-

Course Name Code Semester Theory
(hours/week)
Application
(hours/week)
Credit ECTS
Prequisites
Course language
Course typeElective 
Mode of Delivery 
Learning and teaching strategiesLecture
Discussion
Question and Answer
Observation
Field Trip
Team/Group Work
Role Play
Preparing and/or Presenting Reports
Demonstration
Experiment
Drill and Practice
Case Study
Problem Solving
Brain Storming
Project Design/Management
Other  
Instructor (s) 
Course objective 
Learning outcomes
    Course Content 
    References 

    Course outline weekly

    WeeksTopics

    Assesment methods

    Course activitiesNumberPercentage
    Attendance
    Laboratory
    Application
    Field activities
    Specific practical training
    Assignments
    Presentation
    Project
    Seminar
    Midterms
    Final exam
    Total
    Percentage of semester activities contributing grade succes
    Percentage of final exam contributing grade succes
    Total

    WORKLOAD AND ECTS CALCULATION

    Activities Number Duration (hour) Total Work Load
    Course Duration (x14) 0
    Laboratory 0
    Application0
    Specific practical training0
    Field activities0
    Study Hours Out of Class (Preliminary work, reinforcement, ect)0
    Presentation / Seminar Preparation0
    Project0
    Homework assignment0
    Midterms (Study duration)0
    Final Exam (Study duration) 0
    Total Workload000

    Matrix Of The Course Learning Outcomes Versus Program Outcomes

    D.9. Key Learning OutcomesContrubition level*
    12345
    1. Student has basic knowledge and skill of subject and pedagogical areas.    X
    2. . Student recognizes problems related to primary and middle level mathematics areas and develops suggestions and solutions for those problems.    X
    3. Students has knowledge related to scientific research methods and techniques.  X  
    4. Student can perform quantitative and qualitative research related to primary and middle mathematics education.  X  
    5. Student will be aware of problems related to mathematics teachers in the level of primary and middle school; plans a scientific research, and use data analysis techniques for developing solutions  X  
    6. Student develops the best education strategies, methods, and techniques, teaching materials, and the most effective measurement and evaluation techniques by considering primary and middle level students, individual differences, primary and middle education program and its content, and program development principles.    X
    7. Student follows national and international studies related to mathematics teachers and perform comparative studies.    X
    8. Student has effective communication skills.  X  
    9. Student has scientific and professional ethic values and awareness.  X  
    10. Student gains lifelong learning behavior and comprehension.  X  

    *1 Lowest, 2 Low, 3 Average, 4 High, 5 Highest