The aim of this course is to provide students deep understanding of self regulation and development of self regulation skills. Taking mathematics learning as a context, student will analyze different self-regulation strategies and teaching processes.
If relevant to the course
Upon successful completion of this course, the student should be able to:
1. Explain the meaning of self-regulation and self regulated learning.
2. Discuss the importance of self-regulated learning in mathematics education.
3. List the characteristics of self-regulated mathematics learner.
4. Explore self-regulated learning strategies in the context of mathematics learning.
5. Analyze classroom environments supporting self-regulated mathematics learning.
6. Interpret the concept of metacognition.
7. Inquire on the ways of assessing metacognition and self regulation skills.
If relevant to the course
Montague, M. (2007). Self‐regulation and mathematics instruction. Learning Disabilities Research & Practice, 22(1), 75-83.
Workload | Hrs |
---|---|
Lectures | 28 |
Course Readings | 30 |
Observation | 4 |
Resource Review | 10 |
Report on a Topic | 20 |
Case Study Analysis | 10 |