Mathematics students will develop essential numerical and problem-solving skills while exploring key mathematical concepts across different academic levels. In Senior 1, they will focus on foundational topics such as sets, number systems, operations, basic algebra, and geometry, including angles and triangles. They will also be introduced to measurement, data handling, and mathematical reasoning.

As they progress to Senior 2, students will expand their knowledge of algebraic expressions, linear equations, and coordinate geometry. They will explore indices, ratios, proportions, and probability while strengthening their understanding of perimeter, area, and volume in two- and three-dimensional figures.

In Senior 3, learners will engage with more advanced mathematical concepts, including quadratic equations, simultaneous equations, trigonometry, and statistical analysis. They will also study logarithms, sequences and series, and further applications of probability, deepening their analytical and logical thinking skills.

By Senior 4, students will tackle higher-level topics such as differentiation, integration, matrices, and transformations. They will also explore real-world applications of mathematics in finance, statistics, and physics, preparing them for careers in science, engineering, economics, and other fields that require strong mathematical competence.

Through this structured progression, students will build a solid mathematical foundation, fostering critical thinking, precision, and problem-solving abilities that are essential for academic success and professional opportunities.