Maths

Key skills (subject specific) that are developed:

  • Strenthen numerical skills
  • Problem solving
  • critical thinking
  • problem solving
  • analytical thinking
  • quantitative reasoning
  • ability to manipulate precise and intricate ideas
  • construct logical arguments and expose illogical arguments.


KS3

Summary

  • Key Mathematics skills learnt at Key stage three to develop their understanding of where these concepts are applied to problem solving and real life applications.
  • Students are formally assessed at the end of each half term

Topics covered:

Autumn

Spring

Summer

  • Using numbers
  • Sequences
  • Perimeter, area and volume
  • Decimal numbers
  • Working with numbers
  • Statistics
  • Algebra
  • Fractions
  • Angles
  • Coordinates and graphs
  • Percentages
  • Probability
  • Symmetry
  • Equations
  • Interpreting data
  • 3D shapes
  • Ratio

Topics covered:

Autumn

Spring

Summer

  • Working with numbers
  • Geometry
  • Probability
  • Percentages
  • Sequences
  • Area of 2D and 3D shapes
  • Graphs
  • Simplifying numbers
  • Interpreting data
  • Algebra
  • Congruence and scaling
  • Fractions and decimals
  • Proportion 
  • Circles
  • Equations and formulae
  • Comparing data

Topics covered:

Autumn

Spring

Summer

  • Percentages
  • Equations and formulae
  • Polygons
  • Using data 
  • Applications of graphs


  • Pythagoras’ Theorem
  • Fractions
  • Algebra
  • Decimal numbers
  • Prisms and cylinders
  • Solving equations graphically
  • Compound units
  • Right angled triangles
  • Revision and GCSE preparations/transition

Useful websites:

https://www.mymaths.co.uk/

https://vle.mathswatch.co.uk/vle/

http://www.mrbartonmaths.com/puzzles/

https://connect.collins.co.uk/school/portal.aspx

http://www.mygame.co.uk/Bubble-Shooter-Saga-online?target=india-hup-oxpegPcr&type=DOMAIN&keyword=

 

KS4

Summary

Exam board: Edexcel

3 x 90 min exams (1 non calculator and 2 calculator) are taken at the end of the GCSE course.

We formally assess students at the end of each half term.

Topics covered are:

Autumn

Spring

Summer

  • Basic number
  • Measures and scale drawings
  • Charts, tables and averages
  • Sequences
  • Angles
  • Number properties


  • Approximations
  • Decimals and fractions
  • Linear graphs
  • Expressions and formulae
  • Ratio, speed and proportion
  • Perimeter and area
  • Transformations
  • Probability and events
  • Volumes and surface area of prisms
  • Linear equations

Topics covered are:

Autumn

Spring

Summer

  • Basic number
  • Fractions, ratios and proportion
  • Statistical diagrams and averages
  • Number and sequences
  • Ratio and proportion
  • Angles 


  • Transformations, constructions and loci
  • Algebraic manipulation
  • Length, area and volume
  • Linear graphs
  • Right angled triangles
  • Similarity
  • Exploring and applying probability
  • Powers and standard form
  • Equations and inequalities
  • Counting, accuracy, powers and surds

Topics covered are:

Autumn

Spring

Summer

  • Percentages and compound measures
  • Percentages and variation
  • Representation and interpretation
  • Constructions and loci
  • Curved shapes and pyramids
  • Number and sequences
  • Right angled triangles
  • Congruency and similarity
  • Combined events
  • Powers and standard form
  • Simultaneous equations and linear equations
  • Non linear graphs
  • Exam preparation

Topics covered are:

Autumn

Spring

Summer

  • Counting, accuracy, powers and surds
  • Quadratic equations
  • Sampling and more complex diagrams
  • Combined events
  • Properties of circles
  • Variation
  • Triangles
  • Graphs
  • Algebraic fractions functions
  • Vector geometry
  • Exam preparation

Topics covered are:

Autumn

Spring

Summer

Pure

  • Algebra and functions (part 1)
  • Further algebra
  • Differentiation
  • Integration

Applied

  • Data presentation and interpretation (part 1)
  • Statistical Distributions
  • Quantities and units in mechanics
  • Kinematics 1 (Constant acceleration)

Pure

  • Vectors (2D)
  • Coordinate geometry in the (x,y) plane

Applied

  • Probability
  • Statistical sampling
  • Forces and Newton’s laws
  • Statistical hypothesis testing

Pure

  • Trigonometry
  • Algebra and functions (part 2)
  • Exponentials and logarithms

Applied

  • Data presentation and interpretation (part 2)
  • Kinematics 2 (Variable acceleration)

Topics covered are:

Autumn

Spring

Summer

Pure:

  • Algebraic and partial fractions.
  • Trigonometry (part 1)
  • Trigonometry (part 2)
  • Differentiation

Applied:

  • Forces at any angle (part 1)
  • Further kinematics (part 1)
  • The Normal distribution


Pure:

  • Integration
  • Proof
  • Functions and modelling

Applied:

  • Applications of kinematics
  • Forces at any angle (part 2)
  • Probability
  • Regression and correlation

Pure:

  • Series and sequences
  • The binomial theorem
  • Numerical methods
  • Vectors (3D)

Applied:

  • Applications of forces (part 1)
  • Further kinematics (part 2)
  • Moments
  • Application of forces (part 2)