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Year 9 · Maths

Build Strong Foundations for GCSE Maths

Our structured weekly programme helps students master core mathematical knowledge, develop problem-solving skills, and build exam confidence.

  • Structured Weekly Programme
  • Full Year 9 Maths Curriculum
  • Qualified UK Teachers
  • Live Online Lessons
  • Progress Tracking

What we cover

9 modules. Every step accounted for.

What Students Will Learn

01

Number Operations

Mastering integers, BIDMAS, fractions, and decimals

02

Linear Algebra

Solving equations, substituting values, and expanding brackets

03

Ratio & Proportion

Simplifying ratios, sharing amounts, and percentage change

04

Geometry Rules

Applying angle rules, area, perimeter, and volume basics

05

Coordinate Geometry

Plotting straight-line graphs and linking equations to graphs

06

Pythagoras’ Theorem

Calculating missing sides in right-angled triangles

07

Probability

Using sample space diagrams and probability trees

08

Statistics

Calculating averages and interpreting complex charts

09

Sequences

Finding the nth term for linear sequences

The year at a glance

A structured programme — term by term.

Term Breakdown

Focus: Fundamental Skills Retrieval

  • Integers and BIDMAS
  • Four operations with fractions
  • Decimals and percentages
  • Ratio sharing
  • Substitution
  • Linear equations

Baseline Diagnostic & Internal Assessment 1

Week by week

Year 9 Maths Weekly Curriculum

Structured 52-week programme (July – July)

Designed to build foundational fluency, algebraic confidence, and multi-step reasoning. Classes begin the first week of July.

Summer SchoolFocus: Diagnostic Baseline & Core Number
  • Week 1 — Diagnostic Baseline
  • Week 2 — Integers & BIDMAS
  • Week 3 — Fraction Operations
  • Week 4 — Decimals & Percentages
  • Week 5 — Ratio Sharing
  • Week 6 — Expressions & Substitution
  • Week 7 — Solving Linear Equations
  • Week 8 — Mixed Baseline Review
Autumn TermFocus: Geometry, Data & Sequences
  • Week 9 — Angle Rules
  • Week 10 — Area & Perimeter
  • Week 11 — Volume Basics
  • Week 12 — Plotting Coordinates
  • Week 13 — Straight-line Graphs
  • Week 14 — Percentages & Change
  • Week 15 — Factors & Multiples
  • Week 16 — Internal Assessment 2
  • Week 17 — Expanding Brackets
  • Week 18 — Factorising Expressions
  • Week 19 — Term-to-Term Sequences
  • Week 20 — Nth Term (Linear)
  • Week 21 — Basic Probability
  • Week 22 — Sample Space Diagrams
  • Week 23 — Averages
  • Week 24 — Mixed Review Consolidation
Spring TermFocus: Extension & Calculation Mastery
  • Week 25 — Pythagoras Theorem
  • Week 26 — Transformations
  • Week 27 — Proportion Problems
  • Week 28 — Real-life Graphs
  • Week 29 — Standard Form
  • Week 30 — Indices
  • Week 31 — Charts & Diagrams
  • Week 32 — Internal Assessment 4
  • Week 33 — Harder Equations
  • Week 34 — Graphs & Equations
  • Week 35 — Circles
  • Week 36 — Prism Volume
  • Week 37 — Percentage Problems
Summer TermFocus: Exam Strategy & Final Readiness
  • Week 38 — Tree Diagrams
  • Week 39 — Mixed GCSE-style Review
  • Week 40 — Full Mock Assessment
  • Week 41 — Gap Closure (Algebra)
  • Week 42 — Gap Closure (Geometry)
  • Week 43 — Foundation Paper Practice
  • Week 44 — Higher Tier Stretch
  • Week 45 — Key Topic Consolidation
  • Week 46 — Multi-step Reasoning
  • Week 47 — Full Mock Assessment
  • Week 48 — Timed Mixed Practice
  • Week 49 — Targeted Weak Areas
  • Week 50 — Technique & Accuracy
  • Week 51 — Core Topic Review
  • Week 52 — Strategy & Confidence

How we measure progress

Assessment Breakdown

Baseline Assessment

Summer School / Start of Autumn Term

Focus: Number fluency and FDP · Basic algebraic substitution · Simple ratio concepts

Internal Assessment 1

Late October

Focus: Fractions and BIDMAS · Solving linear equations · Percentages and decimals

Internal Assessment 2

January

Focus: Angle rules and mensuration · Coordinate geometry and graphs · Factors, multiples, and ratio

Internal Assessment 3

February

Focus: Expanding and factorising algebra · Linear sequences and nth term · Basic probability and averages

Internal Assessment 4

April

Focus: Pythagoras and transformations · Standard form and indices · Real-life graphs and proportion

Internal Assessment 5

June

Focus: Whole course synoptic review · Circle geometry and prism volume · Tree diagrams and harder equations

End-of-Year Mock Exam

Late June / Early July

Full course assessment including: Full Year 9 curriculum · Multi-step problem solving · Exam stamina and technique

3x
Higher Grades (7-9) than the National Avg.
800+
Students in Our Cohort this Year
100+
Classes Running Each Week

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