To be able to understand main teaching and learning strategies, methods and techniques.
To be able to comprehend the importance of connection, discovery, constructivism.
To be able to develop mathematical consciousness by conceptual, computational, algebraic and geometric, role of the language and mathematical thinking.
Mode of Delivery
Face to face
Prerequisites
No
Recommended Optional Programme Components
None
Course Description
Mathematics learning: Connection, discovery, constructivism. Mathematical consciousness: Conceptual, computational, algebraic and geometric. Role of the language, mathematical thinking.
Course Contents
WEEK
TOPICS
1st Week
Mathematics learning: Connection
2nd Week
Applications
3rd Week
Mathematics learning: discovery
4th Week
Applications
5th Week
Mathematics learning: constructivism
6th Week
Applications
7th Week
General review
8th Week
Mid-term Exam
9th Week
Mathematical consciousness
10th Week
Conceptual, computational consciousness
11th Week
algebraic and geometric consciousness
12th Week
Mathematical thinking
13th Week
Mathematical thinking
14th Week
General Applications
15th Week
General Review
Recommended or Required Reading
Matematicheskii institut im. V.A. Steklova., Matematika, ee soderzhanie metody i znachenie., Mathematics, its content, methods, and meaning. Edited by A. D. Aleksandrov, A. N. Kolmogorov [and] M. A. Lavrentev. Translated by S. H. Gould and T. Bartha. Cambridge, Mass., M.I.T. Press [1964, c1963]
Planned Learning Activities and Teaching Methods
Lecture
Discussion
Questions/Answers
Presentation
Assessment Methods and Criteria
Quantity
Percentage (%)
Assignment
1
20
Presentation of Article
2
40
Total(%)
60
Contribution of In-term Studies to Overall Grade(%)
60
Contribution of Final Examination to Overall Grade(%)