Türkçe
Faculty of Education Degree Programme in Elementary Mathematics Education

Qualification Awarded

Elemantary Mathematics Teacher Undergraduate Degree

Specific Admission Requirements

Placement by the Student Selection and Placement Center (SSPC) based on the MF-1 score type taken from the Undergraduate Placement Exams (UPE).

Qualification Requirements

Recognition of Prior Learning

History

Profile of the Programme

Program Outcomes

1- Has the basic theoretical and practical teaching knowledge required by the elementary mathematics teaching.
2- Has the ability of mathematical thinking required by elementary mathematics teaching
3- Have sufficient knowledge about the nature of scientific knowledge and scientific research processes.
4- Develops concrete solutions by approaching the problems encountered in daily life from a mathematical point of view.
5- Closely monitors the innovations and developments in the personal and professional field and uses them in the learning-teaching process.
6- Uses the English language effectively to support his / her personal and professional studies.
7- Easily access the information resources needed for mathematics teaching and effectively utilize these resources to solve problems.
8- Selects or designs suitable materials for teaching mathematical concepts.
9- Has knowledge about the development and nature of mathematical knowledge.
10- Selects and uses the appropriate measurement and evaluation methods according to the objectives of the program.
11- Knows the common misconceptions encountered in mathematics learning and produces solutions for misconceptions.
12- Using the functions to create appropriate solution algorithms, encodes the algorithms in computer algebra systems and applies the algorithm.
13- Determines the students learning requirements and directs their learning.
14- Participates actively in artistic and cultural activities.
15- Teaches mathematics and plans and implements various activities inside and outside the school as individual and / or team to develop a positive attitude towards learning and mathematics.
16- Active participant in activities related to mathematics education such as exhibition, competition and festivity.
17- Follows up professional developments in at least one foreign language at the international level and shares them with their colleagues.
18- Acquires and uses the resources and applications provided by personal and IT technologies.
19- Exhibits attitudes and behaviors that are appropriate to the teaching profession and creates an example for the society with her external appearance.
20- Acts in accordance with democracy, human rights, social, scientific and professional ethical values.
21- Knows the laws, regulations and regulations related to the duties and responsibilities of the teaching profession and acts accordingly.
22- Self-evaluation by observing its own development in learning and teaching processes; apply lifelong learning skills.
23- Evaluates the acquired knowledge and skills with a critical approach.
24- Knows and applies effective educational approaches and teaching strategies for different groups in need of special education.
25- Takes part in the group works in harmony and fulfills its responsibilities.

Exam Regulations & Assesment & Grading

Graduation Requirements

Occupational Profiles of Graduates

Access to Further Studies

Mode of Study

Graduate / Full-time 1. Teaching (Normal Instruction)

Programme Director

Prof.Dr. Şendil CAN

ECTS Coordinator

Associate Prof.Dr. Osman Raşit IŞIK

Course Structure Diagram with Credits

1. Year - 1. Term
Course Unit Code Course Unit Title Course Type Theory Practice ECTS Print
ATB1803 Ataturk’s Principles and History of Turkish Revolution-I Required 2 0 3
EBB1801 Introduction to Education Required 3 0 4
ENF1803 Computer 1 Required 2 2 4
TEB1801 Turkish – I: Writing Expression Required 2 0 3
YDE1811 English I Required Elective 3 0 3
YDE1813 German I Required Elective 3 0 3
YDE1815 French I Required Elective 3 0 3
İMÖ1003 GEOMETRY Required 3 0 5
İMÖ1005 GENERAL MATHEMATICS Required 4 2 8
       
1. Year - 2. Term
Course Unit Code Course Unit Title Course Type Theory Practice ECTS Print
ATB1804 Ataturk’s Principles and History of Turkish Revolution-II Required 2 0 3
EBB1802 EDUCATIONAL PSYCHOLOGY Required 3 0 4
ENF1804 Computer II Required 2 2 4
TEB1802 Turkish II: Oral Expression Required 2 0 3
YDE1812 English II Required Elective 3 0 3
YDE1814 German II Required Elective 3 0 3
YDE1816 French II Required Elective 3 0 3
İMÖ1002 Abstract Mathematics Required 3 0 7
İMÖ1008 ANALYTICAL GEOMETRY Required 3 0 6
       
2. Year - 1. Term
Course Unit Code Course Unit Title Course Type Theory Practice ECTS Print
EBB2801 Teaching Principles and Methods Required 3 0 4
YDE2811 English III Required Elective 3 0 3
YDE2813 German III Required Elective 3 0 3
YDE2815 French III Required Elective 3 0 3
İFÖ2809 Physics I Required 4 0 5
İMÖ 2501 Contemporary Approaches to Mathematics Education Elective 2 0 4
İMÖ 2507 Scientific Programing Elective 2 0 4
İMÖ2001 Analysis I Required 4 2 7
İMÖ2003 Linear Algebra I Required 3 0 4
İMÖ2005 Scientific Research Methods Required 2 0 3
       
2. Year - 2. Term
Course Unit Code Course Unit Title Course Type Theory Practice ECTS Print
TEB2902 Rhetoric Elective 3 0 4
YDE2812 English IV Required Elective 3 0 3
YDE2814 German IV Required Elective 3 0 3
YDE2816 French IV Required Elective 3 0 3
İFÖ2904 Science in Mathematics Education Elective 3 0 4
İFÖ2910 Physics II Required 4 0 5
İMÖ2002 Analysis II Required 4 2 8
İMÖ2004 Linear Algebra II Required 3 0 5
İMÖ2006 ALGEBRAIC CONCEPTS AND TEACHING APPROACHES Required 2 0 5
İMÖ2502 Foundational mathematics concepts and processes Elective 3 0 4
İMÖ2504 Metric Spaces Elective 3 0 4
İMÖ2506 Creative Drama in Education Elective 3 0 4
       
3. Year - 1. Term
Course Unit Code Course Unit Title Course Type Theory Practice ECTS Print
İMÖ3001 Analysis III Required 3 0 5
İMÖ3005 Statistics and Probability Required 2 2 5
İMÖ3011 Methods of Teaching Mathematics I Required 2 2 7
İMÖ3013 GEOMETRY AND MEASUREMENT TEACHING Required 3 0 5
İMÖ3015 COMPONENT NUMBER THEORY Required 3 0 4
İMÖ3501 Teaching Computational and Measurement Estimation Elective 2 0 4
İMÖ3503 General Topology Elective 2 0 4
İMÖ3505 Statistical Analysis Programs Elective 2 0 4
İMÖ3507 MATHEMATICS TEACHING WITH DRAMA METHOD Elective 2 0 4
       
3. Year - 2. Term
Course Unit Code Course Unit Title Course Type Theory Practice ECTS Print
EBB3804 Measurement and Assessment in Education Required 3 0 5
EBB3806 TEACHING TECHNOLOGIES AND MATERIAL DESIGN Required 2 2 5
SBÖ3804 Community Service Practices Required 1 2 4
İMÖ3002 Differential Equations Required 4 0 4
İMÖ3006 Using Technology in Teaching Mathematics Required 2 2 4
İMÖ3008 Methods of Teaching Mathematics II Required 2 2 5
İMÖ3010 INTRODUCTION TO ALGEBRA Required 3 0 3
       
4. Year - 1. Term
Course Unit Code Course Unit Title Course Type Theory Practice ECTS Print
EBB4801 Classroom Management Required 2 0 3
EBB4803 School Experience Required 1 4 7
EBB4805 Guidance Required 3 0 4
EBB4811 Special Education Required 2 0 3
SBÖ4801 HISTORY OF TURKISH EDUCATION Required 2 0 3
İMÖ4003 Item Writing for Mathematics Teachers Required 2 0 4
İMÖ4501 Mathematical modelling Elective 3 0 6
İMÖ4503 Real Analysis Elective 3 0 6
İMÖ4505 Pscyhology of Mathematics Education Elective 3 0 6
İMÖ4507 Special Study Elective 0 3 6
İMÖ4509 MATHEMATICS AND INFINITY Elective 3 0 6
       
4. Year - 2. Term
Course Unit Code Course Unit Title Course Type Theory Practice ECTS Print
EBB4804 Teaching Practice Required 2 6 7
EBB4806 Turkish Education System and School Management Required 2 0 3
EBB4922 Curriculum Development in Mathematics Education Elective 3 0 7
İFÖ4906 Basic Scientific Concept and Process Elective 3 0 7
İMÖ4002 Philosophies of Mathematics Required 2 0 6
İMÖ4502 Mathematics and Art Elective 3 0 7
İMÖ4504 Functional Analysis Elective 3 0 7
İMÖ4506 MATHEMATICS AND LIFE Elective 3 0 7
İMÖ4508 History of Mathematics Elective 3 0 7
İMÖ4510 Games with Mathematics Elective 3 0 7
İMÖ4512 Affective Factors in Mathematics Education Elective 3 0 7
       
 

Evaluation Questionnaires

Course & Program Outcomes Matrix

0 - Etkisi Yok, 1 - En Düşük, 2 - Düşük, 3 - Orta, 4 - Yüksek, 5 - En Yüksek

1. Year - 1. Term
Ders AdıPy1Py2Py3Py4Py5Py6Py7Py8Py9Py10Py11Py12Py13Py14Py15Py16Py17Py18Py19Py20Py21Py22Py23Py24Py25
Ataturk’s Principles and History of Turkish Revolution-I222235222443311          
Introduction to Education432222253225212          
Computer 1422222243222325          
Turkish – I: Writing Expression                         
English I333333333333352          
German I433332243 14252          
French I333333333333351          
GEOMETRY                         
GENERAL MATHEMATICS                         
                          
1. Year - 2. Term
Ders AdıPy1Py2Py3Py4Py5Py6Py7Py8Py9Py10Py11Py12Py13Py14Py15Py16Py17Py18Py19Py20Py21Py22Py23Py24Py25
Ataturk’s Principles and History of Turkish Revolution-II422222253224222          
EDUCATIONAL PSYCHOLOGY522222244422222          
Computer II422222242224225          
Turkish II: Oral Expression                         
English II523342245342352          
German II333333343334352          
French II514454144524352          
Abstract Mathematics353311333442111111111 511
ANALYTICAL GEOMETRY3445111342333133111111511
                          
2. Year - 1. Term
Ders AdıPy1Py2Py3Py4Py5Py6Py7Py8Py9Py10Py11Py12Py13Py14Py15Py16Py17Py18Py19Py20Py21Py22Py23Py24Py25
Teaching Principles and Methods522222154443222          
English III422222144422252          
German III422222244422252          
French III422222244422252          
Physics I222222223332322          
Contemporary Approaches to Mathematics Education                         
Scientific Programing333333324252424          
Analysis I353353324222422          
Linear Algebra I353353324222422          
Scientific Research Methods 3355414443313232132433422
                          
2. Year - 2. Term
Ders AdıPy1Py2Py3Py4Py5Py6Py7Py8Py9Py10Py11Py12Py13Py14Py15Py16Py17Py18Py19Py20Py21Py22Py23Py24Py25
Rhetoric32332 325222522          
English IV422222244442252          
German IV422222244432252          
French IV522222244442252          
Science in Mathematics Education232232223333322          
Physics II222222224332422          
Analysis II3544324442323133121111411
Linear Algebra II4535431151221111411112511
ALGEBRAIC CONCEPTS AND TEACHING APPROACHES5555515554424343155555535
Foundational mathematics concepts and processes4423311131212121111111112
Metric Spaces353353324222422          
Creative Drama in Education2333312222112422114 33335
                          
3. Year - 1. Term
Ders AdıPy1Py2Py3Py4Py5Py6Py7Py8Py9Py10Py11Py12Py13Py14Py15Py16Py17Py18Py19Py20Py21Py22Py23Py24Py25
Analysis III351151224334544          
Statistics and Probability 2524511245345442252222415
Methods of Teaching Mathematics I                         
GEOMETRY AND MEASUREMENT TEACHING                         
COMPONENT NUMBER THEORY                         
Teaching Computational and Measurement Estimation                          
General Topology                         
Statistical Analysis Programs                         
MATHEMATICS TEACHING WITH DRAMA METHOD5555534555535353134444445
                          
3. Year - 2. Term
Ders AdıPy1Py2Py3Py4Py5Py6Py7Py8Py9Py10Py11Py12Py13Py14Py15Py16Py17Py18Py19Py20Py21Py22Py23Py24Py25
Measurement and Assessment in Education1141311115313121112113111
TEACHING TECHNOLOGIES AND MATERIAL DESIGN223355244544311          
Community Service Practices                         
Differential Equations2334311141332111111113411
Using Technology in Teaching Mathematics 5545524445444151253324444
Methods of Teaching Mathematics II5545524555415455255555445
INTRODUCTION TO ALGEBRA4535431151221111411112511
                          
4. Year - 1. Term
Ders AdıPy1Py2Py3Py4Py5Py6Py7Py8Py9Py10Py11Py12Py13Py14Py15Py16Py17Py18Py19Py20Py21Py22Py23Py24Py25
Classroom Management                         
School Experience                         
Guidance                         
Special Education                         
HISTORY OF TURKISH EDUCATION1141521112113511242555535
Item Writing for Mathematics Teachers5445434545433244154222415
Mathematical modelling                         
Real Analysis                         
Pscyhology of Mathematics Education                         
Special Study                         
MATHEMATICS AND INFINITY                         
                          
4. Year - 2. Term
Ders AdıPy1Py2Py3Py4Py5Py6Py7Py8Py9Py10Py11Py12Py13Py14Py15Py16Py17Py18Py19Py20Py21Py22Py23Py24Py25
Teaching Practice5555535555535555355555555
Turkish Education System and School Management                         
Curriculum Development in Mathematics Education4434445444444223434545443
Basic Scientific Concept and Process 4444544454443333333333334
Philosophies of Mathematics3344413251223121121223523
Mathematics and Art 3212311141111514111111111
Functional Analysis                         
MATHEMATICS AND LIFE                         
History of Mathematics                         
Games with Mathematics 2534225521312555332113225
Affective Factors in Mathematics Education                         
                          
 

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