TMZ101 Mathematics

5 ECTS - 3-0 Duration (T+A)- 1. Semester- 3 National Credit

Information

Unit FACULTY OF ENGINEERING
TEXTILE ENGINEERING PR.
Code TMZ101
Name Mathematics
Term 2017-2018 Academic Year
Semester 1. Semester
Duration (T+A) 3-0 (T-A) (17 Week)
ECTS 5 ECTS
National Credit 3 National Credit
Teaching Language Türkçe
Level Üniversite Dersi
Type Normal
Label C Compulsory
Mode of study Yüz Yüze Öğretim
Catalog Information Coordinator Doç. Dr. LEYLA BUGAY
Course Instructor Doç. Dr. LEYLA BUGAY (Güz) (A Group) (Ins. in Charge)


Course Goal / Objective

The aim of this course is to teach the basic mathematical theory knowledge required of the engineering profession, gain the ability to use the knowledge acquired in the required fields correctly

Course Content

Set theory, function, limit, continuity, derivatives and its applications, Maximum-minimum practices

Course Precondition

Yok

Resources

Notes

Ders Notu ve Kitaplar


Course Learning Outcomes

Order Course Learning Outcomes
LO01 Defines the concepts set and number
LO02 Defines the concept of a function and refer some special functions
LO03 Defines the limit of a function, solves the limit problems
LO04 Defines the concept of continuity of functions and uses the continuity theorems solving problems
LO05 Refers the definition of derivative and its geometrical meaning
LO06 Uses derivative theorems to solve problems in different areas
LO07 Understands the importance of the derivative solving maximum and minimum problems


Relation with Program Learning Outcome

Order Type Program Learning Outcomes Level
PLO01 - Has sufficient background in the fields of Mathematics, Science and Textile Engineering
PLO02 - Uses the knowledge obtained from the basic sciences and engineering in the field of textile engineering
PLO03 - Does process analysis, Identifies problems, interprets and evaluates data in the field of textile engineering
PLO04 - Selects and uses modern techniques and tools for engineering applications
PLO05 - Has the skills of designing experiments, data collection, cognitive analysis and interpretation of the results
PLO06 - Works effectively both individually and as a team member and takes responsibility
PLO07 - Searches literature, has access to information, uses databases and other sources of information
PLO08 - Recognizes the need of lifelong learning; follows developments in science and technology and renews self continuosly
PLO09 - Has effective oral and written communication skills.
PLO10 - Follows developments in the field in a foreign language, has good communication skills with colleagues.
PLO11 - Uses information and communication technologies and softwares at a required level
PLO12 - Defines learning requirements in scientific, social, cultural and artistic areas and improves himself/herself accordingly.
PLO13 - Has the professional and ethical responsibility.
PLO14 - Has the necessary awareness on the fields of occupational health and safety, legal side of engineering applications and environmental health.
PLO15 - Has required competence in project management, entrepreneurship and innovation.


Week Plan

Week Topic Preparation Methods
1 operations on the sets Review of the relevant pages from sources
2 number sets Review of the relevant pages from sources
3 inequalities Review of the relevant pages from sources
4 Relation and functions Review of the relevant pages from sources
5 Some special functions Review of the relevant pages from sources
6 Lmit Review of the relevant pages from sources
7 Basic limit problems Review of the relevant pages from sources
8 mid-term exam topics discussed in the lecture notes and sources again
9 Continuity Review of the relevant pages from sources
10 Derivative and its geometric meaning Review of the relevant pages from sources
11 Techniques of differentiation Review of the relevant pages from sources
12 Error calculations Review of the relevant pages from sources
13 Applications of derivative , Rolle´s and Mean value Theorems Review of the relevant pages from sources
14 Increasing and decreasing functions, maximum and minimum values ??of functions Review of the relevant pages from sources
15 The graph of a function, applications of maximum and minimum Review of the relevant pages from sources
16 Final Examination topics discussed in the lecture notes and sources again
17 Final Examination topics discussed in the lecture notes and sources again


Assessment (Exam) Methods and Criteria

Assessment Type Midterm / Year Impact End of Term / End of Year Impact
1. Midterm Exam 100 40
General Assessment
Midterm / Year Total 100 40
1. Final Exam - 60
Grand Total - 100

Update Time: 10.01.2018 01:02