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Mathematics

Curriculum Intent 

The mathematics curriculum is broad and ambitious, constructed to ensure that all students have the mathematical fluency, reasoning and problem solving skills to fulfil their hopes and dreams in the world beyond.    The aim of the mathematics curriculum is to develop students’ knowledge, skills and understanding of the following mathematical concepts:

  • Number;
  • Ratio and Proportion;
  • Algebra;
  • Geometry;
  • Statistics;
  • Probability.

Students will develop skills to use within Mathematics and across related subjects to reason mathematically making deductions, inferences and conclusions in order to solve increasingly complex problems. 

It is important that pupils develop both conceptual understanding, the ability to recall and apply knowledge in new problem solving situations that increasingly link topics together.

Students work towards the OCR GCSE in Mathematics.  Units of work differ by ability as shown in the drop downs below.

Key Stage 3

Year 7

Year 8
  • Collecting and Representing Data
  • Place Value decimals and using scales
  • Factors Multiples and Primes (inc HCF and LCM)
  • Negative numbers
  • Simplifying and manipulating Algebra
  • Transformations
  • Calculations
  • 2D Shapes
  • Representing and Processing data
  • Solving Algebraic equations
  • Rounding
  • Fractions
  • Angles
  • Percentages
  • Sequences
  • Personal Finance
  • Prime Factorisation
  • Probability
  • Ratio
  • Proportion
  • Simplifying and solving
  • Decimals
  • 3D shapes
  • Compound units
  • Standard Form
  • Graphs and diagrams
  • Enlargement
  • Linear Graphs
  • Constructions with a pair of compasses
  • Anges and parallel lines
  • Circles
  • Linear Inequalities
  • Similarity
  • Personal Finance

 

Year 9 Foundation Year 9 Higher
  • The equation of a straight line
  • Using and displaying grouped frequency tables
  • Scatter diagrams
  • Circumference
  • Multiplying decimals
  • Dividing decimals
  • Index Notation
  • Writing numbers in standard form
  • Working with complex equations
  • Solving equations involving brackets
  • Area of circles
  • Trial and improvement
  • Applying percentage increase and decrease to amounts
  • Angles and parallel lines
  • Bearings
  • Using grouped frequency tables
  • Enlargement
  • Special sequences
  • The equation of a straight line
  • 2D representations on 3D shapes
  • Working with Mixed numbers
  • Metric – imperial conversions
  • Working with proportional quantities
  • Linear inequalities
  • Significance
  • Linear inequalities
  • Significance
  • Sharing in a given ratio
  • Scale drawing
  • Constructions with a pair of compasses
  • Simplifying harder expressions
  • Solving equations including brackets
  • Probability with combined events
  • Adding and subtracting fractions
  • Dividing fractions
  • Approximating
  • Personal finance
  • The equation of a straight line
  • Using grouped frequency tables
  • Area of a circle
  • Rules on indices
  • Writing numbers in standard form
  • Calculating with standard form
  • Prime factorisation
  • Simplifying harder expressions
  • Pythagoras’s Theorem
  • Linear inequalities
  • Trial and improvement
  • Finding the percentage change from one amount to another
  • Reverse percentages
  • Angles and parallel lines
  • Bearings
  • Angles in a polygon
  • Interquartile range
  • Similarity
  • Trigonometry
  • Quadratic sequences
  • Plotting quadratic and cubic graphs
  • Prisms
  • Compound units
  • The constant of proportionality
  • Solve simultaneous equations
  • Using graphs to solve simultaneous equations
  • Approximating
  • Limits of accuracy
  • Working with inversely proportional quantities
  • Scale drawings
  • Loci
  • Using complex formulae
  • Calculating with standard form
  • Quadratic Equations
  • Factorising quadratics
  • Personal Finance

 

Key Stage 4: Higher and Further Maths

Year 10 Year 11
  • The Binomial Expansion
  • Solve quadratics by factorising
  • Finding equations of straight lines
  • Finding centres of rotation
  • Repeated percentage increase/decrease
  • Geometric progressions
  • Congruent triangles and Proof
  • Trigonometry for special angles
  • Pythagorean triples
  • Cosine Rule
  • Pythagoras and Trigonometry in 3D
  • Scatter Graphs – Using lines of best fit
  • Constructing plans and elevations
  • Enlargements in two and three dimensions
  • Polynomial and reciprocal functions
  • Working with compound units
  • Arcs and sectors
  • Surface area and volume of 3D shapes
  • Area and volume of similar 3D shapes
  • Identities
  • Probability: The multiplication rule
  • Probability: The addition rule
  • Vectors
  • Fractional Indices
  • Indices in Algebra
  • Surds
  • Displacement time and Velocity time graphs
  • Loci
  • Growth and Decay
  • Exponential Functions
  • Enlargement with negative scale factors
  • Other sequences
  • Nth term of Quadratic sequences
  • Limiting values of a sequence
  • Recurring decimals
  • Upper and lower bounds
  • Circle Theorems
  • Perpendicular Lines
  • The equation of a circle
  • Solving linear inequalities in two variables
  • Solving quadratic inequalities
  • Simultaneous equations involving quadratics
  • Simultaneous equations in three unknowns
  • Conditional probability
  • Proving general results
  • Forming equations to solve proportion problems
  • The factor Theorem
  • Factorising harder quadratics
  • Completing the square
  • The quadratic formula
  • Disguised quadratics
  • The cosine Rule
  • The Sine Rule
  • Proof with Vectors
  • Manipulating expressions and equations
  • Trigonometry
  • Trigonometric identities
  • Dividing a line in a given ratio
  • Rearranging more formulae
  • Solving equations numerically
  • Histograms
  • Combining transformations
  • Matrices
  • Differentiation
  • Using tangents and chords
  • Using Normals
  • Area under non- linear graphs
  • Functions – Domain, Range, increasing decreasing, the 2nd derivative

 

Key Stage 4: Higher

Year 10 Year 11
  • Loci
  • Finding centres of rotation
  • Repeated percentage increase/decrease
  • Quadratic functions
  • Factorising quadratics
  • Solve quadratics by factorising
  • Congruent triangles and proof
  • Enlargement with negative scale factors
  • Scatter graphs – using lines of best fit
  • Constructing plans and elevations
  • Enlargements in two and three dimensions
  • Finding the equation of straight lines
  • Polynomial and reciprocal functions
  • Working with compound units
  • Identities
  • Arcs and sectors
  • Surface area and volume of 3D shapes
  • Probability – The multiplication rule
  • Probability: The addition rule
  • Vectors
  • Fractional Indices
  • Using Indices in Algebra
  • Growth and decay
  • Displacement ti and velocity time graphs
  • Exponential Functions
  • Surds
  • Trigonometry for special angles
  • Other Sequences
  • Nth term of quadratic sequences
  • Recurring decimals
  • Upper and lower bounds
  • Circle theorems
  • Perpendicular lines
  • Solving inequalities in two variables
  • Factorising harder quadratics
  • Completing the square
  • The quadratic formula
  • The Cosine Rule
  • The Sine Rule
  • Simultaneous equations with quadratics
  • Circular functions
  • The equation of a circle
  • Simultaneous equations with quadratics
  • Manipulating more expressions and equations
  • Trigonometric functions
  • Rearranging more formulae
  • Solving equations numerically
  • Combining transformations
  • Translation and reflection of functions
  • Histograms
  • Using chords and tangents
  • Area under a non- linear graph
  • Inverse and composite functions
  • Forming equations to solve proportion problems
  • Trigonometry in 2D and 3D
  • Area and volume of similar shapes
  • Solving quadratic inequalities
  • Conditional Probability
  • Proof with vectors
  • Algebraic proof

 

Key Stage 4: Foundation

Year 10 Year 11
  • Understanding Standard form
  • Approximating
  • The Equation of a straight line
  • Plotting quadratic and cubic functions
  • Compound units
  • Volume and surface area of cuboids
  • Enlargement in two and three dimensions
  • Finding the percentage change from one amount to another
  • Pie Charts
  • Scatter Graphs
  • Angles in a polygon
  • Prisms
  • Constructing plans and elevations
  • Finding the equation of straight lines
  • Quadratic equations
  • Working with compound units
  • Simplifying harder expressions
  • Surface area and volume of 3D shapes
  • Estimating probability
  • Probability – the multiplication Rule
  • Finding the centre of rotation
  • Calculating with standard form
  • Circumference
  • Area of a circle
  • Prime factorisation
  • Using complex formulae
  • Polynomial and reciprocal functions
  • Similarity
  • Constructions with a  pair of compasses
  • Quadratic sequences
  • Geometric progressions
  • Rules of indices
  • Angles in a polygon
  • Congruent triangles and proof
  • Simultaneous equations
  • Factorising quadratics
  • Solving eqiations by factorising
  • Pythagoras’s Theorem
  • Arcs and sectors
  • Using graphs to solve simultaneous equations
  • Trigonometry
  • Trigonometry for special angles
  • The constant of proportionality
  • Reverse percentages
  • Loci
  • Displaying grouped data
  • Limits of accuracy
  • Vectors
  • Identities
  • Working with inversely proportional quantities
  • Proof using congruent triangles
  • Repeated percentage change
  • Probability – the Addition rule
  • Inverse and composite functions
  • Forming equations to solve proportional problems
  • Area and volume in similar shapes
  • Finding the percentage change from one amount to another
  • Conditional probability
  • Trig values for special angles