Our curriculum guides pupils to think clearly, reason logically, and communicate precisely using mathematical language. Key topics are regularly revisited and built upon, following a carefully planned progression that deepens understanding and strengthens retention. For our highest-attaining pupils, this progression seamlessly transitions into more complex algebraic, geometric, and calculus principles within the Further Maths framework. Through targeted vocabulary teaching, reasoning tasks, and mathematical discussions, pupils learn to explain their thinking clearly. Resources like Pearson Active Learn support learning, while problem-solving and real-world links bring maths to life.

Expert teaching ensures smooth progression from KS3 to KS4, adapting lessons to meet all learners’ needs. Retrieval practice is embedded in every session to boost long-term memory, while varied tasks challenge pupils to apply their knowledge across different contexts. In Further Maths sessions, teaching focuses on high-level abstraction and rigorous proof, pushing high-ability learners to apply algebraic techniques to unfamiliar, complex problems. By fostering resilience and encouraging real-world application, we equip pupils with the confidence and skills to use maths beyond the classroom and in everyday situations.

We provide rich opportunities to extend learning and apply maths creatively outside lessons. Pupils benefit from weekly access to extracurricular specialist support, past papers, and online platforms such as MathsWatch , which supports independent practice and consolidation. Our Further Maths provision provides a rigorous academic pathway that bridges the gap to advanced post-16 study. Over the next year, we plan to introduce logic puzzles and collaborative games to encourage teamwork and explanation skills. Enrichment activities like the UK Maths Challenge, Big Bang Fair, and Maths Feast broaden horizons, connecting maths to innovation and inspiring lifelong curiosity. Cross-curricular links. 

At Lea Manor, we want our students to develop confidence and competence in mathematics through: 

• Securing the foundation,
• Explaining the reasoning,
• Using the knowledge.

Through teaching for understanding, our students are empowered to master essential fluency, speak articulately using precise mathematical language, and apply their skills to complex, real-world challenges. By building deep connections across a broad curriculum, we cultivate resilient, independent thinkers who recognise the vital role of mathematics in global innovation and possess the confidence to use it in every aspect of their lives.

Unit 1: Analysing and Displaying Data

Unit 2: Number Skills

Unit 3: Expressions, Functions and Formulae

Unit 4: Decimals and Measures

Unit 5: Fractions

Unit 6: Probability

Unit 7: Ratio and Proportion

Unit 8: Lines and Angles

Unit 9: Sequences and Graphs

Unit 1: Number

Unit 2: Area and Volume

Unit 3: Statistics, Graphs and Charts

Unit 4: Expressions and Equations

Unit 5: Real Life Graphs

Unit 6: Decimals and Ratio

Unit 7: Lines and Graphs

Unit 8: Calculating with Fractions

Unit 9: Straight line Graphs

Unit 1: Indices and Standard Form

Unit 2: Expressions and Formulae

Unit 3: Dealing with Data

Unit 3: Continued

Unit 4: Multiplicative Reasoning

Unit 5: Construction

Unit 5: Continued

Unit 6: Sequences, Inequalities, Equations and Proportion

Unit 7: Circles, Pythagoras and Prisms

Unit 7: Continued

Unit 8: Graphs

Unit 9: Probability

Unit 10: Comparing Shapes

Unit 10: Continued

KS3 to KS4 Transition

GCSE Preparation Unit 1 

10

(F)

Unit 1: Number

Unit 2: Algebra

Unit 3: 

Graphs, Tables and Charts

Unit 4: Fractions and Percentages

Unit 5: Equations, Inequalities & Sequences

Unit 6: Angles

Unit 7: Averages and Range

Unit 8: Perimeter, Area and Volume 1

Unit 9: Graphs

Unit 10: Transformations

Unit 11: Ratio and Proportion

Unit 12: Right-angled Triangles

10

(H)

Unit 1: Number

Unit 2: Algebra

Unit 3: Interpreting and Representing Data

Unit 4: Fractions, Ratio and Proportion

Unit 5: Angles and Trigonometry

Unit 6: Graphs

Unit 7: Area and Volume

Unit 8: Transformations and Constructions

Unit 9: Equations and Inequalities

Unit 10: Probability

Unit 11: Multiplicative Reasoning

Unit 12: Similarity and Congruence

10

(Further Maths)

Unit 1: Number and Algebra 1

Unit 2: Algebra 2

Unit 5: Coordinate Geometry

Unit 4: Algebra 4

Unit 9: Matrices

Unit 8: Calculus

GCSE Revision

11

(F)

Unit 13: Probability

Unit 14: 

Multiplicative Reasoning

Unit 15: Construction, Loci and Bearings

Unit 16: Quadratic Equations and Graphs

Unit 17: Perimeter, Area and Volume 2

Unit 18: Fractions, Indices and Standard Form

Unit 19: Congruence, Similarity and Vectors

Unit 20: More Algebra

Consolidation/Recap

GCSE Exams and Revision

11

(H)

Unit 13: More Trigonometry

Unit 14: Further Statistics

Unit 15: Equations and Graphs

Unit 16: Circle Theorem

Unit 17: More Algebra

Unit 18: Vectors and Geometric Proof

Unit 19: Proportion and Graphs

Consolidation/Recap

GCSE Exams and Revision

11
(Further Maths)

Unit 3: Algebra 3

Unit 6: Geometry 1

Unit 7: Geometry 2

GCSE Revision

GCSE Revision