Can you help with all exam boards - AQA, OCR, Edexcel, and Cambridge?

Yes. Our tutors are experienced with all major A Level Further Mathematics exam boards. Optional module content varies significantly between boards - we'll match you with a tutor who knows your specific specification.

Can you help with whichever optional modules my school teaches?

Yes. We have tutors specialising in Further Statistics, Further Mechanics, and Decision Mathematics. Tell us your modules during onboarding and we'll match you accordingly.

How is Further Mathematics different from A Level Mathematics?

Further Mathematics covers content that is significantly more abstract and advanced - complex numbers, matrices, eigenvalues, hyperbolic functions, and second-order differential equations. It is entirely separate from A Level Mathematics content and sits at a higher level of difficulty.

Is Further Maths useful for university applications?

For maths, physics, and engineering degrees at top universities - particularly Oxbridge and Russell Group - A Level Further Mathematics is either required or strongly preferred. Our tutors understand what admissions tutors are looking for.

How quickly can I start?

Most students are matched within 24 hours on weekdays. Once matched, you can schedule your first session immediately.

What topics do Further Maths students find hardest?

The most commonly challenging areas are eigenvalues and diagonalisation, de Moivre's theorem and complex loci, second-order differential equations, proof by induction for matrices, and Decision Mathematics algorithms. Our tutors specialise in these.

A Level

A Level Further Mathematics Tutoring

The most mathematically demanding A Level. Our expert tutors help you master complex numbers, matrices, and advanced proof.

Whether you're working through Core Pure content in Year 12, tackling further calculus and optional modules in Year 13, or preparing for four challenging papers, our tutors provide structured expert support tailored to your exam board and chosen options.

Matched in 24h

A & A* grade tutors

First session guarantee

4.8/5 Trustpilot

What You Get with A Level Further Mathematics Tutoring

Comprehensive support designed to help you achieve your target grade

Exam Mastery

Core Pure 1 & 2 paper technique - the most abstract content in A Level maths
Optional module strategy: Further Statistics, Further Mechanics, or Decision Maths
Past paper practice with detailed mark scheme analysis
Proof, rigour, and mathematical communication at degree level

Optional Modules

Further Statistics: distributions, hypothesis testing, non-parametric tests
Further Mechanics: energy, collisions, circular motion, dimensional analysis
Decision Mathematics: graph theory, algorithms, linear programming, networks
Tailored to whichever modules your school is teaching

Concept Building

Complex numbers: Argand diagrams, De Moivre's theorem, loci
Matrices: transformations, eigenvalues, eigenvectors, diagonalisation
Further calculus: hyperbolic functions, volumes of revolution, arc length
Regular progress tracking and personalised study plans

Real student results

Students Improving Their Further Mathematics Grades

B → A*

"Eigenvalues and diagonalisation made no sense to me until my tutor explained them geometrically. Everything in Core Pure 2 fell into place after that."

Tariq M.

A Level Further Mathematics, AQA, Summer 2024

C → A

"De Moivre's theorem was one of those topics I'd memorised steps for without understanding why. My tutor rebuilt my understanding from scratch and my marks jumped."

Alice C.

A Level Further Mathematics, Edexcel, Summer 2024

B → A

"Decision maths was the optional module I was least prepared for. A few sessions with a specialist tutor and it became my most reliable paper."

Sam H.

A Level Further Mathematics, OCR, Summer 2023

How It Works

Simple steps to get started with A Level Further Mathematics tutoring

Buy a Bundle

Choose 3 to 100 hours based on your needs. Split across subjects if needed.

Complete Onboarding

Tell us your exam board, year group, weak areas, goals, and scheduling preferences.

Get Matched & Start

Matched within 24 hours. Schedule your first session immediately.

First Session Guarantee

Not satisfied? Contact us within 24 hours. We'll address concerns, offer a rematch, or provide a full refund.

AS Level vs Full A Level: What's the Difference?

We support students at both stages - here's how they compare

Area

AS Level (Year 12)

A Level (Year 12–13)

Content Covered

Core Pure foundations: complex numbers, matrices, series, proof by induction

Core Pure completion, polar coordinates, hyperbolic functions, differential equations, plus optional modules in depth

Qualification

AS Further Mathematics (alongside A Level Maths Year 12)

Full A Level Further Mathematics - 4 papers

Papers

2 papers - Core Pure only

4 papers - 2 Core Pure + 2 optional module papers

Mathematical Depth

Complex numbers, matrices, series, first-order recurrences

Eigenvalues, de Moivre's theorem, further integration, differential equations systems

Relationship to A Level Maths

Taken simultaneously with A Level Mathematics Year 12

Completed alongside A Level Mathematics Year 13 - both A Levels sat at the same time

A Level Further Mathematics Syllabus Coverage

Our tutors are experienced with all major A Level Further Mathematics exam boards - AQA, OCR, Edexcel, and Cambridge. The Core Pure content is challenging even for strong mathematicians - targeted support makes a real difference to marks.

1
Complex Numbers

Cartesian and modulus-argument form
Argand diagrams and geometric interpretation
De Moivre's theorem and roots of unity
Loci of complex numbers
+1 more

2
Matrices

Matrix multiplication and inverses
Transformations in 2D and 3D
Determinants and their geometric meaning
Eigenvalues and eigenvectors
+1 more

3
Further Pure Algebra & Calculus

Proof by induction: series, divisibility, matrix results
Roots of polynomials (sum and products of roots)
Polar coordinates and polar curves
Hyperbolic functions and their inverses
+1 more

4
Further Differential Equations

First-order linear differential equations (integrating factor)
Second-order ODEs: complementary function and particular integral
Systems of differential equations
Numerical methods for ODEs
+1 more

5
Decision Mathematics (Optional)

Graph theory: Dijkstra's, Kruskal's, Prim's algorithms
Travelling salesman problem and route inspection
Linear programming: graphical and Simplex method
Critical path analysis and network flows
+1 more

6
Further Statistics / Mechanics (Optional)

Probability distributions: Poisson, geometric, negative binomial
Non-parametric tests: Wilcoxon, Mann-Whitney
Momentum and impulse: collisions in 2D
Circular motion with variable speed
+1 more

62%+

51%+

41%+

31%+

21%+

Grade boundaries shift each session. These are indicative based on recent exam-board data.

Key Assessment Notes

A Level Further Mathematics is always taken alongside A Level Mathematics - both are sat in the same exam session
Optional modules vary by school - confirm which options your school is teaching before booking a tutor
Core Pure 1 and 2 are the most universally challenging sections - prioritise these
Grade boundaries shift each year based on overall cohort performance

Ready to improve your Further Mathematics grade?

Get matched with an expert A Level tutor within 24 hours.

Frequently Asked Questions

Common questions about A Level Further Mathematics tutoring

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Start improving your Further Mathematics grade today

Expert A Level Further Mathematics tutors. Matched in 24 hours. First session guarantee.