ME718 Application of Curriculum Development in Mathematics Education

6 ECTS - 3-0 Duration (T+A)- . Semester- 3 National Credit

Information

Code ME718
Name Application of Curriculum Development in Mathematics Education
Semester . Semester
Duration (T+A) 3-0 (T-A) (17 Week)
ECTS 6 ECTS
National Credit 3 National Credit
Teaching Language Türkçe
Level Yüksek Lisans Dersi
Type Normal
Mode of study Yüz Yüze Öğretim
Catalog Information Coordinator


Course Goal

The general aim of this course is to apply the techniques and processes related to the development of the mathematics course curriculum.

Course Content

Within the scope of this course, the concept of curriculum development, the need for curriculum development, the applied models based on curriculum development, developments affecting mathematics curriculum, the aims and objectives of the mathematics curriculum, the content of the mathematics curriculum, the learning and teaching process of the mathematics curriculum, the application examples of the evaluation of the mathematics curriculum. will be examined.

Course Precondition

None

Resources

Lester,F. K. (2007) Second Handbook and Research on Mathematics Teaching and Learning. Information Age Publishing (IAP).Van de Walle, J. A., Folk, S., Karp, K.S., & Bay-Williams, J. M. (2015). Elementary and middle school mathematics: Teaching developmentally (9th ed.). Toronto: Pearson.

Notes

Cathcart, W. G. Pothier, Y. M. , Vance, J. H. ve Bezuk, N. S. (2006). Learning Mathematics in Elementary and Middle Schools. Upper Saddle River, NJ. Pearon Merrill Prentice Hall. English, L. D. (2002). Handbook of International Research in Mathematics Education, London: Lawrence Erlbaum Associates Publishers. Thompson, T. (2003). Enhancing Primary Mathematics Teaching. Maidenhead: Open University Press. Oliva, P. F. (2005). Developing The Curriculum. Newyork: Pearson Education. Hlebowitsh, P. S. (2005). Designing The School Curriculum. USA: Pearson Education. Krulick, S. , Rudnick, J. ve Milou, E. (2003). Teaching Mathematics in the Middle School, Newyork: Pearson Education. Heddens, J. W. , Speer, W. R. (2006). Today’s Mathematics: Concepts, Methods and Instructional Activities (11th Ed.), Hoboken NJ: John Wiley and Sons, Inc. Kilpatrick, J. Swafford, J. ve Findell, B. (2001), Adding It Up: Helping Children Learn Mathematics. Washington: National Academy Press. Payne, J. N. (1993). Mathematics for The Young Child. Reston, Virginia: National Council of Teachers of Mathematics. Grouws, D., A. (1992). Handbook of Research on Mathematics Teaching and Learning, New York: Macmillan Library. Sheffield, L. J. ve Cruikshank, D. E. (2000). Teaching and Learning Elementary and Middle School Mathematics. New York: John Wiley and Sons


Course Learning Outcomes

Order Course Learning Outcomes
LO01 Designs an exemplary mathematics curriculum.
LO02 Explains the processes related to the development of the mathematics course program and analyzes the current program.
LO03 Explains the development process of the mathematics curriculum in accordance with its elements.
LO04 Designs a sample mathematics curriculum at secondary school level in accordance with the elements


Relation with Program Learning Outcome

Order Type Program Learning Outcomes Level
PLO01 Bilgi - Kuramsal, Olgusal Scientific research and analysis methods in mathematics education. 3
PLO02 Bilgi - Kuramsal, Olgusal Expresses mathematics curriculum and basic principles on which it is based. 5
PLO03 Bilgi - Kuramsal, Olgusal Explain the learning theories in mathematics education. 3
PLO04 Bilgi - Kuramsal, Olgusal Describes teaching strategies, methods and techniques appropriate for undergraduate qualifications. 3
PLO05 Bilgi - Kuramsal, Olgusal Explains the interdisciplinary versions related to the field. 3
PLO06 Bilgi - Kuramsal, Olgusal Explains mathematics subject areas at the level of knowledge expertise.
PLO07 Bilgi - Kuramsal, Olgusal Knowledge of different fields with knowledge of mathematics education. 3
PLO08 Bilgi - Kuramsal, Olgusal Explain the theoretical and practical knowledge in the field of expertise. 3
PLO09 Bilgi - Kuramsal, Olgusal Criticizes guidance at primary and international level. 3
PLO10 Bilgi - Kuramsal, Olgusal Plans and conducts a scientific research.
PLO11 Bilgi - Kuramsal, Olgusal Applies teaching methods and skills in accordance with undergraduate qualifications. Personal and Professional Competencies
PLO12 Bilgi - Kuramsal, Olgusal Manages an area of ​​expertise in its field independently.
PLO13 Bilgi - Kuramsal, Olgusal Carries out teamwork or leadership in situations that require resolution of problems related to the field.
PLO14 Beceriler - Bilişsel, Uygulamalı New invisible in terms of scientific and social aspects.
PLO15 Beceriler - Bilişsel, Uygulamalı Studies in the field carry out lifelong learning.
PLO16 Beceriler - Bilişsel, Uygulamalı Follows technological developments.
PLO17 Yetkinlikler - Bağımsız Çalışabilme ve Sorumluluk Alabilme Yetkinliği Supports a scientific study conducted in the field of mathematics education with qualitative and quantitative data and presents to the experts or non-experts in written, oral and visual. 3
PLO18 Yetkinlikler - Bağımsız Çalışabilme ve Sorumluluk Alabilme Yetkinliği Effectively covers information and communication technologies. 3
PLO19 Yetkinlikler - Bağımsız Çalışabilme ve Sorumluluk Alabilme Yetkinliği Use the languages ​​of the European language portfolio to understand the information in the field and to communicate verbally and in writing.
PLO20 Yetkinlikler - Öğrenme Yetkinliği The strategy of reviewing a study or reviewing a study acts in accordance with scientific, scientific and ethical values. 3


Week Plan

Week Topic Preparation Methods
1 Introduction of course content and basic concepts General information Öğretim Yöntemleri:
Beyin Fırtınası
2 The concept of Curriculum Development Examination of studies on the subject Öğretim Yöntemleri:
Tartışma
3 The Need for Cirriculum Development Examination of studies on the subject Öğretim Yöntemleri:
Tartışma
4 Program development models and application examples Examination of studies on the subject Öğretim Yöntemleri:
Tartışma, Soru-Cevap, Beyin Fırtınası
5 Examining mathematics teaching standards in different countries Examination of studies on the subject Öğretim Yöntemleri:
Tartışma, Soru-Cevap
6 Developments effect the Mathematics Curricula (designing)) Examination of studies on the subject Öğretim Yöntemleri:
Soru-Cevap, Tartışma
7 Developments effect the Mathematics Curricula (application) Examination of studies on the subject Öğretim Yöntemleri:
Tartışma, Soru-Cevap, Beyin Fırtınası
8 Mid term exam Exam preparation Ölçme Yöntemleri:
Ödev
9 Developments effect the Mathematics Curricula (assessment and feedback) Examination of studies on the subject Öğretim Yöntemleri:
Tartışma
10 Designing an exemplary Mathematics curriculum Examination of studies on the subject Öğretim Yöntemleri:
Bireysel Çalışma
11 Designing goals and objectives for a sample grade-level mathematics course Examination of studies on the subject Öğretim Yöntemleri:
Bireysel Çalışma
12 Designing content for a sample grade-level mathematics course Examination of studies on the subject Öğretim Yöntemleri:
Bireysel Çalışma
13 Designing the measurement and evaluation dimension for a sample grade-level mathematics lesson Examination of studies on the subject Öğretim Yöntemleri:
Bireysel Çalışma
14 Sample application about mathematics: 5th or 6thGrade Examination of studies on the subject Öğretim Yöntemleri:
Soru-Cevap
15 Example application related to mathematics lesson: 7th or 8th grade Examination of studies on the subject Öğretim Yöntemleri:
Soru-Cevap
16 General evaluation Exam preparation Ölçme Yöntemleri:
Sözlü Sınav
17 Final Exam Exam preparation Ölçme Yöntemleri:
Proje / Tasarım


Student Workload - ECTS

Works Number Time (Hour) Workload (Hour)
Course Related Works
Class Time (Exam weeks are excluded) 14 3 42
Out of Class Study (Preliminary Work, Practice) 14 5 70
Assesment Related Works
Homeworks, Projects, Others 0 0 0
Mid-term Exams (Written, Oral, etc.) 1 15 15
Final Exam 1 30 30
Total Workload (Hour) 157
Total Workload / 25 (h) 6,28
ECTS 6 ECTS