FACULTY OF ARCHITECTURE
CITY AND REGIONAL PLANNING
Course Name   Mathematics
Semester Course Code Theoretical / Practice time ECTS
1 3503153 2 / 0 2
Course Degree Bachelor's degree
Course Language Turkish
Format of Delivery: Face to Face
Course Coordinator Dr. Öğr. Ü. Derya Atıntan
Coordinator e-mail altintan selcuk.edu.tr
Instructors
Dr. Öğr. Ü. Derya Altıntan
Asistant Instructors
Course Objectives It is to give sufficient mathematics knowledge to solve architecturing problems to students and also to improve the ability of finding solution to problems and analytical thinking.
Basic Sciences Engineering Scinces Social Sciences Educational Sciences Artistic sciences Medical Science Agricultural sciences
100 0 0 0 0 0 0
Course Learning Methods and Techniquies
The mode of delivery of this course is face to face
Week Course Content Resource
1 Functions G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
2 Trigonometric functions G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
3 Limits G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
4 Limits and continuity G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
5 Limits G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
6 Derivatives G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
7 Derivatives G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
8 Derivatives G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
9 Linearization and differentials G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
10 Midterm exam
11 Applications of derivatives G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
12 Applications of derivatives G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
13 Sketche graphs of functions G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
14 Applied optimization problems G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
15 Definite and Indefinite Integrals G. B. Thomas, M. D. Weir ve J. R. Hass, Thomas Kalkülüs, 1.Cilt, 12.Baskıdan Çeviri, 1.Baskı, Pearson yay., Ankara, 2011.
16 Final exam
Assesment Criteria   Mid-term exam Final exam
  Quantity Percentage Quantity Percentage  
Term Studies : - - - -
Attendance / Participation : - - - -
Practical Exam : - - - -
Special Course Exam : - - - -
Quiz : - - - -
Homework : - - - -
Presentations and Seminars : - - - -
Projects : - - - -
Workshop / Laboratory Applications : - - - -
Case studies : - - - -
Field Studies : - - - -
Clinical Studies : - - - -
Other Studies : - - - -
Mid-term exam   1 40 - -
Final exam   - - 1 60
ECTS WORK LOAD TABLE   Number Duration
Course Duration : 14 2
Classroom Work Time : 7 1
Presentations and Seminars : 0 0
Course Internship : 0 0
Workshop / Laboratory Applications : 0 0
Field Studies : 0 0
Case studies : 0 0
Projects : 0 0
Homework : 0 0
Quiz : 0 0
Mid-term exam : 1 10
Final Exam : 1 15
ECTS 2
No COURSE LEARNING OUTCOMES CONTRIBUTION
D.Ö.Ç. 1 Knows basic properties of functions 4
D.Ö.Ç. 2 Calculates limits of functions using the limit laws. Determines whether a function is continuous or not. 3
D.Ö.Ç. 3 Knows the concept of derivative. Learns the rules of calculating derivative. Calculates derivative of functions. 4
D.Ö.Ç. 4 Calculates limits of Indeterminate form. 3
D.Ö.Ç. 5 Sketches graphs of functions. 4
D.Ö.Ç. 6 Learns indefinite integral and techniques of integration. Knows applications of definite integral. 4
* 1: Zayıf - 2: Orta - 3: İyi - 4: Çok İyi
COURSE LEARNING OUTCOMES AND PROGRAM OUTCOMES AND RELATIONSHIPS MATRIX

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