Method is in development.Nothing to download yet — this page shows what we're building.Join the waitlist →
In development · AI marking for IGCSE, AS, A Level & Further Mathematics

Every paper.Every mark.Explained.

Practise past papers, write your working naturally, and get every step marked instantly using examiner-style criteria.

We're building Method now, opening for the 2027 exam series. Join the waitlist and you'll be first in.

Join the waitlistSee how it works
Coming to
Coming soon to theApp StoreComing soon to theGoogle Play

Cambridge International · Pearson Edexcel · AQA · OCR

Cambridge InternationalA Level Mathematics9709
May / June 2025Paper 32
3Solve 3x² − 11x + 6 = 0[3]
3x² − 9x − 2x + 6 = 0M1 ✓
3x(x − 3) − 2(x − 3) = 0
(3x − 2)(x − 3) = 0A1 ✓
x = ⅔ or x = 3A1 ✓
3 / 3

Full marks. Your factorisation method and final answers are correct.

Waitlist

Be first through the door.

We haven't launched yet — Method is being built now and opens for the 2027 exam series. Join the waitlist and you get in before everyone else.

  • Early access before public launch
  • One month of Pro free
  • Vote on which papers we add first

No spam. One email when Method opens, and you can leave the list any time.

How it works

From past paper to feedback in seconds.

01

Pick any paper

Browse supported IGCSE, AS, A Level and Further maths papers by year, session, paper, variant and component — already filtered to your current syllabus.

Cambridge International9709/32May / June 2025 · Pure Mathematics 3 · Variant 2
02

Solve it naturally

Choose either workflow — the marking is identical.

Write on iPadRecommended
Open the paper directly inside Method and write using Apple Pencil.
or
Use pen and paperComplete the question normally and scan it using your phone.
03

Get every mark explained

Method reads your mathematical working and provides examiner-style feedback, mark by mark.

M1 ✓Correct method
A1 ✓Correct differentiation
A0 ✕Sign error
5 / 6

Your method was correct, but a sign error on line 4 caused the final answer to be incorrect.

Two ways to work

However you like to work.

9709/12 · Oct / Nov 2024Q7
Differentiate y = (2x + 1)⁴
u = 2x + 1, du/dx = 2B1 ✓
dy/dx = 4u³ · 2 = 8(2x+1)³A1 ✓

Write directly on iPad

Recommended

Choose a past paper, write directly over it using Apple Pencil, and submit your working for instant marking.

  • Apple Pencil support
  • Natural handwriting
  • Mathematical notation
  • Step-by-step marking
Q4∫ 2x e^x dx= 2x e^x − ∫ 2e^x dx= 2x e^x − 2e^x + C
9709/12 · Q4 detected

Scan real paper

Prefer pen and paper? Take a photo on iPhone or Android and Method reads the question and your working automatically — the marked result and feedback land straight back in the app.

  • Phone camera scanning
  • Handwriting recognition
  • Question detection
  • Automatic paper matching
  • Result & feedback back in the app

Coming to iPhone, iPad and Android.

Coming soon to theApp StoreComing soon to theGoogle Play
Past paper library

Every paper you need. One place.

Stop digging through old websites and folders. Method keeps your supported maths papers organised, searchable — and checked against the current syllabus.

6 papers·Question paper · Mark scheme · Examiner report where supported
Cambridge International A Level Mathematics
9709/32Pure Mathematics 3
May / June 2025Variant 275 marks · 1h 50m
Cambridge International AS Mathematics
9709/12Pure Mathematics 1
October / November 2024Variant 275 marks · 1h 50m
Pearson Edexcel International A Level
WMA14/01Pure Mathematics 4
January 202575 marks · 1h 30m
Cambridge IGCSE Mathematics
0580/42Paper 4 (Extended)
May / June 2025Variant 2130 marks · 2h 30m
AQA A Level Mathematics
7357/1Paper 1
May / June 2024100 marks · 2h
OCR A Level Mathematics A
H240/02Pure Mathematics and Statistics
May / June 2024100 marks · 2h
Syllabus tracking

Only questions on the syllabus you'll actually sit.

Old papers contain topics that have since been dropped. Method analyses each exam board's current syllabus, tags every question to it, and removes the ones no longer examined — so you never revise something that can't come up.

Cambridge 9709 · 2026–2028 syllabusChecked 21 Sep 2026
  • 9709/32 Jun 2025 Q6 · Product ruleIn syllabus
  • 9709/31 Nov 2023 Q4 · Modulus equationsIn syllabus
  • 9709/03 Nov 2016 Q7 · Newton–RaphsonRemoved · no longer examined
  • 9709/12 Jun 2015 Q3 · Set notationRemoved · moved to IGCSE only

Syllabus analysis is per board and per year of entry. Removed questions stay available if you choose to see them; topic mapping is illustrative.

AI marking

More than correct or incorrect.

Method looks at how you reached your answer, not just the final number.

9709/32 · May / June 2025Question 6 · [7]

The curve has equation y = x² sin x. Find the exact value of the gradient at x = π.

u = x², v = sin xM1 ✓
u' = 2x, v' = cos xA1 ✓
dy/dx = 2x sin x + x² cos xM1 ✓
at x = π: 2π(0) + π²(1)A0 ✕
gradient = π²A1 ✓
Examiner view · Question 65 / 7
  • M1 ✓Correct substitution
  • A1 ✓Correct simplification
  • M1 ✓Correct differentiation method
  • A0 ✕Sign error — cos π = −1, not 1
  • A1 ✓Correct final substitution

Your approach is correct. The lost marks come from a sign error during simplification, not from misunderstanding the method.

Annotated page

Your page, marked like a script.

Whether you scanned it or wrote it on iPad, Method highlights the exact sections it wants to talk about — a tick where the step earns its mark, an amber flag where it could be better — with a brief note on each.

7
6

The curve C has equation y = x2 sin x.

Find the exact value of the gradient of C at the point where x = π.

[7]
tangent: y = π²x
9709/32/M/J/25[Turn over
Scanned on iPhone · crossed-out work ignored, as an examiner wouldTap a highlight to see why
Highlighted sections · 35 / 7
Earns the markCould be betterFollow-through
Feedback loop

Marking you can talk back to.

AI marking can be slightly wrong on a borderline step. Agree or dispute every mark — Method re-checks it against the mark scheme, and keeps a running record of exactly where your marks go.

Review marking · 9709/32 Q65 / 7
  • M1 ✓ Correct substitutionProduct rule set up with u = x², v = sin x
  • A1 ✓ Correct simplificationDerivatives of both parts correct
  • M1 ✓ Correct differentiation methodProduct rule applied in the right order
  • A0 ✕ Sign errorcos π written as 1 — borderline: could be a slip
  • A1 ✓ Correct final substitutionFollow-through on your own value

Audited marking. AI can hallucinate. Every mark is produced by one model, then independently checked by separate reader, marker and mark-scheme auditor agents before you see it. Where they disagree, the mark is flagged as borderline and the scheme is shown by default.

AI marking is a practice guide. Disputed marks are checked against published mark schemes where available; only the exam board can award an official grade.

Where your marks go · last 30 days
38marks lost across 12 papers
Accuracy slips (A0)17
Wrong method (M0)9
Missing statement (B0)7
Ran out of time5
  • Most costly topicIntegration
  • Most costly lineFinal substitution
  • Disputes upheld3 of 5
Practice modes

Ten minutes or two hours.

Drill a single topic, sit a full paper under timed conditions, or let Method write you a fresh question — every mode is marked the same way and feeds the same weak-point map.

Quick questions

By topic, in minutes

Pick a topic and Method pulls real past-paper questions on just that skill — five at a time, marked instantly.

Integration · 5 questions · ~12 min9709/32 Jun 2025 Q6 · 9709/31 Jun 2024 Q4 · 9709/33 Nov 2023 Q8 · 9709/12 Nov 2024 Q7 · 9709/32 Jun 2022 Q5Your record on this topic: 12 / 17 · weakest
Full paper

The whole paper, timed

Sit a complete paper against the real clock. Method marks every question and shows which topics and which lines cost you.

9709/32 · May / June 20251h 50m
Q1–Q11 · red = marks lostQ11 unattempted
Weak points found: Integration by parts, vectors — line of intersection, modulus equations
Generated questions

New questions, real mark schemes

Run out of past papers on a topic? Method writes a fresh, exam-style question in the board's own style — with an AI mark scheme (M / A / B marks) written before you start.

Generated · Integration by parts · [6]

Find the exact value of ∫₀^π x² sin x dx, showing each stage of your working.

AI mark schemeM1 Apply parts with u = x², dv = sin xA1 −x² cos x + ∫ 2x cos x dxM1 Second application of partsA1 Correct antiderivativeM1 A1 Substitute limits · π² − 4

Generated questions and their mark schemes are written by Method's AI in the style of the selected exam board. They are practice material, not official exam-board content.

Full paper results

Finish the paper. Know exactly where you stand.

Cambridge International Mathematics
9709/32 May / June 2025
Raw mark61 / 75
Percentage81%
Estimated performanceA
Time1h 42m

Estimated performance is indicative only and depends on the relevant exam-board grade boundaries for that session.

Topic breakdown
Algebra14 / 15
Trigonometry9 / 12
Differentiation15 / 16
Integration12 / 17
Vectors11 / 15
Mistake tracking

Stop losing the same marks.

Method remembers the patterns behind your mistakes and helps you target them before exam day.

Your recurring mistakes
  • Sign errors7
  • Forgetting +C4
  • Incorrect chain rule3
  • Calculator rounding2
Personalised practice

Turn old mistakes into new questions.

Method searches the past-paper library for questions that test exactly what you got wrong, so every practice set is built from your own marking history.

You struggled with integration by parts.

Recommended questions
  • 9709/32May/June 2024Q6
  • 9709/33Oct/Nov 2023Q8
  • 9709/31May/June 2022Q5
  • 9709/32Oct/Nov 2021Q7
Subjects

Built for mathematical reasoning.

IGCSEIGCSE MathematicsCambridge 0580 · 0980 · Extended & Core
AS LevelAS Level MathematicsPure 1 · Statistics 1 · Mechanics 1
A LevelA Level MathematicsPure 3 · Statistics 2 · Mechanics 2
FurtherFurther MathematicsCambridge 9231 · Further Pure & Applied

Version 1 is Mathematics. Cambridge International, Pearson Edexcel, AQA and OCR papers where available.

Following after version 1PhysicsChemistryBiology
The app

Your past papers go wherever you do.

Scan paper on iPhone or Android and the marked result comes straight back into the app. Write on iPad with Apple Pencil. Your progress follows you across all three.

Q33x² − 9x − 2x + 6 = 03x(x−3) − 2(x−3) = 0(3x − 2)(x − 3) = 0x = ⅔ or x = 3
9709/32 · Q3 detected
May / June 2025

iPhone · Scan paper → result in app

9709/32 · May / June 2025 · Paper 32Q6 · 34:12
Find ∫ x cos 2x dx.
u = x, dv = cos 2x dxM1 ✓
= ½x sin 2x − ∫ ½ sin 2x dxA1 ✓
= ½x sin 2x + ¼ cos 2xA0 ✕
Missing +C

iPad · Write with Apple Pencil

Paper result9709/32
May / June 2025
61/75A
Algebra14/15
Trigonometry9/12
Differentiation15/16
Integration12/17
Vectors11/15
Review lost marks

Android · Scan paper → result in app

Coming to iOS, iPadOS and Android

Coming soon to theApp StoreComing soon to theGoogle PlayJoin the waitlist
“I used to have five different sites bookmarked for papers and mark schemes. Now I just open Method.”
A Level Mathematics student
“Seeing M1 and A1 marks directly beside my working makes reviewing past papers completely different.”
Cambridge International student
“The marks log showed I was dropping accuracy marks on the last line, not method marks. Fixing one habit was worth a grade.”
4 A* student · now at Imperial College London
“When I disagreed with a mark, it quoted the mark scheme back at me. Half the time I was wrong — and that’s exactly what I needed to know.”
5 A* student · now at the University of Cambridge

Quotes are illustrative placeholders for the design; universities named are not affiliated with Method.

Planned pricing

Simple pricing. Serious marking.

Free$0After your free week. No card. No time limit.
  • 3 random AI-marked questions a day
  • Past-paper browser
  • Basic progress tracking
  • Basic mistake history
Join the waitlist
Most popular
Pro$8/ monthFirst week on us. Then about $2 a week — less than one printed past paper.
  • Unlimited AI marking
  • Full-paper marking
  • Apple Pencil workflow
  • Paper scanning
  • Detailed feedback
  • Weak-topic analysis
  • Personalised practice
  • Advanced progress tracking
Join the waitlist

Planned pricing in USD — nothing is charged before launch. Everyone starts with a full week of Pro, free. After that you keep 3 random questions a day on the free plan, or go Pro. Waitlist members get one month of Pro free.

FAQ

Questions, answered.

Anything else? Email us and a human will reply.

Not yet. Method is in development and opens for the 2027 exam series. Everything on this page shows what we are building. Join the waitlist and we will email you when early access starts.

Your next past paper should teach you something.

Find it. Solve it. Mark it. Understand every lost mark.

Join the waitlist
Coming to iPhone, iPad and Android
Coming soon to theApp StoreComing soon to theGoogle Play