Comprehensive Maths Tutoring Programs
From KS3 through to A-Level, our maths programs build strong foundations and advanced skills for academic success.
Tailored Mathematics Pathways
We guide students from basic fundamentals through to GCSE Further Maths, and for students pursuing Economics, Finance, and Engineering career paths, onto our advanced A-Level and Further Mathematics programs.
Our Progressive Mathematics Pathway
KS3 Foundations
Building core skills
GCSE
Grades 1-9 mastery
Further Maths
Early start for A/L Maths
A-Level Maths
Advanced concepts
Further Maths
University preparation
KS3 Maths
Years 7-9 (Ages 11-14)Teaching Formats
- ✓Group Sessions (max 6 students)
- ✓1-to-1 Personalized Tutoring
Program Coverage
- ✓Complete curriculum coverage
- ✓Exam-focused revision strategies
- ✓Targeted module support
Key Topics Covered
Note: We can adapt the above curriculum to better suit your learning needs - let's discuss and finalize before we begin
GCSE Maths
Years 10-11 (Ages 14-16)Teaching Formats
- ✓Group Sessions (max 6 students)
- ✓1-to-1 Personalized Tutoring
Exam Boards Covered
Program Coverage
- ✓Complete curriculum coverage
- ✓Exam-focused revision strategies
- ✓Targeted module support
Key Topics (Higher Tier)
Note: We can adapt the above curriculum to better suit your learning needs - let's discuss and finalize before we begin
GCSE Further Mathematics
Teaching Formats
- ✓Group Sessions (max 6 students)
- ✓1-to-1 Personalized Tutoring
Exam Boards Covered
Program Coverage
- ✓Complete curriculum mastery
- ✓Exam technique workshops
- ✓A/L Maths preparation
Edexcel IGCSE Further Pure Mathematics
Pure Mathematics Content:
- Algebraic manipulation and proof
- Quadratic and cubic equations
- Indices and surds
- Polynomials and factor theorem
- Coordinate geometry
- Trigonometry (including identities)
- Calculus (differentiation and integration)
- Vectors and matrices
AQA Level 2 Further Mathematics
Pure Mathematics Content:
- Algebra and functions
- Coordinate geometry
- Trigonometry
- Calculus fundamentals
- Sequences and series
Note: We can adapt the above curriculum to better suit your learning needs - let's discuss and finalize before we begin
A-Level Mathematics
Teaching Formats
- ✓Group Sessions (max 6 students)
- ✓1-to-1 Personalized Tutoring
Exam Boards Covered
Program Coverage
- ✓Complete curriculum mastery
- ✓Exam technique workshops
- ✓University preparation
Core Components
Pure Mathematics (66%)
- Proof: By contradiction, exhaustion, counterexample
- Algebra: Quadratics, polynomials, partial fractions
- Calculus: Differentiation, integration, numerical methods
- Trigonometry: Identities, equations, modelling
- Vectors: 2D/3D geometry, scalar product
- Functions: Transformations, inverses, combinations
- Sequences: Arithmetic, geometric, sigma notation
Core Components
Statistics (17%)
- Probability: Tree diagrams, conditional probability
- Distributions: Binomial, Poisson, normal
- Hypothesis Testing: Critical regions, significance levels
- Regression: Correlation coefficient, least squares
- Data Analysis: Sampling, outliers, interpolation
Mechanics (17%)
- Kinematics: SUVAT equations, variable acceleration
- Dynamics: Newton's laws, connected particles
- Moments: Equilibrium, levers, pivots
- Projectiles: Parametric equations, maximum height
- Circular Motion: Angular velocity, centripetal force
Note: We can adapt the above curriculum to better suit your learning needs - let's discuss and finalize before we begin
A-Level Further Mathematics
Teaching Formats
- ✓1-to-1 Personalized Tutoring
- ✓Small Groups (max 4 students)
Exam Boards Covered
Program Coverage
- ✓Full specification mastery
- ✓STEP/MAT preparation
- ✓University transition support
Core Components
Pure Mathematics
- Complex numbers (Argand diagrams, De Moivre's Theorem)
- Matrix algebra (transformations, eigenvalues)
- Proof techniques (induction, contradiction)
- Hyperbolic functions and calculus
- Polar coordinates and curves
- Differential equations (1st/2nd order)
- 3D vector geometry
Core Components
Optional Specialisms
Further Pure
- Group theory
- Number theory
- Multivariable calculus
Statistics
- Bayesian inference
- Probability distributions
- Statistical estimation
Mechanics
- Dimensional analysis
- Circular motion
- Elastic strings
Decision Maths
- Graph theory
- Algorithms
- Linear programming
Note: We can adapt the above curriculum to better suit your learning needs - let's discuss and finalize before we begin
Not Sure Which Course is Right For You?
Our education advisors can help assess your needs and recommend the perfect learning path.
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