"Pure mathematics is, in its way, the poetry of logical ideas."

- Albert Einstein

This statement captures the essence of pure mathematics. Pure mathematics is not merely about logical deduction; it is a mode of thinking that embodies creativity and aesthetic beauty, much like poetry-rich in imagination and abstract elegance. Mathematics and literature, though seemingly distinct, share common ground in their foundation upon deep understanding of language, concepts, and logic.

Brief introduction of the subject

Mathematics is a discipline that explores quantity, structure, space, and change, encompassing logical reasoning, computation, and problem-solving. As a core subject, mathematics is not only an essential tool for academic research but is also closely tied to daily life and various professions.

Importance in the school curriculum

Mathematics courses hold significant importance in education, serving not only as the foundation for academic development but also as a crucial pillar for daily life and professional competencies. In addition to cultivating students' logical and critical thinking skills, they also enhance problem-solving abilities.

Medium of instruction

English

Key topics and progression (S1-S6)

Core Areas of Mathematics

1. Number and Algebra
    This area focuses on the properties of numbers, operations, and their patterns, using algebraic expressions and equations to explain and solve problems.
    
   • Examples: Basic operations, equations, functions, etc.
      
2. Measurement, Shape, and Space
    This involves measurement, geometric shapes, and spatial concepts, helping students understand the size, shape, and relationships of objects.
    
   • Examples: Calculations of area and volume, angles, plane and solid geometry analysis, etc.
      
3. Data Handling
    Emphasizing the collection, organization, analysis, and interpretation of data, this area develops statistical awareness and information processing skills.
    
   • Examples: Graph plotting, probability, statistical analysis, etc.

Learning objectives and skills developed

Learning Objectives of Mathematics

• To develop logical thinking and problem-solving abilities.
• To promote the application of mathematical concepts to explain real-world phenomena.
• To spark interest in mathematics and cultivate an exploratory spirit and creative thinking.
• To provide a foundation for other disciplines such as science, technology, engineering, and economics.

Teaching and assessment methods

Teaching Approaches:

1. Interactive and Inquiry-Based Learning: Encourage group collaboration to develop communication and teamwork skills in problem-solving.
2. Real-World Applications: Conduct project-based learning, applying mathematical knowledge to solve practical problems.
3. Self-Regulated Learning: Utilize technology-assisted tools (e.g., online learning platforms, AI learning systems) to support personalized instruction.

Assessment Methods

(1) Diversified Assessment Approaches

• Formative Assessment:
  Classroom Q&A, quizzes, and assignment feedback
• Summative Assessment:
  Examinations and project reports
   

(2) Practical and Project-Based Assessment

• Require Secondary 1 and Secondary 2 students to complete mathematics project reports
• Evaluate presentation and logical reasoning skills through oral presentations and poster displays