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Math and Geometry Tools

Master Year 8 Mathematics with Confidence

 Learning Journey

Build a solid foundation in key mathematical concepts and sharpen your problem-solving skills. Our Year 8 Maths program is developed and delivered by experienced educators, supported by comprehensive resources to help students excel in assessments and beyond.

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Course Structure

We Provide Targeted Academic Support Aligned with School Curriculum

While the course structure outlines the general topics covered each term, we go a step further by offering small group sessions made up of students from the same school. This allows us to align our support closely with the specific topics being taught in their classrooms. Our sessions reinforce school learning, help students stay on track, and build their confidence—especially as they prepare for exams. We also provide personalised guidance tailored to each student’s individual exam preparation needs.

Term 1 : Probability, Algebraic Techniques, Length, Area, Volume and Capacity

Lesson 1: Introduction to Probability – Random Experiments & Complementary Events

Lesson 2: Algebra Basics – Using the Distributive Law

Lesson 3: Algebra Skills – Factorising Expressions

Lesson 4: Simplifying Algebraic Fractions – Step-by-Step Techniques

Lesson 5: Measuring Length – Circles, Circumference & Arc Length

Lesson 6: Calculating Area – Circles, Sectors & Composite Shapes

Lesson 7: Understanding Volume – Conversions, Prisms & Cylinders

Lesson 8: Exploring Capacity – Concepts & Real-World Word Problems
Lesson 9: Revision

Lesson 10: Topic Test

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Term 2 : Linear and Quadratic Equations, Pythagoras' Theorem and Applying Rates

Lesson 1: Solving Equations – Review, Substitution, and Introduction to Quadratics

Lesson 2: Tackling Equations with Fractions – Step-by-Step Strategies

Lesson 3: Equations with Brackets – Simplifying and Solving

Lesson 4: Word Problems – Applying Equations to Real-Life Scenarios

Lesson 5: Pythagoras’ Theorem – Refresher and Practical Applications

Lesson 6: Understanding Rates – What They Are and How to Use Them

Lesson 7: Solving Rate Problems – Step-by-Step Problem Solving

Lesson 8: Speed and Travel Graphs – Interpreting and Using Graphs Effectively

Lesson 9: Revision

Lesson 10: Topic Test

Term 3 : Equations, Angles and Geometry

Lesson 1: Exploring Shapes – Symmetry and Key Geometrical Properties

Lesson 2: Understanding Triangles and Quadrilaterals – Properties and Classification

Lesson 3: Congruent Figures – Tests and Applications

Lesson 4: Similar Figures – Introduction, Perimeter & Area Relationships

Lesson 5: Data Basics – Types of Data and Visual Representations

Lesson 6: Central Tendency & Spread – Mean, Median, Mode and Range

Lesson 7: Interpreting Data – Descriptions, Patterns and Outliers

Lesson 8: Mastering Indices – Laws of Indices, Zero and Negative Powers

Lesson 9: Revision

Lesson 10: Topic Test

Term 4 : Data Analysis and Properties of Geometrical Figures

Lesson 1: Fractional Indices – Understanding and Applying the Rules

Lesson 2: Introduction to Surds – Simplifying and Approximating

Lesson 3: Algebra Refresher – Key Techniques and Concepts

Lesson 4: Solving Linear Equations – Step-by-Step Methods

Lesson 5: Using Formulae – Substitution and Rearranging

Lesson 6: Real-World Problems – Solving with Equations

Lesson 7: Working with Inequalities – Solving and Graphing

Lesson 8: Linear Relationships – Midpoint, Distance & Graphical Review
Lesson 9: Revision

Lesson 10: Topic Test

 Syllabus 

🔢 Number

  • Rational numbers (fractions, decimals, percentages)

  • Index laws (positive and zero indices)

  • Scientific notation (introduction)

  • Ratio and rates (more complex applications)

  • Percentages (profit/loss, discounts, interest)

  • Estimation and rounding

📏 Measurement

  • Perimeter and area of composite shapes

  • Surface area and volume of prisms and cylinders

  • Time zones and 24-hour time

  • Converting between metric units

  • Scale and map reading

📊 Statistics

  • Collecting and analysing data

  • Displaying data (histograms, box plots)

  • Comparing data sets

  • Measures of spread (range, interquartile range)

  • Misleading statistics and bias

🧮 Algebra

  • Simplifying algebraic expressions (including with indices)

  • Expanding and factorising binomials

  • Solving linear equations (multi-step, with brackets)

  • Graphing linear relationships on the Cartesian plane

  • Using formulas and substitution

  • Patterns and generalisations

📐 Geometry

  • Properties of quadrilaterals and polygons

  • Angle relationships (parallel lines, transversals)

  • Congruence and transformations (reflection, rotation, translation, enlargement)

  • Introduction to Pythagoras’ Theorem (conceptual understanding)

🎲 Probability

  • Sample spaces and outcomes

  • Theoretical vs experimental probability

  • Probability of compound events (using tables, tree diagrams)

  • Venn diagrams and two-way tables

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