Education Information System

Course Title	Code	Semester	L+U Hour	Credits	ECTS
Vocational Mathematics	MAT1102	2. Semester	2 + 0	2.0	2.0

Prerequisites

None

Language of Instruction	Turkish
Course Level	Associate
Course Type
Mode of delivery	Face to face
Course Coordinator	Lect. Kudbeddin ARGUN
Instructor(s)	Kudbeddin ARGUN
Assistants
Goals	The student, for the profession to gain the necessary competence to apply mathematical knowledge and skills to work
Course Content	Complex numbers, exponential functions, logarithmic functions, derivatives and integrals
Learning Outcomes	- Applications related to complex numbers to make profession - Applications related to their profession to exponential functions and logarithms - Applications related to their profession to make derivative - Related applications with the relevant skills integral to the profession

Week	Topics	Learning Methods
1. Week	Definition of complex numbers, vector representation	Preparation, After Class Study Verbal Expression Course Hours
2. Week	Cartesian Complex Numbers operation in the form of four	Course Hours Verbal Expression Preparation, After Class Study
3. Week	Conversions of complex numbers in polar and Cartesian	Preparation, After Class Study Visual Presentation Course Hours
4. Week	Complex Numbers in polar form, the four process	Preparation, After Class Study Visual Presentation Course Hours
5. Week	Use of professional field of complex numbers	Preparation, After Class Study Course Hours Verbal Expression
6. Week	Properties of exponential functions and operations	Course Hours Preparation, After Class Study Verbal Expression
7. Week	Logarithm Definition and methods of Logarithm function	Preparation, After Class Study Course Hours Verbal Expression
8. Week	Logarithm applications	Course Hours Verbal Expression Preparation, After Class Study
9. Week	The definition of derivative and derivative methods	Verbal Expression Preparation, After Class Study Course Hours
10. Week	Functions on the implementation of the derivative	Preparation, After Class Study Course Hours Visual Presentation
11. Week	Use in a professional of derivative	Visual Presentation Preparation, After Class Study Course Hours
12. Week	Integrals and methods of integral	Verbal Expression Preparation, After Class Study Course Hours
13. Week	Functions on the implementation of the integral	Preparation, After Class Study Visual Presentation Course Hours
14. Week	Use in a professional of derivative	Preparation, After Class Study Verbal Expression Course Hours

T.C. MEB, Mesleki Eğitim ve Öğretim Sisteminin Güçlendirilmesi Projesi, Ders Notları

Temel Matematik Hidayet Sulak Nobel Yayın dağıtım

Program Requirements	Contribution Level	DK1	DK2	DK3	DK4	Measurement Method
PY2	5	5	5	5	5	40,60

*DK = Course's Contrubution.

	0	1	2	3	4	5
Course's Level of contribution	None	Very Low	Low	Fair	High	Very High
Method of assessment/evaluation		Written exam	Oral Exams	Assignment/Project	Laboratory work	Presentation/Seminar

Event	Quantity	Duration (Hour)	Total Workload (Hour)
Course Hours	14	2	28
Preparation, After Class Study	1	20	20
Other Activities	1	1	1
Midterm 1	1	1	1
Final	1	1	1
Total Workload			51
ECTS Credit of the Course			25.5 2.0