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Our Vision for Maths at HEA

Our mission at HEA is to ensure that all students leave with a well-rounded and deep understanding of mathematical concepts, empowering them to achieve bright, ambitious futures. Through a well-sequenced and thoughtfully crafted curriculum, students will build on skills from Year 7 to Year 13, developing a love for, respect for, and understanding of numeracy, alongside the logical processing and evaluation of mathematical concepts. 

We aim to spark curiosity in our students, encouraging them to ask, "Why?" and to feel confident in exploring their understanding without fear of making mistakes. Our Maths curriculum is sequenced, and designed to challenge even the brightest of minds, ensuring that all students, regardless of their starting point, are supported to achieve their full potential. 

We want every student to leave school as a numerate problem solver with a positive attitude towards mathematics and its relevance in the real world. Students will be prepared for the world of work, further study, and all aspects of life, leaving as confident mathematicians with the tools they need to break down complex problems and apply their skills. 

Ultimately, our students will leave with the mathematical literacy and qualifications needed to pursue ambitious goals, equipped with the numeracy, logic, and analytical skills that will serve them in any field they choose. 


Curriculum Overview

Year 7

Year 7
Autumn 1
  • Place value
  • Addition/Subtraction
  • Powers of 10
  • Rounding
  • Multiplying/Dividing
  • Powers
  • Indices and roots with number
  • BIDMAS
  • Introduction to Algebra
  • Simplifying fractions
  • Division using fractions
  • Negative numbers
  • Estimation
Autumn 2
Spring 1
  • Factors and multiples
  • Expanding brackets
  • Factorising
  • Naming and labelling polygons
  • Types of triangles
  • Types of quadrilaterals
  • Units of length
  • Mean Average
Spring 2
Summer 1
  • Adding and subtracting fractions
  • Fractions of amounts
  • Angles
  • Plotting and reading coordinates
  • Understanding coordinates and line segments
  • Equations of horizontal and vertical lines
  • Timetables
  • Calendars
Summer 2

Year 8

Year 8
Autumn 1
  • Prime factorisation  
  • Rounding and estimation recap 
  • Fractions: multiplying and dividing 
  • Solving equations
  • Angles in parallel lines 
  • Circumference and area of circles 
  • Direct proportion 
Autumn 2
Spring 1
  • Fractions, decimals and percentages
  • Percentage calculations
  • Ratios
  • Statistics: presenting and interpreting data
Spring 2
Summer 1
  • Averages and spread
  • 3D visualisation
  • Volume
Summer 2

Year 9

Year 9
Autumn 1
  • Estimation and limits of accuracy 
  • Related calculations 
  • HCF & LCM of large numbers 
  • Review of fraction calculations 
  • Algebraic manipulation 
  • Index laws 
  • Standard form 
  • Expanding and factorising 
Autumn 2
Spring 1
  • Forming expressions and substitution 
  • Direct and inverse proportion 
  • Probability
  • Solving equations 
  • Inequalities
  • Sequences 
Spring 2
Summer 1
  • Pythagoras 
  • Interior and exterior angles 
  • Vectors
  • Transformations
  • Plans and elevations 
  • Arcs and sectors 
  • Surface area 
Summer 2

Year 10 | Higher

Year 10 | Higher
Autumn 1
  • Rearrange formulae 
  • Linear graphs 
  • Linear simultaneous equations 
  • Volume – including non-prisms 
  • Compound measures 
  • Quadratics – graphical 
  • Quadratics – algebraic 
  • Further graphs 
Autumn 2
Spring 1
  • Probability  
  • Statistics
  • Cumulative frequency and box plots 
  • Growth and decay 
  • Ratio - writing, simplifying, comparing with fractions and percentages 
  • Ratio – problem-solving and rates of change 
  • Similar Shapes 
Spring 2
Summer 1
  • Algebraic proportion 
  • Surds 
  • Right-angled trigonometry 
  • Bounds  
  • Bearings and scale drawings 
  • Transformations 
Summer 2

Year 10 | Foundation

Year 10 | Foundation
Autumn 1
  • Solving equations and rearranging formulae 
  • Linear graphs 
  • Linear simultaneous equations 
  • Volume 2 – including non-prisms 
  • Compound measures 
  • Quadratics – graphical 
  • Quadratics – algebraic 
  • Further graphs 
Autumn 2
Spring 1
  • Probability – including venn diagrams 
  • Statistics – including averages, frequency diagrams, scatter diagrams, types of data 
  • Standard form 
  • Ratio
  • Growth and decay 
Spring 2
Summer 1
  • Pythagoras review 
  • Bearings and scale drawings 
  • Angles review  
  • Sequences review 
  • Product rule for counting
Summer 2

Year 11 | Higher

Year 11 | Higher
Autumn 1
  • Recurring decimals 
  • Quadratic sequences  
  • Simultaneous equations
  • Further Trigonometry 
  • Inequalities
  • Functions 
Autumn 2
Spring 1
  • Iteration 
  • Algebraic proof 
  • Circle theorems 
  • Histograms 
  • Vectors 
  • Gradients (Further), and area under a graph 
  • Graphical transformations 
  • Congruence 
  • Constructions and loci 
Spring 2
Summer 1 Review of Mock 2 and revision of weak areas.
Summer 2

Year 11 | Foundation

Year 11 | Foundation
Autumn 1
  • Algebra review 
  • Algebra manipulation 
  • Simultaneous equations 
  • Similar shapes 
  • Congruence trigonometry 
  • Constructions and loci 
Autumn 2
Spring 1 Review of Mock 1 and revision of weak areas. 
Spring 2
Summer 1 Review of Mock 2 and revision of weak areas. 
Summer 2

Year 12

Year 12
  Pure Statistics/Mechanics
Autumn 1
  • Algebraic Expressions 
  • Quadratics 
  • Equations and Inequalities 
  • Graphs and Transformations 
  • Data Collection 
  • Measures of Location and Spread 
  • Coding 
Autumn 2
  • Straight line Graphs 
  • Differentiation 
  • Integration 
  • Representations of Data 
  • Correlation 
  • Modelling in Mechanics 
  • Constant acceleration 
Spring 1
  • Binomial Expansion 
  • Circles 
  • Probability  
  • Forces and Motion
Spring 2
  • Algebraic Methods 
  • Trigonometric Ratio 
  • Connected Particles 
  • Statistical Distributions 
Summer 1
  • Trigonometric Identities 
  • Exponentials and Logarithms
  • Variable Acceleration 
  • Hypothesis Testing 
Summer 2
  • Vectors 
  • Algebraic Methods and Proof 
  • Hypothesis Testing 
  • Moments (A-level) 

Year 13

Year 13
  Pure Statistics/Mechanics
Autumn 1
  • Partial Fractions 
  • Radians 
  • Trigonometric Functions 
  • Trigonometry and Modelling 
  • Moments 
  • Forces and Friction 
  • Lines of Regression 
Autumn 2
  • Differentiation 
  • Integration
  • Correlation and hypothesis testing 
  • Projectiles 
Spring 1
  • Parametric Equations 
  • Binomial Expansion 
  • Conditional Probability 
  • Application of Forces 
Spring 2
  • Functions and Graphs 
  • Numerical Methods
  • Normal Distribution 
Summer 1
  • Sequences and Series 
  • Vectors 
  • Further Kinematics 
Summer 2 Revision

Assessment

  Autumn Term Spring Term Summer Term
Year 7

Baseline Assessment – September 

HT2 assessment on topics covered this term. 

Mid-Year Assessment 

All topics covered so far.

End of Year Assessment
Year 8

Assessment HT2 

All topics covered in HT1 

Please note topics taught in previous years may be included.

Mid-Year Assessment 

All topics covered so far.

End of Year Assessment
Year 9

Assessment HT2 

All topics covered in HT1 

Please note topics taught in previous years may be included.

Mid-Year Assessment 

All topics covered so far.

End of Year Assessment
Year 10

Assessment HT2 

All topics covered in HT1 

Please note topics taught in previous years may be included.

Mid-Year Assessment 

All topics covered so far.

End of Year Assessment
Year 11

Assessment HT1 – GCSE Paper 1

Mock 1

  • Paper 1 – Non-Calculator 
  • Paper 2 – Calculator 
  • Paper 3 - Calculator 

Mock 2

  • Paper 1 – Non-Calculator 
  • Paper 2 – Calculator 
  • Paper 3 - Calculator 
GCSE Exams
Year 12

Assessment HT2

Testing on all topics taught so far 

  End of Year Assessment - AS Paper
Year 13 Mock 1 Mock 2  A Level Exam

Extracurricular Opportunities

  • Maths Revision - Wednesdays: Aimed at Year 11 students for exam practice.
  • Maths Club - Thursdays: Aimed at Year 13 students for exam practice.
  • Statistics - After School: In Year 10 to Higher Tier mathematicians.

Careers

Where can Maths qualifications take you?

  • Engineering
  • Accountancy
  • Software Engineer
  • Cryptographer
  • Game Developer
  • Maths Teacher

Learning Beyond the Curriculum

Websites

https://www.corbettmaths.com  - Great for further practice of skills taught in the classroom.

https://www.mathsgenie.co.uk/  – Great for practice of GCSE questions.

https://www.physicsandmathstutor.com/  – Good for GCSE and A level revision. 

https://www.examsolutions.net/ - Excellent for understanding exam-style problem-solving. 

https://www.alevelmaths.co.uk - Focused exclusively on A-Level Maths and Further Maths. Topic-by-topic revision materials, questions, and exam papers. 


Sparx Maths – Independent Learning allows students to revise any topics they are struggling with or that they have missed through absence with videos and questions to practice. 

UP learn – Aimed at A level – Independent Learning allows students to revise any topics they are struggling with or that they have missed through absence with videos and questions to practice. 


Videos and Podcasts

Numberphile - YouTube - The stars of the show include mathematicians and other guests from around the world. Topics range from the sublime to the ridiculous, from historical discoveries to recent breakthroughs. 

Where Next