Description:
This course is designed to strengthen students' mathematical skills and problem-solving abilities in line with the local curriculum. The course provides clear explanations, step-by-step guidance, and ample practice exercises. Through interactive lessons and real-life applications, students develop a deeper understanding of mathematical concepts and build confidence in tackling exam questions. Ideal for students aiming to improve their academic performance or prepare for standardized tests, this course fosters critical thinking and a strong foundation in mathematics for long-term success.

Levels: P1 – P6, S1 – S6

Description:
This course provides a foundation to Algebra, starting with introducing variables, algebraic properties, and algebraic expressions. Students will become proficient in solving and graphing linear equations, inequalities, and systems of equations and learn to solve word problems with algebra. Students will also learn to apply exponent rules and add, subtract, multiply, and divide polynomials. They will master basic factoring techniques and apply them to solve a larger variety of equations and practical word problems. The course advances to dealing with rational expressions and equations and is extended to cover absolute value, radical, and especially quadratic functions, their graphs and transformations, and how equations involving them are solved. Finally, the course concludes by briefly introducing the concept of inverses, the graphical properties of basic exponential and logarithmic functions, the properties of logarithms, solving some basic exponential and logarithmic equations, and some applications involving compound interest. This structured journey ensures a broad and stable foundation in Algebra for Secondary School Mathematics.

Levels: S1 – S2

Description:
This Calculus course is taught using an intuitive approach, building on algebra and trigonometry. Students will learn about limits, why they matter, and how to evaluate them for various functions, connecting these concepts to continuity and asymptotes. Students will then apply limits to find the slope of a curve and the equations of its tangent and normal lines at a point. Students are introduced to derivatives, their rules, and how to use them to analyse different types of functions. They will explore how derivatives are used in both theory and real-world problems, including L’Hopital’s Rule, linear approximation, graph analysis, optimisation, and related rates. Key theorems and derivative tests help deepen the understanding of function behaviour. The course covers approximating area under curves with Riemann Sums and introduces integrals as the inverse of derivatives. Students will learn key techniques and theorems for evaluating definite and indefinite integrals. Finally, they will use integrals to find areas between curves and volumes of solids of revolution. The course offers optional brief lessons onfirst-order separable differential equations.

Levels: S4 – S6