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Queen Elizabeth School

Mathematics

Mathematics

At Queen Elizabeth School, we believe that every student deserves the chance to engage in an ambitious and creative maths curriculum that will help develop their knowledge, skills and prepare them for future employment and everyday life.

Our team of mathematic teachers are highly motivated and supportive who will continuously challenge students and promote the love of learning. Across Key Stage 3 and Key Stage 4, we aim to deliver a maths curriculum that will give students the opportunity to build upon previous knowledge and learning, becoming fluent in the fundamentals of mathematics. 

We have ensured that:

  • Our curriculum for Key Stage 3 and Key Stage 4 has been sequenced in a logical order to enable students of all abilities and aspirations to develop their mathematical knowledge and not limit their progressions. 
  • Mathematical concepts are broken down into small connected structured steps, using the mastery approach to enable a deep and holistic understanding. 
  • Our assessments give students the opportunity to show their mathematical capabilities while also allowing the teacher to plan timely and effective intervention, ensuring all students progress between Key Stages 3 and 4.  
  • Pupils get the opportunity to review and responded to marked work to address misconceptions.
  • We develop our students to see error as a learning opportunity and are resilient in their learning, developing them to become active independent learners. 
  • We can support pupils who wish to study mathematics at Key Stage 5.

We are always challenging and re-evaluating our aims and curriculum, identifying our strengths but also making sure we continue to develop and challenge ourselves so students can continue to learn and progress effectively.    

Key Stage 3:

 

YEAR 7 YEAR 8  YEAR 9

Weekly home learning

Learning episode assessments with whole class feedback

Three main assessment points

Autumn Half-term One

LE1. Sequences 

LE2. Understand and use algebraic notation 

LE3. Equality and equivalence 

Revision and assessment point one

Autumn Half-term One

LE3. Number sense

LE2. Sequences

LE3. Working in the cartesian plane

Autumn Half-term One

LE1. Constructions and congruency 

LE2. Pythagoras theorem

LE3. Sets, notation and probability

Autumn Half-term Two

LE4. Place value and ordering integers and decimals

LE5. Factors, multiples and primes

Autumn Half-term Two

Revision and assessment point one

LE4. Brackets, equations and inequalities 

LE5. Fractions and percentages

Autumn Half-term Two

Revision and assessment point one

LE4. Tables and probability 

LE5. Straight line graphs

Spring Half-term One

LE6. Solving problems with addition and subtraction

Revision and assessment point two

LE7. Solving problems with multiplication and division

Spring Half-term One

LE6. Ratio and scale 

LE7. Multiplicative change 

Revision and assessment point two

Spring Half-term One

LE6. Forming and solving equations 

LE7. Testing conjectures

LE8. Algebraic representation

Spring Half-term Two

LE8. Operations and equations with directed number

LE9. Fraction, decimal and percentage equivalence 

Spring Half-term Two

LE8. Multiplying and dividing fractions 

LE9. Indices

LE10. Standard form

Spring Half-term Two

Revision and assessment point two

LE9. Numbers

LE10. Using percentages

LE11. Maths and money

Summer Half-term One

LE10. Addition and subtraction of fractions 

Revision and assessment point three

LE11. Fractions and percentages of amounts

Summer Half-term One

LE11. The data handling cycle 

LE12. Representing data

Revision and assessment point three

Summer Half-term One

LE12. Deduction 

LE13. Transformations and similarity 

Revision and assessment point three

Summer Half-term Two

LE12. Developing number sense

LE13. Constructing, measuring and using geometric notation 

LE14. Developing geometric reasoning

Summer Half-term Two

LE13. Measures of location 

LE14. Angles in parallel lines and polygons 

LE15. Perimeter, area and 3D shapes

Summer Half-term Two

LE14. Solving ratio and proportion problems 

LE15. Rates

LE16. Perimeter, are and volume

 

Key Stage 4:

 

YEAR 10 YEAR 11

Weekly home learning 

Learning episode assessments with whole class feedback

Three main assessment points

Weekly home learning 

Learning episode assessments with whole class feedback

Two main assessment points and GCSE exams

Autumn Half-term One

LE1. Congruency, similarity and enlargement 

LE2. Trigonometry

Autumn Half-term One

LE1. Gradients and lines  

LE2. Non-linear graphs

LE3. Using graphs

Autumn Half-term Two

LE3. Representing solutions of equations and inequalities 

LE4. Simultaneous equations 

Revision and assessment point one

Autumn Half-term Two

LE4. Expanding and factorising
Revision and assessment point one

LE5. Changing the subject

Spring Half-term One

LE5. Manipulating Expression 

LE6. Angles and bearings 

LE7. Working with circles

Spring Half-term One

LE6. Functions 

LE7. Transforming and construction 

LE8. Geometric reasoning

Spring Half-term Two

LE8. Vectors

LE9. Ratios and fractions 

Revision and assessment point two

Spring Half-term Two

Revision and assessment point two

LE9. Reasoning revision 

Summer Half-term One

LE10. Percentages and interest 

LE11. Probability

LE12. Collecting and representing data

Summer Half-term One

LE10. Revision 

GCSE Examinations   

 

Summer Half-term Two

LE13. Non-calculator methods 

Revision and assessment point three

LE14. Types of number and sequences 

LE15. Indices and roots

 

Summer Half-term Two

GCSE Examinations

 

Enrichment:

  • UK Maths challenge for Years 7-11
  • Year 7 and 8 Maths Club
  • Year 9 and 10 Maths Club
  • Year 11 Maths Paper Society

Key Skills You Will Learn:

  • Critical thinking 
  • Problem solving
  • Analytical thinking
  • Quantitative reasoning 
  • Communication
  • Time management 
  • Teamwork 
  • Independence
  • Growth mindset
  • Resilience
  • Organisation
  • Active listening.

Next steps:

Courses:

  • AS and A Level maths
  • Further mathematics at A Level 
  • Maths degree at university 
  • Vocational courses including maths such as civil engineering, economics and actuarial science 

Careers:

  • Accountant
  • Actuary
  • Computer programmer
  • Doctor
  • Engineer
  • Investment manager
  • Lawyer
  • Government research and laboratories
  • Theoretical mathematician
  • Mathematician
  • Numerical analyst
  • Statistician
  • Teacher
  • Market researcher
  • Systems analyst
  • Banking
  • Government
  • Space/aircraft industry

contact:

Lead Teacher: Mr A Bishop - abishop@qesluton.co.uk