Course Title : Linear Algebra
Code Course
Type
Regular
Semester
Lecture
(hours/week)
Seminar
(hours/week)
Lab
(hours/week)
Credits ECTS
CMP 112-1 A -1 3 1 0 3.50 5
Lecturer and Office Hours
Teaching Assistant and Office Hours
Language
Course Level
Description Students in this course will learn methods of solving systems of linear equations.
Objectives At the end of this course studentet will be able to learn simple systems of linear equations and apply the knowledge at siuations related to their profession.
Course Outline
WeekTopics
1Syllabus explanation and course regulation
2Introduction to systems of linear equations
3Gaussian elimination and Gauss-Jordan elimination
4Applications of systems of linear equations
5Operations with matrices
6Properties of matrix operations
7The inverse of a matrix
8Midterm test
9Elementary matrices
10Applications of matrix operations
11The determinant of a matrix
12Evaluation of a determinant using elementary operations
13Properties of dterminant
14Introducing to Eigenvalues
15Review
16Final Exam
Prerequisites
Textbook
Other References
Laboratory Work
Computer Usage
Other
Learning Outcomes and Competences
1Students will be able to mathematically model professional situations that result in systems of linear equations
Course Evaluation Methods
In-term studies Quantity Percentage
Midterms130
Quizzes00
Projects00
Term Projects00
Laboratory00
Attendance120
Contribution of in-term studies to overall grade50
Contribution of final examination to overall grade50
Total100
ECTS (Allocated Based on Student) Workload
Activities Quantity Duration
(hours)
Total Workload
(hours)
Course Duration (Including the exam week : 16 x Total course hours) 16464
Hours for off-the-classroom study (Pre-study, practice) 14114
Assignments 000
Midterms 122
Final examination 155
Other 9436
Total Work Load 121
Total Work Load / 25 (hours) 4.84
ECTS 5

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