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Teaching & Learning

Maths

The possibilities are infinite

To spark numerical ingenuity, confidence and fluency by creating, challenging and championing your mathematical understanding.

The Maths Team
Miss G Scott Director of Learning
Mr J Rowe Leading Teacher
Mr A Anderson-Spratt Teacher of Maths
Mrs A Bradley Teacher of Maths
Mrs M Carter Teacher of Maths
Mr S Hemsley Teacher of Maths
Mrs H Parkin Teacher of Maths
Mr J Pickering Teacher of Maths
Mrs A Welsh Teacher of Maths
Mr A Whiteley Teacher of Maths
Mr P Wood Teacher of Maths

Key Stage 3 

Foundation

Higher

Year 7

  1. S1 – Charts
  2. N1 – Place value Part A
  3. G1 – Definitions
  4. N2 – Integers add and subtract
  5. A1 - Notation
  6. N4 - Integers multiply and divide
  7. S2 - Scatter graphs
  8. N5 - Fractions
  9. G2 – Symmetry
  10. R1 - Ratio introduction
  11. A2 – Manipulation
  12. N3 - Place value Part B
  13. R2 - Sharing introduction
  14. N6 - Decimals
  15. G3 – Area
  16. S3 - Project
  1. S1 – Charts and Graphs
  2. N1 – Place Value
  3. G1 - Conversions
  4. N2 - Calculations for reasoning
  5. A1 - Introduction to algebra
  6. N3- Types of number
  7. S2 - Probability introduction
  8. N4 – Fractions
  9. G2 - Simple transformations
  10. R1 – Unit pricing
  11. A2 – Brackets
  12. N5 - Rounding and eliminating
  13. R2 - Ratio in real life
  14. G3 – 2D shapes
  15. A3- Substitution
  16. S3 - Project

Year 8

  1. P1 - Averages
  2. N1 - Directed number
  3. A1 - Linear equations
  4. N2 - FDP 1
  5. G1 - Volume
  6. R1 - Ratio sharing
  7. N3 - Prime numbers
  8. A2 - Sequences
  9. G2 - Angles
  10. N4 - Decimals
  11. P2 - Probability
  1. P1 - Averages
  2. N1 - Directed number
  3. A1 - Linear equations
  4. N2 - FDP 1
  5. G1 - Volume
  6. R1 - Ratio sharing
  7. N3 - Prime numbers
  8. A2 - Sequences
  9. G2 - Angles
  10. N4 - Decimals
  11. P2 - Probability

Key Stage 4 

Year 9

G1- Angles

N1 - Whole numbers (6)

P1 - Pie Charts

N2 -Directed numbers

G2 - Drawing and constructing 2D shapes

A1 - Intro to algebra

G3 - Properties of shapes

N4 - Patterns and sequences

N4 - Add and subtract fractions

A2 - Expand and factorise single brackets

N1 - Accuracy

G1 - Angles

A1 - Algebraic manipulation

N2 - Factors

and multiples

G2 - Angles in polygons

R1 - Ratio as fractions

S1 - Collecting data

A2 - Quadratic expressions

N3 - Adding and subtracting fractions

G3 - Pythagoras theorem

G4 - Reading scales

N5 - Multiplying and dividing fractions

N6 - Decimals

P2 - Collecting data

P3 - Charts and graphs

N7 - Percentages

A3 - Expand the product of two binomials

A4 - Linear equations

G5 - Angles in triangles and quadrilaterals

G6 - 3D shapes

R2 - Ratio and problem solving

S2 - Sampling

A3 - Patterns and sequences

N4 - Multiply and divide fractions

G4 - Perimeter and area

A4 - Solving linear equations

S3 - Charts and graphs

N5 - Standard form

S4 - Mean

R3 - Numerical proportion

N8 - Properties of number

N9 - Ratio and proportion

G7 - Pythagoras theorem

P4 - Averages

P5 - Probability

G8 - Perimeter and area

N10 - Percentages

G9 - Coordinates

N6 - Fractions and decimals

R4 - Direct and inverse proportion

S5 - Median and interquartile range

G5 - Co-ordinates

A5 - Simultaneous equations

S6 - Probability

Year 10

N10 - Using a calculator

G8 – Trigonometry

A3 - Line Graphs

P6 - Scatter graphs

A4 - Powers and brackets

N11 - Standard Form

G8 -Circles

P7 - Probability

G9 - Angles in Polygons

A5 - Simultaneous equations

G10 - Transformations

N1 - Accuracy

G1 - Bearings

R2 - Ratio problem solving

S5 - Median and interquartile range

R4 - Direct and inverse proportion

A5 - Simultaneous equations

S6 - Probability

N7 - FDP

A7 - Equations of lines

A8 - Formulae

G6 - Circles

A9 - Quadratic equations

G7 - Volume and surface area

P8 - Large sets of data

G11 - Trigonometry exact values

A5 - Formulae

G11 - Volume

P9 - Venn diagrams and set notation

G12 - Compound measures

G13 - Scale factors

A10 - Completing the square

S7 - Tree diagrams

G8 - Transformations

A11 - Quadratic and simultaneous equations

G9 - Similar and congruent shapes

A12 - Inequalities

S8 - Probability from Venn diagrams

A13 - Iteration

A14 - Algebraic fractions

G10 - Volume and surface area 2

A6 - Quadratic graphs

G14 - Circles 2

G15- Surface area

A7 - Linear inequalities

A8 - Solving quadratic equations

A9 - Cubic and reciprocal graphs

G16 - Vectors

A10 - Equations of lines through points

 

A15 - Functions

G11 - Compound measures

A16 - Graphs

G12 - Trigonometry

N11 - Surds

A16 - Transformations of graphs

G12 - Vectors

S9 - Histograms

A17 - Proof

G13 - Circle theorems

Year 11

Quadratic equations

Circles

Volume and surface area

Mixed numbers

Reciprocals

Index laws

Standard form

Similarity and congruence

Column vectors

Simultaneous equations

Changing the subject of a formula

Circle theorems

Equations of parallel and perpendicular lines

Equations of circles and tangents

Rationalising the denominator

Expanding trinomials

Algebraic fractions

Changing the subject of a formula

Functions

Vectors

Gradient and area under a graph

Algebraic proportion

Fractions

Indices

Pythagoras

Factorising single brackets

Loci

Gradient and intercept

Currency conversions

Nth term rule

Pressure

Inequalities

Transformations

Sine and cosine rules

Interior and exterior angles

Nth term of a quadratic

Surds

Mixed numbers

Probability tree diagrams

Iteration

Indices

Composite functions

Inverse functions

Translations and rotations

Reflections and Enlargements

Ordering fractions

Fraction of an amount

HCF and LCM

SDT using fractions of hours

Functional area

Functional perimeter

Constructing two way tables

Angles in parallel lines

Sharing in a ratio

Longer ratio Qs

1:n and scales

Proportion

Trigonometry – missing sides

Trigonometry – missing angles

Compound interest

Interior angles

Surface area (cylinders)

Changing the subject

Map scales

Frequency polygons and product of primes

Expand and simplify double brackets

Plans and elevations

Pythagoras

Probability tables and expected outcomes

Set notation

Averages from a stem and leaf diagram

Listing outcomes

Reading pie charts

Mean of a subset

Bearings

Compound interest vs simple interest

Writing expressions

Frequency polygons

Error intervals

Volume of cones, spheres etc

Surface area of cones, spheres etc

Area and volume scale factors

Completing the square and turning points

Exact values

3D trigonometry

Arc length and sector area

Error intervals and bounds

Circle theorems

Algebraic fractions

Compound interest

Density

Non linear simultaneous equations

Histograms

Ratio

Proportion

Algebraic proof

Compound interest and depreciation

Solving quadratic equations

Median from a histogram

Solving quadratic inequalities

HCF and LCM

Constructions

Bearings

Cumulative frequency

Frequency Polygons

Recurring decimals to fractions

Sketching quadratics

Boxplots

Iteration

Area of a triangle using sin

Mean of a subset

Sixth Form 

Wolfreton is part of The Consortium Sixth Form Partnership and all sixth form course information can be found on on its website the-consortium.org