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Affordable A-Level Maths Tutors

Compare current prices, A-Level Maths experience, displayed credentials and availability—then message a tutor whose approach suits the learner.

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Compare current tutor rates with A-Level Maths experience, exam-board familiarity, availability and teaching approach. Affordability is not a fixed cutoff: it is the balance between the rate, the likely lesson pattern and how well the tutor fits the learner.

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Compare affordable A-Level Maths tutors

6 tutor profiles selected

Use the live profiles to compare current hourly rates, A-Level Maths experience, displayed credentials and availability. Price is one factor; the right fit also depends on the learner’s exam board, goals and preferred teaching approach.

Portrait of Isshaq Miskin Sahibu

Isshaq Miskin Sahibu

Mathematics and Physics Specialist

United Kingdom

£19.00 per hourDBS checkediAccepting enquiriesHigh performing tutor
MathematicsMechanicsPhysicsPure Maths
  • Currently pursuing his Bachelors of Science in Computer Science.
  • Isshaq has over 2 years' of experience tutoring Mathematics and Physics at GCSE, A-Level, and SQA levels.
  • Currently pursuing a degree in Computer Science.
  • Holds straight-As for his A-Levels in Mathematics, Physics, and ICT.

Isshaq is a physics and maths tutor for KS3, GCSE/iGCSE and A/AS Level (CAIE, Edexcel, SQA), with 2+ years’ experience and a BSc Computer Science in progress. He provides structured lessons with session reports and optional homework.

Send a quick enquiry from here and the Latimer Tuition team will pass it on to Isshaq.

Portrait of Ahmed Shoja Anwary

Ahmed Shoja Anwary

Mathematics Specialist

London

£20.00 per hourDBS checkediAccepting enquiries
Mathematics
  • Over 3 years' of tutoring experience.
  • Holds A*, A* for Mathematics and Economics at A-Level.
  • Holds grade 9 in GCSE Mathematics and 9s and 8s across the rest of his GCSEs.
  • Due to Ahmed's high GCSE achievement, he was offered the Colin Pond scholarship.
  • Holds numerous UKMT (UK Maths Trust) challenge awards.

Ahmed Shoja Anwary is a GCSE maths tutor and a level maths tutor for KS2–A Level (including AS), with 3+ years’ tutoring experience and A* in A-Level Maths. He provides structured, exam-focused lessons with session reports and optional free homework (£20/hr).

Send a quick enquiry from here and the Latimer Tuition team will pass it on to Ahmed.

Portrait of Abidah Ahmed

Abidah Ahmed

Mathematics Specialist

London, United Kingdom

£25.00 per hourDBS checkediAccepting enquiries
Mathematics
  • Abidah has over 2 years' of tutoring experience.
  • Currently studying Computer Science at King's College London.
  • Holds A*, A*, A* for Mathematics, Biology, and Chemistry at A-Level.
  • Holds Grade 9s in GCSE Maths, Science, and English Language.

GCSE maths tutor and a level maths tutor offering online tutoring and in-person lessons; King’s College London Computer Science student with over 2 years’ experience, providing tailored sessions with lesson reports and optional free homework.

Send a quick enquiry from here and the Latimer Tuition team will pass it on to Abidah.

Portrait of Christo Joy

Christo Joy

Mathematics and Physics Specialist

Sunderland, United Kingdom

£25.00 per hourDBS checkediAccepting enquiries
MathematicsMechanicsPhysicsPure Maths+1 more
  • Currently working as a teaching assistant during his Gap Year.
  • Holds A*, A, A for Mathematics, Physics, and Chemistry at A-Level.
  • Holds A*, A* ,A* ,A* for Mathematics, Physics, Chemistry, and Biology at GCSE level.
  • Has 3 years of tutoring experience working with GCSE and A-Level cohorts.

Christo Joy is an a level maths tutor and gcse maths tutor, also teaching AS Physics via online tutoring; 3+ years’ 1:1 experience with structured sessions, lesson reports and optional homework.

Send a quick enquiry from here and the Latimer Tuition team will pass it on to Christo.

Portrait of Justin Raine

Justin Raine

4.6

Mathematics, Chemistry, and Physics Specialist

Manchester

£25.00 per hourDBS checkediAccepting enquiriesHigh performing tutor
ChemistryMathematicsPhysics
  • Currently studying for his Masters of Science in Chemistry at the University of Nottingham.
  • Holds multiple years of tutoring experience assisting KS3, GCSE, and A-Level cohorts.
  • Justin is a member of the Royal Chemistry Society (RCS).
  • Holds A, A, A for Chemistry, Mathematics, and Physics at AS-Level.
  • In Secondary School, Justin remained in the top percentile of his students achieving a 3.5 GPA.

Justin Raine is a gcse maths tutor teaching KS2–A Level Maths and Chemistry plus KS2–GCSE Physics; he is studying for an MSc in Chemistry and is a Royal Chemistry Society member. Lesson reports included, with optional homework.

Send a quick enquiry from here and the Latimer Tuition team will pass it on to Justin.

Portrait of Prarthana Vinoth

Prarthana Vinoth

English, Mathematics, and Science Specialist

Heswall, United Kingdom

£25.00 per hourDBS checkediAccepting enquiries
BiologyChemistryEnglish LanguageEnglish Literature+4 more
  • Currently studying for her Medicine Degree at Imperial College London.
  • Holds A*, A*, A, A for Chemistry, Biology, Mathematics and Physics at A-Level.
  • Holds 10 A**s (grade 9s), and an A* (grade 8) at GCSE level.
  • Experienced in teaching students with a range of abilities from KS2 through to A-Level.

Prarthana is a gcse maths tutor and physics tutor with over three years' experience teaching KS2 to A-Level. She studies Medicine at Imperial College London and provides tailored lessons with session reports and optional homework.

Send a quick enquiry from here and the Latimer Tuition team will pass it on to Prarthana.

What affordable A-Level Maths tutoring should mean

An affordable tutor is not simply the profile with the lowest hourly rate. Here, affordability means a current rate and likely lesson pattern that fit the family’s budget while the tutor still matches the learner’s A-Level Maths needs, exam board, stage and preferred way of working.

The live tutor cards show current rates and availability. Compare those details with A-Level experience, subject background, approach to feedback and the times the tutor can actually teach. A lower rate can be a sensible choice for focused practice; a higher rate may suit a learner seeking verified classroom or examining experience. Neither is automatically the better match.

  • Current hourly rate on the tutor profile
  • Likely lesson frequency and the total budget
  • A-Level Maths and exam-board experience
  • Teaching approach, availability, reporting and homework preferences

How to compare, contact and start with a tutor

Latimer’s current process is built around direct profile comparison and contact. Browse available tutors, read the profile, message the tutor with the learner’s board, year, goals, schedule and budget, then use the introduction to discuss fit before arranging lessons.

Latimer currently describes an optional free introductory meeting, usually lasting 15–30 minutes. It is an introduction rather than a guaranteed trial lesson. Lessons are described as pay-as-you-go: invoices are generated after lessons, saved-card charges follow 48 hours’ notice, and bank transfer is also available. Tutors generally use a 24-hour cancellation policy; within 24 hours, refunding or rescheduling is at the tutor’s discretion.

Latimer asks tutors to submit a lesson report after each lesson, and some profiles indicate optional homework. Agree the level of reporting, homework and parent involvement directly with the tutor.

  • Filter and compare current profiles
  • Message a tutor with the learner’s board, goals, schedule and budget
  • Use the email introduction or optional introductory meeting to check fit
  • Agree lessons, feedback and independent practice directly with the tutor

Tutor prices, backgrounds and the total budget

Latimer’s current guidance says tutors set their own rates. It describes usual rates of £20–£30 an hour for subject specialists such as students, graduates, teaching assistants and full-time tutors, and £25–£50 an hour for current or retired teachers, examiners and lecturers. These ranges overlap and are guidance, not minimums, maximums or a promise about the live shortlist.

Use the live profile rate as the starting point. Total spend also depends on lesson frequency, lesson duration, time to the assessment and the work completed independently. Before booking, ask what the rate includes—lesson time, feedback, reports and any optional homework.

  • Check the current hourly rate on the profile
  • Discuss likely frequency before estimating total spend
  • Match credentials to the learner’s level and goals
  • Ask what the rate includes
Subject specialist or student/graduate tutor
Compare A-Level depth, clarity of explanation, current subject familiarity, rate and availability. A lower rate does not imply lower quality.
Qualified Maths teacher
Check that the profile verifies the teaching credential, then compare classroom or curriculum experience, teaching approach, rate and availability.
Examiner
Verify the examining experience on the profile. It may help with assessment insight, but it does not guarantee a grade or make the tutor the best fit for every learner.
Total budget
Combine the hourly rate with likely frequency, lesson duration, time to the assessment and the amount of independent practice the learner can complete.

Online tutoring, local searches and other support options

Latimer is online-first. Many families search for a tutor near them, but online tutoring lets them compare suitable tutors nationally rather than being restricted to local availability. The tutor and learner should agree the technology and how work will be shared; useful activities can include discussing school work, working through board-specific questions, reviewing marked papers and giving feedback.

Choose by need, not by format alone. Online one-to-one support suits personalised explanation and a wider shortlist; school or college support keeps help close to current teaching; self-study can work when the learner can diagnose gaps and review work; group courses offer structure at a shared pace; and in-person tutoring may suit a strong preference for physical presence where local supply exists.

Online one-to-one tutoring
Best for wider national choice, individual explanation and flexible profile comparison. Check tutor availability, technology and communication preferences.
In-person tutoring
Can suit learners who strongly prefer physical presence where local supply exists. Check travel, availability and price.
School or college support
Keeps help close to current classroom teaching. Check availability, group size and the time available for individual diagnosis.
Independent study
Can work well for learners who can identify gaps, use official resources and review their own errors consistently.
Group course
Provides structured coverage at a shared pace. Check how closely the programme matches the learner’s board and actual gaps.

Credentials, safeguarding and honest outcome boundaries

Tutor profiles can show different kinds of evidence: subject or degree background, A-Level teaching experience, verified qualified-teacher status, examining experience, availability and displayed DBS information. These are separate attributes. A Mathematics graduate is not automatically a qualified teacher, and an examiner is not automatically the best fit for every learner.

Use the individual profile rather than assuming the same credentials or DBS status apply to everyone. Latimer’s safeguarding guidance says parents of younger learners should know when an online lesson takes place and remain available nearby. Government guidance for England also encourages parents to ask clear questions about safeguarding in private tuition.

A tutor can support understanding, confidence, reasoning, problem solving, feedback and exam practice, but no tutor can guarantee a particular grade.

  • Check the individual profile rather than assuming every tutor has the same credentials
  • Ask how the tutor teaches A-Level material, not only whether they know the subject
  • Use the displayed DBS information and current safeguarding guidance
  • Treat reviews, ratings and outcomes as evidence only when they are current and verified

What A-Level Maths tutoring can cover

Across England’s common A-Level Mathematics content, tutors may support Pure Mathematics, Statistics and Mechanics. Exact sequencing and assessment depend on the board, so the strongest profile match is someone who can work from the learner’s current specification and school materials.

Further Mathematics is a separate qualification, not another name for A-Level Maths. A-Level Maths also does not use GCSE-style Foundation and Higher tiers.

Pure Mathematics
Proof; algebra and functions; coordinate geometry; sequences and series; trigonometry; exponentials and logarithms; differentiation; integration; numerical methods; vectors.
Statistics
Sampling; data presentation and interpretation; probability; distributions; hypothesis testing.
Mechanics
Quantities and units; kinematics; forces and Newton’s laws; moments.

Exam boards and assessment structures

The main mathematical content overlaps across English boards, but paper structures and board materials differ. That makes board familiarity a useful comparison criterion, especially for timed practice, prescribed data and comprehension-style questions.

The summary below is intentionally concise. Ask a tutor which current specification they know and whether they use its official papers and mark schemes.

AQA 7357
Three 100-mark papers, each worth one third. Pure Mathematics is assessed across the qualification, with mechanics and statistics within the paper structure.
Pearson Edexcel 9MA0
Three two-hour, 100-mark papers: two Pure Mathematics papers and one Statistics and Mechanics paper, each worth 33.33%. Calculators are permitted.
OCR Mathematics A H240
Three two-hour, 100-mark papers: Pure Mathematics; Pure Mathematics and Statistics; and Pure Mathematics and Mechanics, each worth one third.
OCR Mathematics B (MEI) H640
Three two-hour components with different weightings: Pure Mathematics and Mechanics; Pure Mathematics and Statistics; and Pure Mathematics and Comprehension with an unseen passage.
WJEC
A current Welsh AS/A-Level Mathematics qualification with separate Mathematics and Further Mathematics routes. Use the current WJEC specification for exact units and timings.
CCEA
Northern Ireland uses a unitised AS/A2 structure. Detailed current timings and weightings should be confirmed from the current CCEA specification before relying on them.
Scotland
Learners usually study Higher or Advanced Higher Mathematics rather than A-Level Mathematics, so check which qualification support is actually needed.

Common sticking points and the exam skills a tutor should build

A-Level Maths assesses more than routine techniques. AQA’s published weighting is approximately 50% standard techniques, 25% reasoning, interpretation and communication, and 25% problem solving and modelling. This is a useful illustration of why a tutor should do more than demonstrate a method.

Good support helps a learner choose a method when the question is unfamiliar, explain or justify steps, interpret results in context, check calculator output and evaluate a model. Official mark schemes and board materials should guide the review.

  • A calculus problem breaks down because earlier algebra is insecure
  • A learner knows a technique but cannot recognise when to use it
  • A statistics conclusion is not expressed in the context of the question
  • A mechanics diagram is not translated into suitable equations
  • Proof and unfamiliar multi-step questions feel different from routine exercises
  • Calculator output is used without checking meaning or assumptions
  • Techniques

    Accuracy and fluency with standard methods.

  • Reasoning and communication

    Justifying steps, interpreting results and constructing mathematical arguments.

  • Problem solving and modelling

    Selecting methods in unfamiliar contexts, translating situations into mathematics and evaluating models.

A practical first lesson, mock review and past-paper cycle

Every tutor will work differently, but a useful first lesson can be diagnostic rather than a rush through a generic worksheet. The aim is to identify why marks are being lost and agree a small number of priorities.

A mock or past-paper review should separate missing knowledge from algebra slips, calculator errors, misunderstood wording, timing and confidence under pressure. The value lies in the feedback and next action, not simply completing more papers.

  • Confirm the exam board, year of study, recent results and immediate goal
  • Review a mock, class test or marked homework
  • Sample relevant Pure and applied problems
  • Separate conceptual gaps from algebra, calculator, wording and timing errors
  • Agree two or three priorities and how progress will be checked
  • Use official past papers and mark schemes, then review errors deliberately

A realistic first-month and independent-practice plan

One possible first-month cycle is to diagnose, rebuild one priority, apply it to unfamiliar or exam-style work, then review and adjust. This is an example, not a fixed programme followed by every tutor.

Profiles may show optional homework, and Latimer says tutors are asked to submit lesson reports. Agree what independent practice is realistic, how it will be reviewed and how the learner or parent will know what changed.

  • Week 1: confirm the board, goals and priority gaps
  • Week 2: rebuild one core concept and practise it with guidance
  • Week 3: apply the work to unfamiliar or exam-style questions
  • Week 4: review errors, progress and the next priority
  • Between lessons: complete agreed independent practice and bring questions back
  1. Pure Mathematics confidence

    Which topics can the learner explain and apply without guidance?

  2. Statistics confidence

    Can the learner select a method and state a conclusion in the context of the question?

  3. Mechanics confidence

    Can the learner model the situation before manipulating equations?

Support for different A-Level Maths learners

A-Level Maths learners can need very different kinds of support. A Year 12 student may discover that the obstacle to calculus is earlier algebra or trigonometry. A Year 13 student may know individual topics but struggle to select methods on mixed papers. A resitter or private candidate may need a board-specific plan, while a high achiever may need harder proof, modelling and unfamiliar problems.

Maths anxiety does not automatically mean low attainment. University of Cambridge findings show that high anxiety can coexist with typical or high performance. A suitable tutor should respond to the learner’s actual difficulty—for example, understanding in conversation but freezing under timed questions—rather than treating confidence and knowledge as the same issue.

For private candidates, the tutor can support preparation but does not replace the approved exam centre.

  • Year 12 learner preventing GCSE-to-A-Level gaps from accumulating
  • Year 13 learner preparing for mixed papers and final assessments
  • Resitter or private candidate rebuilding selected areas and planning board-specific practice
  • High achiever developing proof, modelling and unfamiliar problem solving
  • Anxious learner who understands in conversation but struggles under timed conditions
  • Learner who benefits from clear pacing, examples, questioning and feedback

Lesson frequency, total cost and when tutoring is worth it

There is no evidence-based universal lesson frequency. A proportionate plan depends on the learner’s gaps, time to assessment, goal, independent work and budget. Review the plan as the learner’s needs change rather than committing to a fixed number from the outset.

Official specifications, past papers and mark schemes may be enough for a learner who can diagnose weaknesses, understand feedback and work consistently. One-to-one tuition adds most value when the missing piece is diagnosis, adaptive explanation, feedback, accountability or deciding what to tackle next. A tutor should add more than another worksheet.

Ongoing Year 12 support
Discuss whether regular lessons alongside school work would stop gaps accumulating.
One weak topic
Discuss whether a short, focused block is enough.
Mock or exam approaching
Discuss whether a temporary increase in review and paper practice is useful.
High achiever
Discuss whether less frequent tuition plus substantial independent problem solving is sufficient.
Resitter
Identify which topics and papers genuinely need rebuilding before deciding frequency.
Tight budget
Decide which work needs tutor time and which can be completed independently with official resources.

Access arrangements, independence and ethical tutoring

A tutor can adapt explanations, pace, layout, repetition and practice to the learner. Formal exam access arrangements are different: the examination centre decides and processes them from evidence of need and the learner’s normal way of working, including for private candidates. A tutor cannot approve extra time, rest breaks, a reader, a scribe or other formal arrangements.

Useful tutoring should build independence. The learner should complete their own homework and assessed work, learn to check methods and assumptions, keep an error log, and become more confident using official resources without guidance. During high-pressure periods, parents can support routines and communication without turning every session into a grade deadline.

  • Tutors can adapt teaching; they cannot approve formal exam arrangements
  • Private candidates still need an examination centre to process arrangements
  • Good tutoring should reduce dependency over time
  • Support should remain ethical and focused on the learner’s own understanding and work

Why A-Level Maths matters beyond the exam

A-Level Maths develops quantitative reasoning, problem solving, modelling, data interpretation, precision and mathematical communication. Those skills can support later study and work in areas such as data, finance, technology, science and other analytical fields.

Entry requirements vary by course and university, so this page should not be read as an admissions promise. Use current course information for any specific next step.

  • Quantitative reasoning and data interpretation
  • Logical problem solving and modelling
  • Clear mathematical communication
  • Precision, resilience and checking assumptions
  • Broad relevance to data, finance, technology, science and analytical routes

Questions to ask before you enquire

The best comparison questions are specific enough for a tutor to answer from experience. Use the profile and initial message to test subject depth, board knowledge, teaching approach, feedback, availability and the commercial arrangements that matter to you.

A strong tutor should diagnose, model, question, give feedback and help the learner become more independent—not simply sit beside homework.

  • Do you regularly teach A-Level Maths, or mainly GCSE?
  • Which exam boards have you taught?
  • How would you diagnose my current gaps?
  • Would you use my school work and official past papers?
  • How do you teach proof and unfamiliar problem solving?
  • How will we know whether I am improving?
  • Do you set homework or provide lesson reports?
  • What availability do you have, and what happens if I need to rearrange?
  • What does your hourly rate include?

Current prices, availability and reviewed information

Last reviewed: 11 August 2026.

Tutor prices and availability come from live profiles and can change. Payment, cancellation and safeguarding guidance should remain aligned with Latimer’s current pages. Exam-board specifications and access-arrangement guidance can also change, so the linked official materials should be reviewed when this page is updated.

This page does not claim a daily profile-refresh schedule, a fixed number of available tutors or a permanent price range.

Ready to compare A-Level Maths tutors?

The live profiles show the information that matters now: current rate, stated experience, displayed profile attributes and availability. Compare those details with the learner’s board, goals, schedule and preferred approach, then message a tutor to discuss fit.

Support and clarity

Frequently asked questions

Straight answers to the questions people ask most often.

What does “affordable” mean on this page?

There is no fixed Latimer price cutoff for this page. Affordability means that the current hourly rate and likely lesson pattern fit the family’s budget while the tutor still matches the learner’s A-Level Maths needs, exam board, goals and preferred approach. Use the live cards for current prices and availability.

How much does an A-Level Maths tutor cost?

Tutors set their own rates, so the live profile is the current source of price. Latimer’s current guidance describes usual rates of £20–£30 an hour for subject specialists such as students, graduates, teaching assistants and full-time tutors, and £25–£50 an hour for current or retired teachers, examiners and lecturers. The ranges overlap and are guidance rather than fixed prices; total cost also depends on lesson frequency and independent practice.

Is the cheapest A-Level Maths tutor the best choice?

Not automatically. Compare the rate with A-Level Maths experience, subject background, exam-board familiarity, teaching approach, availability, reporting and homework expectations. The right tutor is the profile that meets the learner’s needs at a sustainable cost.

Are all tutors qualified Maths teachers or examiners?

No. Tutor backgrounds vary: a profile may show a Mathematics degree, subject-specialist experience, verified qualified-teacher status or examining experience. Check the individual profile and use teacher or examiner wording only where that credential is displayed.

Can I speak to a tutor before I book lessons?

Latimer currently lets families message a chosen tutor and describes an email introduction for direct communication. An optional free introductory meeting is usually 15–30 minutes. It is an introduction to discuss fit and arrangements, not a guaranteed free trial lesson.

How do payment, cancellation and rescheduling work?

Latimer currently describes lessons as pay-as-you-go, with invoices generated after lessons, 48 hours’ notice before a saved card is charged and bank transfer also available. Tutors generally use a 24-hour cancellation policy; within 24 hours, a refund or reschedule is at the tutor’s discretion. Read the current How It Works and FAQ pages before booking.

Are lessons online, and can I find an A-Level Maths tutor near me?

Latimer is online-first. Online tutoring lets you compare suitable tutors nationally rather than being limited to local availability. This page does not promise an in-person tutor in every area; lesson arrangements and availability remain profile-specific.

Which exam boards and A-Level Maths topics can tutors support?

A-Level Maths commonly includes Pure Mathematics, Statistics and Mechanics, but paper structures differ across AQA, Pearson Edexcel, OCR A, OCR B (MEI), WJEC and CCEA. Ask the tutor which current specification they know and whether they use its official papers and mark schemes. Learners in Scotland may need Higher or Advanced Higher Mathematics support instead, and Further Mathematics is a separate qualification.

What happens in the first lesson, and will there be homework?

A useful first lesson may confirm the board and goal, review recent marked work, sample relevant Pure and applied questions, separate conceptual gaps from algebra, calculator, wording and timing errors, then agree priorities. Tutors may offer optional homework, and Latimer says tutors are asked to provide lesson reports; agree expectations directly with the tutor.

How often should I have lessons, and how many might I need?

There is no universal frequency or fixed lesson count. A sensible plan depends on the learner’s gaps, time to assessment, goal, independent work and budget. One weak topic may need a short block, while ongoing Year 12 support, a resit or an approaching exam may call for a different pattern.

Can an A-Level Maths tutor guarantee an A or A*?

No tutor can responsibly guarantee a grade. A tutor can help diagnose gaps and develop proof, unfamiliar problem solving, modelling, interpretation, mathematical communication and disciplined paper review, but the result still depends on the learner’s work and performance in the assessment.

Can a tutor support a resit or private candidate?

A tutor can help a resitter or private candidate diagnose gaps, plan board-specific preparation and review official papers. For AQA, resits take the full linear assessment in one series, and private candidates enter through an approved school or college. Other boards may have different rules, and the tutor does not replace the examination centre.

Can a tutor arrange extra time or other access arrangements?

A tutor can adapt teaching and help the learner practise effectively, but cannot approve formal exam arrangements. The examination centre determines and processes extra time, rest breaks, readers, scribes and other arrangements from evidence of need and the learner’s normal way of working, including for private candidates.

Do I need A-Level Maths for a particular university course or career?

A-Level Maths supports quantitative reasoning and can be relevant to routes in data, finance, technology, science and other analytical fields. Requirements vary by course and university, so use current course information for any specific application rather than treating this page as an admissions guarantee.

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