MATHEMATICS
Philosophy and aims
Our two main aims are to:
 Equip and enable
Equip students with the skills they need to enable them to understand numbers and statistics in their adult lives.  Challenge and inspire
Challenge students by providing them with opportunities to discover the beauty and awe of mathematics, inspiring them to pursue further study of the subject beyond school. We regularly enter students in the UKMT Maths Challenges.
Our dedicated and skilled team of teachers work collaboratively to deliver a mathematics curriculum which gives a sound base of key skills, engages and then stretches and challenges our students.
Term  Year 7  Year 8  Year 9  Year 10  Year 11  Year 12  Year 13 
Autumn 1
 Calculations Addition And Subtraction CalculationsMultiplication And Division CalculationsOperations, Order And Inverse Whole Numbers Negative Numbers Decimals Fractions
 Addition And Subtraction Multiplication and Division Negative Numbers Integers, Powers And Roots Place Value, Ordering And Rounding Fractions
 Higher Calculations Shapes And Solids Angles 2d Representations of 3d Shapes Properties of Whole Numbers Introduction to Algebra
Foundation Calculations Shapes and Solids 2d Representations of 3d Shapes
 Higher Calculations Shapes and Solids 2d Representations of 3d Shapes Properties of Whole Numbers Rounding, Estimation and Accuracy Introduction to Algebra Fractions Decimals Percentages
Foundation Calculations Properties of Whole Numbers Shapes And Solids 2d Representations of 3d ShapesIntroduction to Algebra  Higher Probability – Combined Events Standard Form Similarity Congruence Pythagoras’ Theorem
Foundation StraightLine Graphs Graphs of Functions and Equations Angles Probability – Combined Events Standard Form
 C1 Algebra Quadratics Equations Inequalities Sketching Curves
S1
Mathematical Modelling In Probability And Statistics Representation of Sample Data Methods for Summarising Sample Data (Location)
 C3 Numerical Methods Differentiation Exponentials & Logarithms
S2 The Binomial And Poisson Distributions

Autumn 2
 Equivalence AlgebraSequences Expressions Vocabulary And Convention Construction And Angles  Fractions Percentages Sequences Construction Loci
 Higher Rounding, Estimation And Accuracy
Foundation Properties Of Whole Numbers Introduction To Algebra Fractions Percentages
 Higher Powers And Roots Mensuration Perimeter Area Further Algebra
Foundation Fractions Decimals Percentages Powers And Roots Rounding, Estimation And Accuracy
 Higher Trigonometry Growth And Decay Proportion
Foundation Similarity Congruence Pythagoras’ Theorem Trigonometry
 C1 Coordinate Geometry Sequences and Series
Differentiation Integration
S1 Methods For Summarising Data (Dispersion)
 C3 Trigonometry Functions Algebra
S2 Continuous Random Variables 
Spring 1
 Equations Formulae Perimeter Area Probability  Probability Sets Perimeter Area
 Higher Mensuration Perimeter Area
Foundation Decimals Powers And Roots Rounding, Estimation And Accuracy
 Higher Surds Equations Functions And Sequences
Foundation Mensuration Perimeter Area  Higher Algebraic Inequalities Sampling And Representing Data Data Analysis Interpretation Of Graphs
Foundation Growth And Decay Proportion Algebraic Inequalities Sampling And Representing Data
 C2 Algebra Sine & Cosine Rule Exponentials & Logarithms Coordinate Geometry Binomial Expansion Radians
S1 Correlation  C4 Partial Fractions Parametric Equations Binomial Series Differentiation
S2 Continuous Distributions

Spring 2
 Maps And Scale Drawings Bearings Charts Averages Volume
 Averages And Spread Charts Mensuration
 Higher Further Algebra Surds Equations
Foundation Mensuration Perimeter
 Higher Formulae Volume and Surface Area Ratio
Foundation Further Algebra Equations Functions and Sequences
 Higher Transformations Transformations of Curves
Foundation Data Analysis Interpretation Of Graphs Transformations
 C2 Geometric Series Graphs of Trig Functions Differentiation Trigonometry Identities and Equations
Integration
S1 Discrete Random Variables  C4 Integration Differential Equations Vectors
S2 Hypothesis Tests 
Summer 1
 3d Shapes Angles 2d Shapes and Symmetry and Transformations
 Expressions Equations Formulae Proportion
 Higher Functions and Sequences Formulae Volume and Surface Area Ratio
Foundation Area Further Algebra Surds
 Higher Probability Basics Construction And Loci Vectors StraightLine Graphs Angles
Foundation Formulae Volume And Surface Area Ratio Probability Basics  Higher Revision of Specification
Foundation Revision of Specification
 C1 Revision of Specification
C2 Revision of Specification
S1 Revision of Specification
 C3 Revision of Specification
C4 Revision of Specification
S2 Revision of Specification

Summer 2
 Coordinates, Functions and Graphs
 Angles Transformations Pythagoras Trigonometry
 Higher Probability Basics Construction and Loci StraightLine Graphs
Foundation Equations Functions and Sequences
 Higher Graphs of Functions and Equations Circles
Foundation Construction and Loci Vectors  Higher Revision of Specification
Foundation Revision of Specification
 C1 Revision of Specification
C2 Revision of Specification
S1 Revision of Specification
 C3 Revision of Specification
C4 Revision of Specification
S2 Revision of Specification

GCSE Syllabus:  Edexcel Specification A (Linear)  GCE Syllabus:  Edexcel 
GCSE Title:  Mathematics  GCE Title:  Mathematics 