GCSE Mathematics
Master GCSE Mathematics from Foundation to Higher with structured support for number, algebra, geometry, trigonometry, and statistics. We build exam technique and past-paper confidence for Grades 7–9.
What is GCSE Mathematics?
GCSE Mathematics is a core qualification that builds from number and algebra through to geometry, trigonometry, and statistics. Students are assessed across three written papers (one non-calculator, two calculator), with Foundation tier covering Grades 1–5 and Higher tier Grades 4–9. At Improve ME, our programme maps every topic to the AQA, Edexcel, and OCR specifications, with structured past-paper practice, method marks focus, and exam technique that targets Grades 7–9.
Foundation Tier
Grades 1–5. Focus on essential mathematical skills, number work, basic algebra, geometry, and statistics.
- •Core arithmetic and fluency
- •Introduction to algebra
- •Geometry and measurement basics
Higher Tier
Grades 4–9. Advanced topics including challenging algebra, trigonometry, and multi-step problem-solving.
- •Algebraic reasoning and equations
- •Trigonometry and circle theorems
- •Higher-grade exam technique
Consider GCSE Further Mathematics
High-achieving students (grade 8–9 target) should consider GCSE Further Mathematics alongside regular GCSE Maths.
GCSE Further MathematicsGCSE Mathematics Course Content
Comprehensive coverage of exam-board specifications with targeted grade improvements and exam technique for Grades 7–9.
Number, Algebra & Ratio
- Number: place value, four operations, fractions, decimals, percentages, bounds
- Expanding, factorising, and solving linear and quadratic equations
- Sequences, nth term, and quadratic sequences
- Ratio, proportion, and direct/inverse proportion
- Surds and indices; problem-solving for Grades 7–9
Geometry & Trigonometry
- Circle theorems, proof, and geometric reasoning
- Pythagoras and trigonometry (SOH CAH TOA)
- Area, volume, similarity, and congruence
- Vectors and transformations
- Multi-step geometric and applied problems
Statistics & Probability
- Probability trees, Venn diagrams, and combined events
- Averages, spread (range, IQR), and sampling
- Representing and interpreting data; time series
- Foundation vs Higher tier; exam technique and command words
Assessment Structure
Students sit three written papers (one non-calculator, two calculator). We build technique, timing, and confidence with structured past-paper practice for Grades 7–9.
- 1 hour 30 minutes, 80 marks
- Number, algebra, ratio, geometry, probability
- Method and accuracy; no calculator allowed
- 1 hour 30 minutes, 80 marks
- Full specification coverage
- Problem-solving and multi-step questions
- 1 hour 30 minutes, 80 marks
- Mixed topic coverage
- Structured past-paper practice builds confidence
Grade boundaries vary by year and exam board. We focus on maximising marks through method, accuracy, and smart exam strategy.
Exam Boards We Cover
Not sure which board your child is on? We'll check at your free assessment.
Our GCSE Mathematics Teaching Approach
Small Groups
Small groups (a maximum of six students) for personalised attention.
Exam Technique
We teach what examiners reward: method marks, structure, timing, and common pitfalls to avoid.
Past Papers
Regular practice with authentic questions under timed conditions—reviewed with clear feedback.
Progress Tracking
Clear targets and regular check-ins so students know exactly what to improve next.
Why Improve ME for GCSE Mathematics?
Frequently Asked Questions
Everything you need to know about Mathematics at Improve ME
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View all courses →Ready to Excel in GCSE Mathematics?
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