Mathematics

Objectives:

The structured and progressive Mathematics curriculum equips students with essential knowledge, skills, and attitudes to achieve academic success and prepare for further education. It aims to develop students’ conceptual understanding, problem-solving abilities, and critical thinking skills, ensuring they are well-prepared for both academic challenges and real-world applications.

Main Content Areas

The Mathematics syllabus includes numbers, measurement, geometry and data analysis.

Key Approaches in Mathematics Learning

The school employs a structured approach to Mathematics, equipping students with essential skills for real-world application and further education. This includes:

• Concrete-Pictorial-Abstract (CPA) Approach: Builds conceptual understanding through hands-on experiences, visual representations, and abstract notations.
• Factual Fluency: Strengthens recall of basic facts through consistent practice.
• Problem-Solving Strategies: Fosters logical reasoning and critical thinking.
• Differentiated Instruction: Caters to diverse learning needs, ensuring personalized progress.
• Real-World Applications: Connects mathematical concepts to everyday scenarios, enhancing relevance and engagement.

By integrating these strategies, we aim to empower students with strong mathematical foundations, critical thinking skills, and confidence in problem-solving, preparing them for both further education and real-world challenges.