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Private GCSE Further Pure Mathematics tutors

We will find you a GCSE Further Pure Mathematics tutor who will help you get a 9 and boost your confidence.

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Two kinds of GCSE tutor

Choose between top-performing recent graduates or qualified teachers. Either way, our matching process finds you a tutor based on subject, exam board, target grade and availability.

Academic Tutors

from $50 USD/hr

Top performing graduates who achieved top grades in the subject they teach.

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  • We accept only the top 5% of tutor applicants.
  • Each tutor is chosen for their academic results, teaching ability, and connection with students.
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Relatable role model: work with a tutor who is similar in age and can be a peer

Affordability: academic tutors are more cost-effective than professional tutors

First-hand experience: they sat these papers recently and know what worked

Professional Tutors

from $75 USD/hr

Current or past qualified teachers and examiners with 5+ years professional teaching experience.

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Quality assurance: trained and accredited teaching qualifications

Guaranteed track record: years of experience helping students succeed

Subject expertise: deep understanding of content and exam board requirements

Due to our international operations we quote our prices in USD. Pound amounts are an indicative conversion and you will be invoiced in USD.

Academic Tutors

from £37 GBP/hr

Top performing graduates who achieved top grades in the subject they teach.

Relatable role model: work with a tutor who is similar in age and can be a peer

Affordability: academic tutors are more cost-effective than professional tutors

First-hand experience: they sat these papers recently and know what worked

Professional Tutors

from £56 GBP/hr

Current or past qualified teachers and examiners with 5+ years professional teaching experience.

Quality assurance: trained and accredited teaching qualifications

Guaranteed track record: years of experience helping students succeed

Subject expertise: deep understanding of content and exam board requirements

Meet our GCSE Further Pure Mathematics tutors

Our team is a combination of GCSE graduates who sat these exams recently and qualified teachers with years of classroom and examining experience.

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Giles N
$75 USD/hr
Professional

12

Giles graduated from university with a BSc in Physics and Electronics and later went on to an MA in Education focussing on mathematics and literacy. He worked in electronics and software before moving on to teaching. Now he works mostly as a tutor focussing on inspiring understanding of mathematics at all levels. He have been an examiner for GCE A-level and IAL Maths for 10 years with Pearson Edexcel. Mathematics should be fun, and Giles aims is to inspire interest and understanding of the concepts involved and how they link together. He has a great relationship with his students and gets glowing reviews.

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Vanessa L
$50 USD/hr
Academic

25

Vanessa is an Aeronautical Engineering undergraduate at Imperial College London who demonstrated exceptional academic drive by independently self-studying and completing A-Level Mathematics and Further Mathematics early in Year 12. As one of only 13 students in the UK in her cohort to achieve a perfect sweep of 13 Grade 9s at GCSE, she brings a proven track record of top-tier academic excellence alongside over two years of dedicated tutoring experience. She has successfully guided students across Edexcel, AQA, and more to reach their full potential.

Vanessa adopts a structured, growth-oriented approach, starting with diagnostic feedback to target fundamental concepts before progressing to rigorous exam-style question practice. Empathetic, flexible, and disciplined, she instils confidence and resilience in her tutees while providing out-of-hours support to ensure they always feel fully supported.

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The tutors you see here are just a selection from our team of hundreds of tutors, please contact our Learning Advisors to discuss tutoring options

Why GCSE Further Pure Mathematics needs the right tutor

What makes GCSE Further Pure Mathematics hard

Further Pure Mathematics asks 14 to 16 year olds to work with ideas most students first meet in the sixth form. It assumes the whole of Higher tier International GCSE Mathematics as background, and each paper has only around 11 questions, so individual questions are long, multi-part and can draw on several topics at once. Up to half the marks are for writing clear and accurate mathematical solutions, so a correct answer reached by an unclear route still loses credit.

Other things that make it hard:

  • Logarithms and indices, including change of base and solving exponential equations
  • Calculus beyond International GCSE Mathematics: the product, quotient and chain rules, integration for areas and volumes of revolution, and rates of change
  • The binomial series with rational powers, where the validity condition has to be stated
  • Trigonometry in radians, compound angle formulae and identities used to solve equations
  • Formulae that must be learned because they are not on the formulae sheet

How tutoring changes the outcome

Our Further Pure Mathematics tutors work from Edexcel's own past papers, mark schemes and examiners' reports, so solutions are written out the way examiners award marks. Sessions target where Further Pure Mathematics marks are actually lost:

  • method steps skipped in "show that" and proof-style questions
  • log and index laws misapplied when solving equations
  • calculus questions where the setup, such as the limits or the volume formula, is wrong before any integration begins
  • trigonometric equations with solutions missing from the required range

What you'll learn in GCSE Further Pure Mathematics tutoring

Core skills developed

The Edexcel International specification marks three assessment objectives: knowing the techniques of pure mathematics (30–40%), applying them to problems with no immediate method of solution (20–30%), and writing clear and accurate mathematical solutions (35–50%). The size of that last objective is what sets the subject apart: presentation and rigour are worth more than recall. We work through past-paper questions with all three in mind, so you can see whether marks are going on technique, problem solving or the written solution.

  • Algebraic manipulation: quadratics and the discriminant, algebraic division, the factor and remainder theorems, and inequalities
  • Logarithms, indices and surds, including change of base
  • Arithmetic, geometric and binomial series
  • Differentiation and integration applied to tangents and normals, maxima and minima, kinematics, areas and volumes
  • Vectors, coordinate geometry and trigonometry in radians, in two and three dimensions

How are students assessed

Further Pure Mathematics is assessed entirely by written exams, with no coursework. The qualification is linear: both 2-hour papers are sat in the same series at the end of the course, a calculator is allowed, and a formulae sheet is provided. Each paper can test any part of the specification.

  • Structured algebra and calculus questions: we drill the standard methods until they are quick and accurate, leaving time for the longer questions
  • "Show that" and proof-style questions: we practise writing each step so the working earns full credit for clear and accurate solutions
  • Multi-topic problems: we practise spotting which combination of topics a long question needs before starting to write

What GCSE Further Pure Mathematics topics do we cover?

Ten topics examined in two written papers, Paper 1 and Paper 2, both sat in the same series at the end of the course. Each paper is 2 hours, 100 marks and 50% of the International GCSE, with around 11 questions that can come from any part of the specification. A calculator is allowed and a formulae sheet is provided. The qualification is single tier, targeted at grades 9–4 with a grade 3 allowed, and Pearson's 2026/27 entry information lists the June and November series.

  • 1 Logarithmic functions and indices
  • 2 The quadratic function
  • 3 Identities and inequalities
  • 4 Graphs
  • 5 Series
  • 6 The binomial series
  • 7 Scalar and vector quantities
  • 8 Rectangular Cartesian coordinates
  • 9 Calculus
  • 10 Trigonometry

The specification assumes full knowledge of Higher tier International GCSE Mathematics A, or Mathematics B, and builds directly on it. About 60% of the marks on each paper are targeted at grades 6–9, and the specification lists formulae that students must learn because they are not on the formulae sheet. Sessions on this board run alongside the main Mathematics course, introduce each new topic from first principles and build towards full 2-hour papers.

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"My tutor helped me extensively over the summer and eventually I ended up getting a 9 in Maths. I was very happy and would 100% recommend.
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FAQs

We have answers to your most frequently asked questions. Anything not answered here, please reach out to our team.

Can I sit IGCSE Further Pure Maths as a private candidate?

Yes. Private candidates enter through an exam centre that accepts them, such as a school or a British Council office, rather than directly with the exam board: you register with the centre, pay its fees and sit the exams there. Further Pure Maths is well suited to private candidates because it is assessed only by written papers, with no coursework or practical component. Not every centre offers it, so check that your centre can enter you for 4PM1 before you start the course. See the private candidate guidance from Pearson, Cambridge and the British Council.

What IGCSE Further Pure Maths grade do I need for A-Level?

There is no formal requirement to take Further Pure Maths for A-Level. Each sixth form and college sets its own entry requirements, so check the prospectus of the one you're applying to. As a guide, most sixth forms ask for a grade 7 in IGCSE or GCSE Mathematics for A-Level Mathematics, and often an 8 for Further Mathematics. A grade 7 or above in Further Pure Maths is strong evidence that you are ready for both, and much of the content reappears in the first year of A-Level. If you take Cambridge IGCSE on the A*–G scale, a grade A is broadly equivalent to a 7 and a C to a 4, the points that were aligned when the 9–1 scale was introduced (GOV.UK grading factsheets), so a requirement of grade 6 usually means a strong B. See A-Level Mathematics and A-Level Further Mathematics.

How much does IGCSE Further Pure Maths tutoring cost?

IGCSE Further Pure Maths tutoring with an academic tutor costs from $50 USD (£38) per hour, and packages save 5–15%, which suits weekly lessons alongside IGCSE Mathematics, with extra past paper sessions before the exams. Pay as you go is invoiced after each lesson, with no lock-in contracts. Professional tutors (qualified teachers and examiners) cost from $75 USD (£56) per hour. See pricing.

Late cancellations and no-shows are charged at half the lesson fee. That applies if you cancel less than one hour before the start time, or don't turn up. You can still change a session time whenever you need to, as long as you give your tutor notice.

Who are your IGCSE Further Pure Maths tutors?

Our academic tutors are high-achieving graduates and undergraduates who scored in the top band in Maths themselves, and our professional tutors are qualified teachers or examiners with 5+ years' experience. We accept only the top 5% of applicants. You are matched to a tutor who knows your board, so they can teach the AS-level topics in the specification clearly and mark your working the way an examiner awards method marks. Read more about our GCSE tutors and how we select tutors.

How does IGCSE Further Pure Maths tutoring work?

Lessons are one-to-one and online, with a tutor matched to IGCSE Further Pure Maths, your exam board and your target grade. Each session works on your weakest areas using real Edexcel International GCSE 4PM1 past paper questions. For Further Pure Maths that usually means drilling the standard algebra and calculus methods until they are quick and accurate, writing every step of "show that" questions, and practising long multi-topic questions under time pressure. See how it works or start with the student application.

Is IGCSE Further Pure Maths hard?

Yes. It goes well beyond the Higher tier of IGCSE Mathematics and covers much of the pure content of AS Level, including logarithms, series and the binomial expansion, calculus, trigonometric identities, vectors and coordinate geometry. The papers are long, and many questions combine several topics, so students need fluent algebra before they start. It suits strong mathematicians who want a head start on A-Level Mathematics. Our online IGCSE tutoring focuses on exactly those areas.

How hard is it to get a grade 9 in IGCSE Further Pure Maths?

In June 2026, 13.4% of international candidates achieved a 9 in Edexcel International GCSE Further Pure Mathematics, and 43.5% achieved a 7 or above (provisional figures from Pearson). That is from a strong cohort, because students who take it are usually already secure at the top of the Higher tier in Mathematics. The grade 9 boundary was 90% of the marks in June 2026, so a 9 needs almost faultless algebra and calculus as well as the ability to see which methods a long question needs.

What are the grade boundaries for IGCSE Further Pure Maths?

Grade boundaries are set after each exam series and change every year, so older figures are only a guide. In June 2026, Edexcel International GCSE Further Pure Mathematics set grade 9 at 180 out of 200 (90%), or 175 on the alternative R papers used in some time zones. Grade 4 needed 62 out of 200 (31%), or 56 on the R papers. The qualification is single tier and only grades 9 to 4 are targeted, with a grade 3 allowed, so a mark below the grade 3 boundary (47, or 43 on the R papers) is a U. Source: Pearson International.

Does IGCSE Further Pure Maths have coursework, practicals or a speaking exam?

No. IGCSE Further Pure Maths has no coursework, practical or speaking assessment, so the whole grade comes from the two written papers. Each paper has around 11 questions, many of them long and multi-part, and marks depend on showing clear, accurate working, especially in "show that" questions. See the Edexcel International specification.

How is IGCSE Further Pure Maths assessed?

IGCSE Further Pure Maths is offered only by Edexcel International GCSE, as Further Pure Mathematics 4PM1. It is assessed by two written papers of 2 hours, each worth 100 marks and 50% of the grade, sat in the same June or November series at the end of the course. A calculator is allowed and a formulae sheet is provided, and either paper can test any part of the specification. See the Edexcel International specification.

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