LINEAR ALGEBRA I
Course Name Code Regular Semester ECTS Credits Credits Lecture 2
Application 2
Linear Algebra I 0251021 1 6 3 Laboratory (Hour/Week) -
Course Language Turkish
Compulsory or Elective Compulsory
Equipment Board, Overhead Projector, Projector;, Notebook, CD
Instructor Department of Mathematics
Course Contents Introduction to Matrix Algebra/ Determinants/ The Rank of a Matrix and Equivalent Matrices/ Adjoint Matrix/ Inverse of a Matrix/ The Solution Methods of The Systems of Linear Equations/ Algebra of Vectors/ Linear Dependence and Linear Independence/ Subspaces, Base and Dimension
Course Objectives To found the necessary knowledge for mathematical topic in advanced level.
Course Outcomes
(The knowledge and the skills that the student will gain at the end of the course)		 To support application opportunity in a lot of field of mathematics.
Textbook Fethi Çallıalp, Nuri Kuruoğlu, “Lineer Cebir”, Publication of Univercity of 19 Mayıs; 1990.
Additional References
  1. Steven, J. Leon, “Linear Algebra with Applications”, Prentice Hall,1998
  2. Bernard Kolman, David, R, Hill, “Uygulamalı Lineer Cebir” Prof.Dr. Ömer Akın, Palme, 2002
  3. Göksel Ağargün, Hülya Özdağ, “Lineer Cebir ve Çözümlü Problemler”, 2000.
Prerequisite Courses -
Prerequisite Subjects -
Homework/Project -
Laboratory -
Computer Applications -
Additional Practices -
Course Evaluation Criteria
Number Effective Proportion %
Midterm Exams 2 60
Quiz - -
Homework - -
Term Projects - -
Term Papers - -
Laboratory - -
Other - -
Final Exam 1 40
Division of Course Credit (%) Basic Sciences - %
Basic Engineering and Departmental Core Courses - %
Departmental Core Courses 100 %
Social Sciences - %

WEEKLY COURSE PLAN
Week Subject
1 Introduction to Matrix Algebra; Some Special Matrices
2 Addition and Multiplication of Matrices and properties of them
3 Determinants ; Laplace Expansion
4 The Rank of a Matrix; Adjoint Matrix; Inverse of a Matrix
5 Linear Equations and The Solution Methods of The Systems of Linear Equations
6 Linear Equations and The Solution Methods of The Systems of Linear Equations
7 Vector Algebra
8 1st Midterm exam
9 Vector Spaces
10 Vector Spaces
11 Linear Dependence and Linear Independence
12 Subspaces
13 2nd Midterm exam
14 Base and Dimension
15 Base and Dimension

Prepared by Department of Mathematics Date 01.01.2007