Maths

Term

Year group

Autumn

Spring

Summer

7

 Place Value
 Add and subtract (including decimals)
 Estimation
 Perimeter
 Word problems
 Factors, Multiples, LCM, HCF
 Multiply and divide (including decimals)
 Area of rectangle and triangle
 Mean

 Draw, measure and name angles
 Find missing angles around a point and on straight lines
 Properties of triangles and quadrilaterals
 Equivalent fractions
 Compare and order fractions and decimals
 Change mixed numbers to improper fractions and vice versa
 Fraction of quantity
 Multiply and divide fractions

 Order of operations
 Substitution
 Simplify algebraic expressions
 Solve word problems with expressions
 Sequences (term to term rule)
 Construct and interpret statistical diagrams
 Convert fractions, decimals, percentages,
 percentage of quantity

8

 Primes, squares, cubes and indices
 Prime factorisation, LCM, HCF
 Venn diagrams
 Add and subtract fractions
 Negative numbers
 Simplify expressions
 Linear equations
 Linear sequences; nth term

 Construct 2D shapes
 Calculate missing angles
 Unit conversions
 Area and perimeter of various 2D shapes
 Convert fractions, decimals, percentages
 Percentage increase and decrease
 Ratio
 Speed, distance, time

 Rounding (dp and sf)
 Estimation
 Area and circumference of circles
 Nets of 3D shapes
 Volume of 3D shapes
 Collect and organise data
 Interpret and compare statistical representations
 Mean, mode, median
 Range and ouliers

9

 Cartesian coordinates
 Linear graphs
 Direct and inverse proportion
 Calculate with scales
 Standard form
 Arithmetic and geometric sequences
 Algebraic manipulations
 Change the subject of a formula
 Expand and factorise

 Constructions and loci
 Triangles and quadrilaterals (angles on diagonals)
 Congruence and similarity
 Angles in polygons
 Equations and inequalities
 Simultaneous equations
 Quadratic and other graphs

 Pythagoras’ theorem
 Trigonometry
 Transformations
 Proof
 Probability
 Mean of grouped data
 Compare two data sets
 Stem and leaf diagrams
 Scatter graphs

10

 GCSE Statistics
 Cumulative Frequency (H)
 Box plots
 Standard deviation (H)
 Representing Data
 Sampling
 Types of Data
 GCSE Maths
 Rules of Indices
 Standard Form
 Enlargement
 Similar shapes
 Compound interest

 Controlled assessment
 Spearmans Rank (H)
 Analysing Data
 Sampling
 Algebraic arguments
 Loci
 Key angle and shape facts
 Coordinates (including midpoints, problems)
 Equations of parallel & perpendicular lines
 Vectors

 Revision for GCSE statistics
 Populations and samples
 Theoretical and experimental probability
 Listing
 Set notation
 Venn diagrams
 Combined events, including tree diagrams
 Expand and factorise binomials
 Quadratic equations
 Cubic and reciprocal graphs
 Simultaneous equations
 Graphical solutions of equations

11

 Arcs and sectors of circles
 Using angle and shape facts to derive results
 Proof in algebra and geometry
 Variation
 Represent and describe distributions
 Identify misleading graphs
 Time series
 Correlation and lines of best fit
 Solve problems involving compound units

 Following Mock lessons will be used to fill gaps in students’ knowledge.
 Solving equations
 Fractions
 Percentages
 Area of compound shapes
 Volume
 Proportion and Ratio
 Algebraic Fractions

 Following mock, lessons will be used to fill gaps in students’ knowledge.
 Drawing linear graphs
 Venn Diagrams
 Vectors
 Tree Diagrams
 Simultaneous equations
 Exemplar exam questions
 Marking exam questions
 Past paper homework to identify areas for revision.

12 – AS Mathematics

 Manipulation of Algebra
 Coordinate Geometry
 Differentiation
 Arithmetic Sequences and Series
 Trigonometry
 Algorithms
 Networks and Graphs

 Integration
 Algebra and Functions
 The Binomial Expansion
 Geometric Sequences and Series
 Route Inspection
 Critical Pathway Analysis

 Linear Programming
 Exam Technique and Revision
 Mechanics and Statistics for year 13

12 – AS Further Mathematics

 Matrix Algebra
 Complex Numbers
 Coordinate Systems
 Kinematics in a Straight Line
 Representing and Summary of Data
 Correlation and Regression
 Probability

 Vectors
 Dynamics in a Straight Line
 Statics of a particle
 Moments
 Discrete Random Variables
 The Normal Distribution
 Series
 Proof by Induction

 Exam Technique and Revision
 Mechanics and Statistics for year 13
 Further Pure Mathematics Options

12 – Core Mathematics

 Fermi Estimation
 Representing Data Numerically
 Representing Data Graphically
 Equation of a Straight line
 Introduction to Spread Sheets
 Similarity and Pythagoras Theorem
 Surface Area
 Personal Finance

 Numerical Calculations
 Percentages
 Interest Rates
 Financial Mathematics
 Limits of Accuracy
 Income Tax and National Insurance
 Graphical Representation

 Exam Technique and Revision
 Optional Units for Year 13

13 – A2 Mathematics

 Trigonometry, Identities and Applications
 Transformation of Graphs
 Log and Exponential Functions
 Differentiation
 Algebraic and Partial Fractions
 Binomial Theorem
 Vectors
 Numerical Methods
 Algorithms
 Networks and Graphs

 Route Inspection
 Critical Pathway Analysis
 Parametric Equations
 Differentiation
 Integration

 Linear Programming
 Exam Technique and Revision

13 A2 Use of Mathematics (Pilot)

 Gradient Functions and Calculus
 Radians and Trigonometry
 Calculus of Trigonometry
 Integration
 Exponential Functions
 Course Work Task 1

 Differential Equations
 The Product Rule
 Integration by Parts
 Course Work Task 2

 Exam Technique and Revision
 Review of Prerelease Exam Material
