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Find Your Gaps
Expert Maths Tutoring · UK

Find where your maths
actually breaks.

A 5-question diagnostic built by engineers and mathematicians — not to test you, but to map exactly where your understanding stops.

0
students assessed
0.0
/10
confidence before
0.0
/10
confidence after
Before
3.2
After
8.1

Average across 1,247 students · 2024–2026

Real transformations

Not "better at maths."
Specific gaps, closed.

Every student starts with the diagnostic. What comes next is targeted — one gap at a time, with a tutor who's spent decades using this maths in the real world.

Amara Osei - student testimonial portrait
Amara Osei
Year 11 · GCSE · Edexcel
Algebra & Indices
8/10
"I'd been told I was 'just not a maths person' for three years. After the diagnostic, my tutor showed me it was one specific thing — I'd never properly understood how indices work. Two sessions later, everything clicked."
Before: 3/10
After: 8/10
+5 points ↑
Finn Callahan - student testimonial portrait
Finn Callahan
A-Level · Year 13 · AQA
Calculus & Mechanics
9/10
was 4/10
"My A-level tutor is a retired aerospace engineer. The way he explains calculus as actual rate-of-change problems rather than abstract rules …"
Priya Mehta - student testimonial portrait
Priya Mehta
Adult Learner · Access to HE
Algebra & Statistics
7/10
was 2/10
"Returning to maths at 34 was terrifying. The gap map showed me I had solid number sense but weak algebra — so we started there, not from scr…"
The tutors

Engineers who teach.
Not just teachers.

Every tutor on Proof has either built things with maths professionally, or is actively researching it. No career tutors. No generalists.

Dr. Helena Marchetti - Retired Structural Engineer · UCL PhD portrait
Most booked

Dr. Helena Marchetti

Retired Structural Engineer · UCL PhD

"32 years designing bridges at Arup. Now I teach A-level students the maths I used every single day — not the abstract version, the real one."

A-Level PureMechanicsStatistics
94
students
+4.8
avg gain
AQAEdexcel
Ravi Krishnamurthy - PhD Candidate · Imperial College portrait

Ravi Krishnamurthy

PhD Candidate · Imperial College

GCSE specialist

"My research is in combinatorics. GCSE maths is where I learned to make abstract ideas land — I'm sti…"

GCSE HigherNumber Theory
+4.2 avg61 students
Judith Okafor - Retired Software Architect · 28 yrs IBM portrait

Judith Okafor

Retired Software Architect · 28 yrs IBM

Adult learning

"I spent three decades translating logic into systems. Adult learners often just need someone to stop…"

Adult LearnersFunctional Skills
+5.1 avg78 students
Tom Whitfield - MSc Mathematics · Warwick portrait

Tom Whitfield

MSc Mathematics · Warwick

Further maths

"STEP preparation is what I love most — it's where maths stops being procedural and starts being creative. That's where I come alive as a tutor."

Further MathsA-Level StatisticsSTEP prep
+3.9
avg confidence gain
AQAOCR MEI

All tutors are DBS checked and matched to your specific gaps after the diagnostic.

Take the diagnostic to get matched →
The process

From gap to
closed.

Four steps. No wasted sessions. No guessing what to work on.

01
Diagnose

Take the 5-question diagnostic

Not a test. A map. Each question is chosen to reveal a specific structural gap — not to rank you, but to locate exactly where your understanding stops.

Takes 8 minutes · No sign-up required
02
Map

Receive your gap map

A visual breakdown of your strengths and gaps by topic — algebra, fractions, graphs, statistics, and more. Specific enough to act on.

Delivered instantly after completion
03
Match

Get matched to a specialist

Your gap map is matched against tutor specialisms. You get someone who has used this exact maths in industry — not a generalist who teaches everything.

Matched within 24 hours
04
Close

Close the gaps, one at a time

Sessions are focused on your specific gaps — not a generic curriculum. Your tutor knows where you are and where you need to be.

Free 20-min intro session first
Adaptive diagnostic

Find Your Gaps

5 questions. 8 minutes. A precise map of where your maths understanding breaks — and who can fix it.

Question 1 of 5Algebra
1Algebra○ Choose one

Solve for x: 3x + 7 = 22