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COURSE UNIT TITLECOURSE UNIT CODESEMESTERTHEORY + PRACTICE (Hour)ECTS
DEVELOPING MATHEMATICS CURRICULUM PROGRAM MTE730 - 3 + 0 10

TYPE OF COURSE UNITElective Course
LEVEL OF COURSE UNITDoctorate Of Science
YEAR OF STUDY-
SEMESTER-
NUMBER OF ECTS CREDITS ALLOCATED10
NAME OF LECTURER(S)-
LEARNING OUTCOMES OF THE COURSE UNIT At the end of this course, the students;
1) Learn the Classification of Curriculum Focus, Basic Learning, Knowledge, Skills and Attitudes.
2) Mathematical Process Skills and Nature of Mathematics
3) Give examples of the Design and Construction of the Curriculum Program.
4) Explain the systems of comparison of the Mathematics Curriculum Program with Other Programs.
MODE OF DELIVERYFace to face
PRE-REQUISITES OF THE COURSENo
RECOMMENDED OPTIONAL PROGRAMME COMPONENTNone
COURSE DEFINITIONConceptual framework for 5-8 Mathematics; Mathematical Processes Skill; Natures of Mathematics; Contexts for Learning and Teaching; Inquire-Based Learning and Project based Learning; Assessment and Evaluation; Structure and Design of the Curriculum Guide; Comparing the Mathematics Curriculum Program with the Others.
COURSE CONTENTS
WEEKTOPICS
1st Week Curriculum Focus
2nd Week Classification of Basic Learning, Knowledge, Skills and Attitudes
3rd Week Linking Curriculum with Other Learning Areas
4th Week Linking Curriculum with Other Learning Areas
5th Week Conceptual Structure of Class Mathematics
6th Week Mathematical Process Skills
7th Week The Nature of Mathematics
8th Week Learning and Teaching Contents
9th Week Inquiry Learning and Project Based Learning
10th Week Inquiry Learning and Project Based Learning
11th Week Assessment and evaluation
12th Week Design and Structure of Curriculum Programs
13th Week Comparison of Mathematics Curriculum with Other Programs
14th Week Comparison of Mathematics Curriculum with Other Programs
15th Week
RECOMENDED OR REQUIRED READING1) Böke, C.H. (2002). Primary mathematics programs in Turkey and the UK
Comparison. Hacettepe University, Institute of Social Sciences. Unpublished High
License thesis.
2) California Common Core State Standards; Mathematics (2013).
"Common Core State Standards Initiative". (CCSS). 2013. [Online]:
Http://www.corestandards.org/
3) Common Core State Standards in Mathematics (CCSSM) (2010). [Online]:
Http://www.corestandards.org/assets/CCSSI_Math%20Standards.pdf
4) Shepherd, A. (2011). England and Turkey in the United States primary education
Comparison of mathematics programs, Celal Bayar University, Social Sciences
Institute, Unpublished Master Thesis.
5) Demirel, Ö. (2000). Comparative Education, Ankara: Pegem Publications.
6) Emotion, N. (2013). Examination of primary education mathematics curriculum:
An international difference, Gaziosmanpaşa University, Institute of Educational Sciences,
Unpublished Master Thesis.
7) Eurybase Information Database Training System Training Systems in Europe
System in England.
Web: http: //eacea.ec.europa.eu/education/eurydice/documents/eurybase/eurybase_full_reports/
UN_EN.pdf
8) INCA Summary Profile - Education in England (2006, Tem 10). International Review
Curriculum and Assessment Frameworks (INCA). Web: http://www.inca.org.uk/englandsystem-
Mainstream.html
9) Kaytan, E. (2007). Turkey, Singapore and England Primary Mathematics Teaching
Hacettepe University Social Sciences Institute,
Unpublished Master Thesis.
10) Mathematics: National Curriculum for England: Basic Stages 1-4 (1999).
Qualifications and Curriculum Authority.Web: http://www.nc.uk.net
Primary Mathematics Curriculum. (2007). Curriculum Planning and Development Department
Ministry of Education. Singapore.
11) Ministry of National Education (2013). Middle School Mathematics Teaching Program. Ministry of Education Board of Education
Presidency.25
12) Ministry of National Education (2009). Mathematics 6-8. Classroom Curriculum. Ministry of Education Board of Education
Presidency
13) Ministry of Education, Ministry of Education (MOE), (2012). Education in Singapore. [Online]:
Http://www.moe.gov.sg/about/files/moe-corporate-brochure.pdf
Nebraska Mathematics Standards (2010).
Www.education.ne.gov.
14) Özkan, A.E. (2006). Turkey, Belgium (Flemish) and Singapore Mathematics Teaching
A Comparative Study on the. Master Thesis. Hacettepe
University, Institute of Social Sciences, Ankara.
15) Singapore Inspection and Evaluation Board. (2007). Web: http: //www.seab.gov.sg
Http://www.homestaysingapore.com/en/study_singapore/education_system.htm
16) Review and Evaluation Report of New Teaching Programs (2005).
Http://www.erg.sabanciuniv.edu/
PLANNED LEARNING ACTIVITIES AND TEACHING METHODSLecture,Practice,Other
ASSESSMENT METHODS AND CRITERIA
 QuantityPercentage(%)
Total(%)0
Contribution of In-term Studies to Overall Grade(%)0
Contribution of Final Examination to Overall Grade(%)100
Total(%)100
ECTS WORKLOAD
Activities Number Hours Workload
Midterm exam
Preparation for Quiz
Individual or group work1410140
Preparation for Final exam
Course hours14342
Preparation for Midterm exam
Laboratory (including preparation)
Final exam
Homework22040
Term Project Research16060
Weekly Articles and Resource Research10220
Total Workload302
Total Workload / 3010,06
ECTS Credits of the Course10
LANGUAGE OF INSTRUCTIONTurkish
WORK PLACEMENT(S)No
  

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