Course Information
Course Description
This course enhances students' understanding of mathematical language and terminology, fostering analytical thinking and reasoning abilities. By cultivating a lifelong enthusiasm for precise mathematical communication, students develop a strong foundation in mathematical concepts that extends beyond the classroom.
Course Objectives
The objectives of this course are to:
- Develop students' holistic understanding of mathematical language and terminology.
- Foster mathematical competency and fluency in precise mathematical communication.
- Apply mathematical terminology effectively in real-life situations.
Course Outline
The course focuses on key areas of mathematical terminology essential for students:
- 1. Number Terminology
- 2. Algebraic Terminology
- 3. Geometric and Measurement Terminology
- 4. Statistical and Probabilistic Terminology
These areas work collaboratively to deepen students' understanding of mathematical concepts and enhance their ability to express ideas accurately.
Student Acquisitions
Through this course, students will:
- Gain a comprehensive understanding of mathematical language and terminology.
- Acquire fluency in using precise mathematical communication.
- Apply mathematical terminology effectively in various contexts.
- Engage in critical thinking, challenging ideas, and providing evidence to support mathematical conjectures and solutions.
- Develop connections between mathematical concepts, fostering higher-order thinking skills.
Learning Methodologies
- Encouraging active engagement in thinking and using mathematical language effectively.
- Promoting discussions and collaborative learning to deepen understanding of mathematical terminology.
- Emphasising the practical application of mathematical language and terminology.
- Cultivating creative and analytical thinking skills through problem-solving activities.
- Providing opportunities for hands-on practice and exploration to improve mathematical fluency.
