations. While standard algebraic manipulations and basic probability distributions offered highly accessible pathways to securing passing marks, the inclusion of multi-stage integration, implicit parametric differentiation, and complex dynamical systems on rough inclined planes served as key grade differentiators for top candidates.

Updated Jun 12, 2026

Paper breakdown

Paper 12 (Pure Mathematics 1):

75 marks110 min

Paper 22 (Pure Mathematics 2):

50 marks75 min

Paper 32 (Pure Mathematics 3):

75 marks110 min

Paper 42 (Mechanics):

50 marks75 min

Paper 52 (Probability & Statistics 1):

50 marks75 min

Paper 62 (Probability & Statistics 2):

50 marks75 min

Top chapters

Newton’s laws of motion (Mechanics)18 marks
Coordinate geometry (Pure Mathematics 1)14 marks
Integration (Pure Mathematics 2)13 marks
Linear combinations of random variables13 marks
Series (Pure Mathematics 1)12 marks

Exam structure insights

Marks by chapter

See where the marks were concentrated so revision time goes to the highest-value topics.

Series (Pure Mathematics 1)12 marks
Functions (Pure Mathematics 1)12 marks
Trigonometry (Pure Mathematics6 marks
Integration (Pure Mathematics 1)9 marks
Coordinate geometry (Pure Mathe14 marks
Circular measure (Pure Mathemat10 marks
Differentiation (Pure Mathemati12 marks
Algebra (Pure Mathematics 2)7 marks

Mark accessibility

Estimate which marks were basic, mid-level, or high-difficulty.

80% within easy or medium reach

125
155
70
Easy: 125 marksMedium: 155 marksHard: 70 marks

Command word frequency

Spot common command words so answers match the expected response style.

Find28 times
Show15 times
Solve10 times
State8 times
Prove4 times
Verify2 times

Question type mix

Compare the mark share of each paper section and question type.

350Marks
  • Probability & Statistics Analysis

    100·15·29%

  • Algebraic Proofs & Trigonometry

    62·12·18%

  • Structured Calculus & Integration

    51·8·15%

  • Kinematics & Dynamics

    50·10·14%

  • Geometry & Vectors

    44·8·13%

  • Numerical Iteration & Functions

    43·9·12%

Study ROI

Bigger bubbles recur more often; higher bubbles carry more marks, helping you rank revision priorities.

DifficultyRecurrence %Newton's Laws on R…Permutations & Com…Normal Approximati…Integration by Par…Vector Intersections

Difficulty trend

Compare difficulty across recent years.

3.620173.420183.820193.520203.520213.420223.420233.42024

Time vs marks

Compare marks with suggested time allocation to plan exam pacing.

MarksMinutesMarks / min

Paper 12

0.50 m/min
20
40

Paper 22

0.67 m/min
50
75

Paper 42

0.67 m/min
50
75

Paper 52

0.67 m/min
50
75

Paper 62

0.67 m/min
50
75

Total marks

220

Total time

340 min

Avg pace

0.65

Next-year prediction

Topics worth watching next year, with the reason shown directly below each bar.

Differential equations (Pure 3)

95%

95%

Numerical solution of equations (Pure 3)

90%

90%

Hypothesis testing (S2)

85%

85%

Overall Difficulty Verdict

The May/June 2024 series of the Cambridge International AS & A Level Mathematics (9709) exam was of moderate-to-high difficulty, falling well within standard expectations. While standard algebraic manipulations and basic probability distributions offered highly accessible pathways to securing passing marks, the inclusion of multi-stage integration, implicit parametric differentiation, and complex dynamical systems on rough inclined planes served as key grade differentiators for top candidates.

June 2024

View full examiner insights for this session

View full examiner insights for this session

Analysis is paraphrased for study purposes. Always verify against the official examiner report and mark scheme.

9709/42 — Cambridge International A Level Mathematics (June 2024) | Revui