Education Information System

Course Title	Code	Semester	L+U Hour	Credits	ECTS
Mathematics	MAT1101	1. Semester	3 + 0	3.0	4.0

Prerequisite Courses

None

Language of Instruction	Turkish
Course Level	Associate
Course Type
Mode of delivery	Face to face
Course Coordinator	Prof. Dr. Haydar GÖKSU
Instructor(s)	İhsan Korhan BAŞER
Assistants
Goals	To be able to perform basic mathematical operations necessary for the profession. To be able to use the basic mathematical operations to learn in operations related to the profession.
Course Content	Numbers. Algebra. Equation and Inequalities. Functions. Trigonometry. Complex numbers, Logarithms
Learning Outcomes	- It provides students with the necessary mathematical knowledge in their field of study. - Develops students' analytical thinking power - Reaching solutions to problems encountered in daily life more easily

Week	Topics/Applications	Method
1. Week	Numbers, Natural Numbers, Counting Numbers, Even and Odd Numbers, Summations of Consecutive Natural Numbers, Arithmetic Sequence, Conception of Digits, Arithmetic of Base	Course Hours Preparation, After Class Study Practice Verbal Expression
2. Week	Factorial, Prime Numbers, Prime Factors, Rules of Divisibility, Integers, Rational Numbers	Course Hours Verbal Expression Practice Preparation, After Class Study
3. Week	Exponent and Radical Numbers	Practice Verbal Expression Course Hours Preparation, After Class Study
4. Week	Algebra Refresher, Factorization, Polynomials, Ratio and Proportion	Verbal Expression Practice Preparation, After Class Study Course Hours
5. Week	Linear Equations	Course Hours Preparation, After Class Study Verbal Expression Practice
6. Week	Quadratic Equations	Preparation, After Class Study Verbal Expression Practice Course Hours
7. Week	Inequalities, Intervals and Absolute Value	Practice Course Hours Preparation, After Class Study Visual Presentation Verbal Expression
8. Week	Linear and Quadratic Inequalities with unique unknown	Visual Presentation Preparation, After Class Study Verbal Expression Practice Course Hours
9. Week	Functions, Definition and Value Sets, Properties of Functions, Special Functions	Course Hours Preparation, After Class Study Verbal Expression Visual Presentation Practice
10. Week	Composition Functions, Inverse Functions, Graphs of Functions	Course Hours Verbal Expression Visual Presentation Practice Preparation, After Class Study
11. Week	Logarithms, Definition and Features, logarithmic equations and functions	Visual Presentation Course Hours Field Work Preparation, After Class Study Practice
12. Week	Trigonometry, Angles, Angle Units, Central Angle, Spring and Radius, Unit Circle	Course Hours Verbal Expression Visual Presentation Practice Preparation, After Class Study
13. Week	Trigonometric Functions Their Properties and Graphs, Identities	Course Hours Preparation, After Class Study Verbal Expression Practice Visual Presentation
14. Week	Geometry, Lines, Triangles and three sided shapes, circle of relations	Verbal Expression Visual Presentation Practice Course Hours Preparation, After Class Study

Program Requirements	Contribution Level	DK1	DK2	DK3	Measurement Method
PY5	5	5	5	5	-
PY6	5	5	5	5	-
PY7	4	3	5	5	-

*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	3	42
Preparation, After Class Study	1	14	14
Research	1	15	15
Other Activities	1	14	14
Midterm 1	1	1	1
Homework 1	1	15	15
Final	1	1	1
Total Workload			102
ECTS Credit of the Course			25.5 4.0