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Course Unit Title Course Unit Code Type of Course Unit Level of Course Unit Year of Study Semester ECTS Credits
Mathematics II OMP119 Compulsory Associate degree 1 Spring 4

Name of Lecturer(s)

Prof. Dr. Ali ÇINAR
Associate Prof. Dr. Murat AYAZ
Associate Prof. Dr. Sezgin BÜYÜKKÜTÜK
Associate Prof. Dr. Hacer GÜMÜŞ
Associate Prof. Dr. Ersoy KELEBEKLER
Associate Prof. Dr. Mustafa ÖZCAN
Associate Prof. Dr. Aysen ŞİMŞEK KANDEMİR
Assistant Prof. Dr. Hale BÜTÜN BAYRAM
Assistant Prof. Dr. Dilek Özlem ESEN
Assistant Prof. Dr. Kadriye ESEN ERDEN
Assistant Prof. Dr. SERVET GÜLMEZ
Lecturer Pınar ADALI
Lecturer Ferit ARTKIN
Lecturer Ahmet Sefa ATALAY
Lecturer Ece SİMOOĞLU SARI
Lecturer Cengiz SOYKAN
Lecturer Erdem YEĞİN
Research Assistant Gizem KÖROĞLU
Lecturer Dr. Ali İhsan ENGÜR
Lecturer Dr. Arzu KEVEN
Lecturer Dr. Barış ÖNEN

Learning Outcomes of the Course Unit

1) Solving three linear equations in two unknowns by the method of disposal systems and graphically representing the solution, defining the slope of a line.
2) Defining the concept of the matrix and comprehending matrix types scuh as; square matrix, unit matrix, such as the zero matrix.
3) Performing matrix addition, subtraction and multiplication calculations.
4) Analyzing the behaviour of a function near a point.
5) Finding a limit at a point with values from right and left.
6) Comparing limit of a funciton at a point and the value of of the function at that point.
7) Practising the rules of taking the limit.
8) Learning definition and the rules of of derivative and such as; knowing and applying the derivatives of the functions such as xn, sinx, cosx, lnx, ex .
9) Concluding that derivation means velocity physicallyand slope geometrically ,solving problems related to velocity and acceleration.
10) Performing derivations of functions in the form of summation, multiplication and division.
11) Finding the equation of the slope of in line tangent to the graph at any point
12) Comprehending that Integral calculus is the opposite of differential and distinguishing the general rules for the calculation of indefinite integral.
13) Learning variable displacement and partial integration method in the the integral and calculating rational integrals and simple fractions using the method.
14) Comprehending the basics of statistics.

Program Competencies-Learning Outcomes Relation

  Program Competencies
1 2 3 4 5 6 7 8
Learning Outcomes
1 Middle Middle Middle Middle Middle Middle Middle Middle
2 Middle Middle Middle Middle Middle Middle Middle Middle
3 Middle Middle Middle Middle Middle Middle Middle Middle
4 Middle Middle Middle Middle Middle Middle Middle Middle
5 No relation No relation No relation No relation No relation No relation No relation No relation
6 Middle Middle Middle Middle Middle Middle Middle Middle
7 Middle Middle Middle Middle Middle Middle Middle Middle
8 Middle Middle Middle Middle Middle Middle Middle Middle
9 Middle Middle Middle Middle Middle Middle Middle Middle
10 Middle Middle Middle Middle Middle Middle Middle Middle
11 Middle Middle Middle Middle Middle Middle Middle Middle
12 Middle Middle Middle Middle Middle Middle Middle Middle
13 Middle Middle Middle Middle Middle Middle Middle Middle
14 Middle Middle Middle Middle Middle Middle Middle Middle

Mode of Delivery

Face to Face

Prerequisites and Co-Requisites

None

Recommended Optional Programme Components

none

Course Contents

This course covers systems of linear equations and matrices, limits and continuity, derivative and applications, integration and applications, differential equations, statistics

Weekly Schedule

1) Linear Equation Systems and Matrices.
2) Linear Equation Systems and Matrices.
3) Limit and Continuity.
4) Limit and Continuity.
5) Derivative and Applications
6) Derivative and Applications
7) Derivative and Applications
8) Midterm examination/Assessment
9) Integral and Applications
10) Integral and Applications
11) Practices
12) Practices
13) Statistics
14) Statistics
15) Revision
16) Final examination

Recommended or Required Reading

1- Meslek Yüksekokulları İçin Genel Matematik, Veysel ATASOY

Planned Learning Activities and Teaching Methods

1) Lecture
2) Question-Answer
3) Drill and Practice
4) Lab / Workshop
5) Project Based Learning


Assessment Methods and Criteria

Contribution of Midterm Examination to Course Grade

30%

Contribution of Final Examination to Course Grade

70%

Total

100%

Language of Instruction

Turkish

Work Placement(s)

Not Required