Ders Planı

Lesson Information

Course Credit	3.0
Course ECTS Credit	3.0
Teaching Language of Instruction	Türkçe
Level of Course	Associate's Degree, TYYÇ: Level 5, EQF-LLL: Level 5, QF-EHEA: Short Cycle
Type of Course	Compulsory
Mode of Delivery	Face-to-face
Does the course require compulsory or optional work experience?	Z
Course Coordinator	Assist. Prof. Dr. SEÇİL İÇİUYAN
Instructor (s)	Assist. Prof. Dr. SEÇİL İÇİUYAN
Course Assistant

Purpose and Content

The aim of the course	Basic concepts of mathematics, the concepts of one-variable functions, limits, continuity, derivatives and their applications, get fuzzy integrals, integral theorems concerning specific integrals, properties, methods, and understanding in solving certain integrals electric signs uygulanışının (area, volume, arc length, surface area account) being used in the solution of electric circuit of the matrix the matrix concepts, learning, complex numbers, and the realization of the four operation, angular measurements of electrical wiring problems differentiating math learning, understanding of the solution methods
Course Content	Preliminaries, Functions, Trigonometry, Limits and Continuity, Derivative and Applications, Integration and Applications, Applications of Definite Integral, Complex Numbers, Matrices, Analytic Geometry and Trigonometry

The aim of the course

Basic concepts of mathematics, the concepts of one-variable functions, limits, continuity, derivatives and their applications, get fuzzy integrals, integral theorems concerning specific integrals, properties, methods, and understanding in solving certain integrals electric signs uygulanışının (area, volume, arc length, surface area account) being used in the solution of electric circuit of the matrix the matrix concepts, learning, complex numbers, and the realization of the four operation, angular measurements of electrical wiring problems differentiating math learning, understanding of the solution methods

Course Content

Preliminaries, Functions, Trigonometry, Limits and Continuity, Derivative and Applications, Integration and Applications, Applications of Definite Integral, Complex Numbers, Matrices, Analytic Geometry and Trigonometry

Learning Outcomes

Has basic, current and practical knowledge about his/her profession,
Have knowledge about occupational health and safety, environmental awareness and quality processes.
Explains the fundamentals of electronic circuits, performs mathematical calculations and necessary measurements.
Define and apply digital and analog electronic techniques.
Designs microcontroller systems and develops programs and applications.
Troubleshoots and fixes malfunctions that may occur in electronic devices.
Follows current developments and practices for his/her profession and uses them effectively.
Uses professional-related information technologies (software, programs, animations, etc.) effectively.
Has the ability to independently evaluate professional problems and issues with an analytical and critical approach and to propose solutions.
Can effectively present thoughts through written and oral communication at the level of knowledge and skills and express them in an understandable manner.
Takes responsibility as a team member to solve unforeseen and complex problems encountered in applications related to his/her field.
Has awareness of career management and lifelong learning.
Has social, scientific, cultural and ethical values in the stages of collecting data related to its field, applying it and announcing the results.
Keeps up with information in his/her field and communicates with colleagues using a foreign language.

Weekly Course Subjects

1	FUNCTIONS, Function Definition Definition, Value and Range Set Piecewise Function Absolute Value Function
2	FUNCTIONS, Operations on Functions Function Types (Unit, Constant, One-to-One, Onto, Into) Function Graphs
3	COMPLEX NUMBERS, Definition of Complex Number Powers of Number i Equality of Two Complex Numbers
4	COMPLEX NUMBERS, Complex Plane Conjugate of a Complex Number Absolute Value of a Complex Number Four Operations on Complex Numbers
5	Trigonometry, Trigonometric Ratios of Acute Angles sin, cos, cot, tan Functions and Properties
6	Trigonometry, Function Distributions on the Unit Circl
7	Definition of Limit and Continuity Right and Left Limit Concepts L'Hospital Rule
8	Limits of Polynomial Functions Limit Graphs
9	MIDTERM EXAM
10	DERIVATIVE, Definition and Properties of Derivative
11	DERIVATIVE, Derivative of Trigonometric Functions Derivative of Exponential Functions Applications of Derivative
12	INTEGRAL, Integral Definition and Properties Definite Integral, Indefinite Integral Calculation Part Integration and Variable Change No Loaded Files
13	INTEGRAL, Integral of Trigonometric Functions Integral of Exponential Functions Integral Applications No Loaded Files
14	INTEGRAL, Area volume calculations

Resources

1-Lecture Notes

CLASS 1

CLASS 2

CLASS 3

CLASS 4

Lesson Information

Purpose and Content

Learning Outcomes

Weekly Course Subjects

Resources