This course builds a strong foundation in algebra, number theory, geometry, and introductory probability through structured problem-solving and analytical thinking. Pupils will learn to manipulate algebraic expressions, solve equations, and understand rational numbers and indices. The course also strengthens number theory concepts such as divisibility, primes, factors, GCD and LCM, and number systems. In geometry, pupils explore lines, angles, triangles, and the Pythagorean theorem, while real-world applications include profit and loss, area, and probability. Emphasis is placed on logical reasoning, systematic thinking, and mathematical communication.
| Chapter | Topic |
| Chapter 1 | Simple Equation |
| Chapter 2 | Absolute Value |
| Chapter 3 | Operation Of Rational Numbers |
| Chapter 4 | Operation Of Indices |
| Chapter 5 | Simultaneous Equations, A System Of Equations |
| Chapter 6 | Multiplication Of Polynomial |
| Chapter 7 | Divisibility |
| Chapter 8 | Prime Numbers And Composite Numbers |
| Chapter 9 | Square Number |
| Chapter 10 | Even And Odd Numbers |
| Chapter 11 | GCD And LCM |
| Chapter 12 | Permutation And Combination |
| Chapter 13 | Observation And Induction |
| Chapter 14 | Other Operations |
| Chapter 15 | Numbering System |
| Chapter 16 | Basics Of Probability |
| Chapter 17 | Lines And Angles |
| Chapter 18 | Triangles |
| Chapter 19 | Pythagorean Theorem |
| Chapter 20 | Profit, Loss |
| Chapter 21 | Area |
| Chapter 22 | Pigeonhole Principle |
| Final Project |
Whether online or in-class, our enrichment programmes help children grow into confident, capable, and future-ready learners.
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