GCSE Mathematics Tuition
Our teaching follows the UK GCSE Curriculum and GCSE exam board specifications (Edexcel, AQA, OCR), ensuring students:
- Build strong foundations from Key Stage 3
- Develop problem-solving and reasoning skills
- Gain confidence with exam-style questions
- Master both core and high-frequency GCSE topics
What Students Will Learn
Number
Students develop confidence with:
- Standard form and accuracy (bounds, estimation)
- Surds and exact calculations (higher tier)
- Indices (including fractional and negative powers)
- Fractions, ratios, and proportional reasoning
Algebra
Students learn to:
- Expand, factorise, and simplify expressions
- Solve linear and quadratic equations
- Work with graphs (linear, quadratic, and more)
- Solve simultaneous equations and inequalities
- Understand sequences (including finding nth term)
Ratio & Proportion
Students build skills in:
- Ratio and Proportional Reasoning
- Direct and inverse proportion
- Compound measures (e.g. speed, density)
- Interpreting graphs as rates of change
- Growth and decay (including compound interest)
Geometry & Measures
Students cover:
- Pythagoras and trigonometry
- 3D shapes: surface area and volume
- Circle theorems and properties (higher tier)
- Transformations and vectors
- Bearings and constructions
Probability
Students cover:
- Combined probability (independent & dependent events)
- Tree diagrams and Venn diagrams
- Conditional probability
- Two-way tables and Set Notation
Statistics
Students learn to:
- Work with averages and measure of spread
- Intepret graphs including histograms and cumulative frequency
- Recognise and intepret correlation
- Analyse data and understand real-life contexts
Foundation vs Higher Tier
Students are supported according to their target level:
- Foundation (Grades 1–5): Focus on core skills, confidence, and consistency
- Higher (Grades 4–9): Covers more advanced topics such as:
- Quadratics and algebraic manipulation
- Trigonometry and circle theorems
- Surds and advanced number work
- More complex problem solving
Lessons are tailored to ensure students are working at the right level while still being challenged appropriately.
How We Teach
My approach focuses on helping students truly understand maths, not just memorise methods.
Students are supported to:
- Build strong foundations and fluency
- Understand the reasoning behind methods
- Apply their knowledge to exam-style questions
- Develop independence and confidence over time
Lessons are structured to move from:
understanding → practice → application → exam technique
We Focus on What Matters
GCSE Maths can feel overwhelming due to the number of topics.
In lessons, we prioritise:
- High-frequency exam topics
- Common areas where students lose marks
- Clear methods that can be applied across multiple questions
This ensures students make meaningful progress in a shorter amount of time.
The GCSE Programme is Suitable For
- Students preparing for GCSE Maths (Year 10–11)
- Students aiming to move from Foundation to Higher
- Students lacking confidence or struggling with key topics
- Students aiming for higher grades (6–9)
Tuition Options
One to One Tuition
Personalised support focused on assessment, gap-closing, and confidence-building. Often used as the foundation stage.
Small Group Tuition
Structured, exam-focused classes for students who are ready to learn collaboratively and work more independently.
Unsure which type of support is right?
Book a consultation to discuss the most appropriate tuition pathway for your child.