| Objectives of the Mathematics Curriculum |
| 1.Enhance students’ interest in learning Mathematics. |
| 2.Use inquiry-based activities to guide students to discover and master mathematical concepts and basic computational skills. |
| 3.Train students to apply their constructed mathematical knowledge and computational skills to create new mathematical knowledge through concrete scientific reasoning. |
| 4.Enhance students’ creative thinking skills and problem-solving strategies, enabling them to bravely attempt and tackle different mathematical problems. |
| 5.Develop students’ mathematical logical thinking so that they can use Mathematics as a tool for communication and solve everyday life problems. |
| 6.Cultivate students’ habit of self-learning, enabling their mathematical knowledge to be extended and deepened. |
| Features of the School-Based Curriculum |
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1. Self-Directed Learning To cultivate students’ self-learning ability, students are arranged to complete pre-lesson preparation tasks. They construct new knowledge based on what they have learned and review old knowledge to acquire new understanding. The formats include using Google Form, Nearpod, or pre-lesson worksheets. Students report their pre-lesson findings during class to develop their communication skills and build confidence. After class, students regularly complete the online “Daily Ten Questions” for practice and consolidation. |
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2. Learning Diversity Every student is unique, with different abilities and preferences. To cater for learner diversity, heterogeneous group learning is implemented at the class level to develop students’ collaboration, communication, critical thinking, computational and problem-solving skills. At the teaching level, teachers design learning activities according to different learning areas (such as Shape and Space, and Measurement). Activities include hands-on operations and discovery of new knowledge through inquiry, supplemented with e-learning elements where appropriate to enhance the effectiveness of teaching and learning, while strengthening student-student and teacher-student interaction. For some units, attainment checks are conducted. In addition to students’ self-assessment, teachers provide qualitative feedback to help students understand their learning performance. Project-based learning for Primary 1 to Primary 6 incorporates STEAM elements. Students complete projects through data collection, inquiry activities and the use of educational software. Cross-curricular learning helps develop students’ abilities in inquiry, thinking, innovation and application of Mathematics. |
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3. Catering for Learning Differences To cater for learning differences, assignments are appropriately adjusted according to students’ needs. For example, exercise books for Primary 2 to Primary 6 are designed in a tiered format with small-step scaffolding to assist students in problem-solving. Some questions in the worksheet booklets are accompanied by solution videos. The thinking questions in the problem-solving booklet and worksheet booklet train students’ higher-order and logical thinking skills. |
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4. Learning from Reading To cultivate students’ interest in Mathematics and their reading ability, the extended reading booklet provides online reading materials and mathematical articles. In addition to textbook knowledge, students can enhance their knowledge and broaden their horizons through extracurricular reading. |
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5. Transition to Secondary Education To enable Primary 6 students to adapt to the secondary school curriculum as early as possible, English teaching elements are incorporated into the assignments for senior levels (English vocabulary is added to support notes), and English questions are included in Book A and Book B. Under teacher guidance, students explore English questions and master answering techniques, which helps them transition smoothly and adapt to secondary school learning. |
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6. Assessment Policy In addition to three formal examinations each year (the first assessment for Primary 1 is a diversified assessment (non-paper-and-pencil)), students also complete two stage assessments and one performance assessment. In the performance assessment, teachers provide written feedback. |
School-based Activities
The annual Mathematics Week allows students to step out of the classroom and participate in various activities, including Mathematics booths, Mathematics trails, Reading Award Scheme and Three-dimensional Model Design Competition. These activities not only enhance students’ interest in Mathematics, but also enrich their learning experiences.
After-school Training
- Mathematical Olympiad School Team
- After-school Consolidation Class
Mathematics Activities Overview
| Mathematics Week Video (2024–2025 School Year) | Mathematics Week Video (2023–2024 School Year) |
| Mathematics Week Video (2022–2023 School Year) | Activity Photo Albums |