Program Learning Outcomes:
By the end of this program, students will be able to:
- Articulate main concepts that form the core body of knowledge in pure, applied, and educational mathematics.
- Apply mathematical principles and techniques to solve a wide range of problems, both theoretical and practical, using appropriate methods and tools.
- Apply pedagogical knowledge and teaching methodologies to design and deliver effective mathematics lessons that cater to diverse learning styles and abilities.
- Integrate interdisciplinary knowledge, particularly in physics, to understand the mathematical foundations and applications in related fields such as geometry.
- Utilize critical thinking and analytical skills to evaluate mathematical arguments, identify misconceptions, and construct logical proofs.
- Explain the ethical considerations common in the field of mathematics, including academic integrity, responsible data handling, and the ethical implications of mathematical research.
- Effectively apply various teaching technologies, techniques, and classroom strategies to positively influence student learning.
- Apply principles of educational psychology to understand student learning and development and implement appropriate strategies to support student progress in mathematics through informed evaluation and assessment methods.
- Communicate effectively in English, both orally and in writing, demonstrating advanced language skills in technical and academic contexts related to mathematics.
- Develop proficiency in programming, specifically in MATLAB, to analyze and solve mathematical problems, perform data analysis, and implement algorithms.
- Competently conduct independent research in mathematics, including formulating research questions, gathering and analysing data, and presenting findings.
- Apply principles of educational psychology to understand student learning and development and implement appropriate strategies to support student progress in mathematics.
