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Mathematics JC - Revision & Practice

3-Year Online After-School Programme (5 hours/week)

Junior Certificate Mathematics (309) + Additional Mathematics (519) · 3 years (Form 1-3)

What you'll learn - curriculum-aligned JC Mathematics

Eswatini Junior Certificate Mathematics Curriculum Plan. 3-Year Online After-School Programme (5 hours/week). Junior Certificate Mathematics (309) + Additional Mathematics (519). 3 years (Form 1-3). Monday-Friday, 1 hour per day. ~450 hours over 3 years

This course is part of Akili Edu's curriculum-aligned lesson library. Each lesson includes interactive content, practice questions, and progress tracking. Full access to all lessons and randomized tests requires a free account or subscription.

Mathematics JC course - lessons, practice, and exam confidence

Syllabus & topics - revision notes and practice tests

Topics & modules

  • Week 1-3: Types of Numbers and Number SystemsLesson 1.1 Natural numbers, primes, multiples, and factors; Lesson 1.2 Prime factorization and HCF/LCM; Lesson 1.3 Directed numbers and number sequences; Lesson 1.4 Sets and set notation; Lesson 1.5 Venn diagrams (up to 3 sets)
  • Week 4-6: Basic OperationsLesson 2.1 Four operations with whole numbers; Lesson 2.2 Fractions - addition, subtraction, multiplication, division; Lesson 2.3 Decimals and operations with decimals; Lesson 2.4 Order of operations and brackets; Lesson 2.5 Converting between fractions, decimals, and percentages
  • Week 7-9: Place Value and EstimationLesson 3.1 Place value and rounding; Lesson 3.2 Significant figures and decimal places; Lesson 3.3 Estimation techniques; Lesson 3.4 Upper and lower bounds; Lesson 3.5 Practical estimation problems
  • Week 10-12: Basic Algebra IntroductionLesson 4.1 Using letters for numbers; Lesson 4.2 Simple algebraic expressions; Lesson 4.3 Substitution in formulae; Lesson 4.4 Expanding simple brackets; Lesson 4.5 Basic equation solving
  • Week 13-15: Basic GeometryLesson 5.1 Points, lines, and angles; Lesson 5.2 Types of angles and angle properties; Lesson 5.3 Basic constructions with ruler and compass; Lesson 5.4 Measuring and drawing angles; Lesson 5.5 Introduction to polygons
  • Week 16-18: PercentagesLesson 6.1 Understanding percentages; Lesson 6.2 Calculating percentages of quantities; Lesson 6.3 Percentage change calculations; Lesson 6.4 Profit, loss, and percentage applications; Lesson 6.5 Simple interest calculations
  • Week 19-21: Ratio and ProportionLesson 7.1 Understanding ratio; Lesson 7.2 Dividing quantities in given ratios; Lesson 7.3 Direct proportion; Lesson 7.4 Scale and practical applications; Lesson 7.5 Problem-solving with ratios
  • Week 22-24: Basic MensurationLesson 8.1 Units of measurement; Lesson 8.2 Perimeter of rectangles and triangles; Lesson 8.3 Area of rectangles and triangle; Lesson 8.4 Time calculations (12-hour and 24-hour); Lesson 8.5 Practical measurement problems
  • Week 25-27: Introduction to Data HandlingLesson 9.1 Collecting and organising data; Lesson 9.2 Tally charts and frequency tables; Lesson 9.3 Bar charts for discrete data; Lesson 9.4 Reading and interpreting charts; Lesson 9.5 Mean, median, and mode
  • Week 28-30: Basic ProbabilityLesson 10.1 Introduction to probability; Lesson 10.2 Probability scale (0 to 1); Lesson 10.3 Simple probability calculations; Lesson 10.4 Relative frequency; Lesson 10.5 Basic combined events
  • Week 31-33: Coordinate Geometry BasicsLesson 11.1 Plotting coordinates; Lesson 11.2 Reading coordinates from graphs; Lesson 11.3 Simple linear graphs; Lesson 11.4 Distance-time graphs; Lesson 11.5 Interpreting practical graphs
  • Week 34-36: Basic IndicesLesson 12.1 Understanding indices; Lesson 12.2 Rules of indices (basic); Lesson 12.3 Squares and square roots; Lesson 12.4 Cubes and cube roots; Lesson 12.5 Standard form introduction
  • Week 37-39: Shape PropertiesLesson 13.1 Properties of triangles; Lesson 13.2 Properties of quadrilaterals; Lesson 13.3 Circle properties; Lesson 13.4 Symmetry (line and rotational); Lesson 13.5 3D shapes and nets
  • Week 40-42: Introduction to TransformationsLesson 14.1 Reflection in horizontal/vertical lines; Lesson 14.2 Simple translations; Lesson 14.3 Rotations (multiples of 90°); Lesson 14.4 Describing transformations; Lesson 14.5 Combined transformations
  • Week 43-45: Review and Assessment PreparationLesson 15.1 Year 1 comprehensive review; Lesson 15.2 Problem-solving strategies; Lesson 15.3 Assessment techniques; Lesson 15.4 Practice examinations; Lesson 15.5 Feedback and improvement
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