Learning Outcomes |
PO |
MME |
The students who succeeded in this course: |
|
|
LO-1 |
can explain about vectors and operation done by vectors |
PO-1 Student, mathematics, physics, chemistry and basic engineering knowledge, has the sufficient information for use in the field of Mechanical Engineering.
PO-6 Then, in the field of Machnical engineering uses existing methods and devices according to the standards, test design, test makes, collects data, analyzes and reviews the results.
|
Examination |
LO-2 |
can define vector space |
PO-1 Student, mathematics, physics, chemistry and basic engineering knowledge, has the sufficient information for use in the field of Mechanical Engineering.
PO-7 Student, mathematics, physics, chemistry and theoretical and practical knowledge in the field of Machnical Engineering is able to use for engineering solutions.
|
Examination |
LO-3 |
can explain the application areas matrices and determinants. |
PO-1 Student, mathematics, physics, chemistry and basic engineering knowledge, has the sufficient information for use in the field of Mechanical Engineering.
PO-7 Student, mathematics, physics, chemistry and theoretical and practical knowledge in the field of Machnical Engineering is able to use for engineering solutions.
|
Examination |
LO-4 |
can solve systems of linear equations. |
PO-1 Student, mathematics, physics, chemistry and basic engineering knowledge, has the sufficient information for use in the field of Mechanical Engineering.
PO-7 Student, mathematics, physics, chemistry and theoretical and practical knowledge in the field of Machnical Engineering is able to use for engineering solutions.
|
Examination |
PO: Programme Outcomes MME:Method of measurement & Evaluation |
Course Contents |
Vectors, the operations performed by vectors, Vector multiplication, inner product, Matrices, matrix operations, Special Matrices, Elementary operations and applications, Inverse matrix and to find the inverse of the matrix, Matrix Algebra, Determinants, High-dimensional determinants, Systems of linear equations, Homogeneous systems of linear equations, Non-homogeneous systems of linear equations, To Solve systems of equations, Cramer Method, Gauss Elimination Method |
Weekly Course Content |
Week |
Subject |
Learning Activities and Teaching Methods |
1 |
Vectors, the operations performed by vectors. |
Presentation, answer-question, solution of problems methods |
2 |
Vector multiplication, inner product. |
Presentation, answer-question, solution of problems methods |
3 |
Matrices, matrix operations, Special Matrices |
Presentation, answer-question, solution of problems methods |
4 |
Elementary operations and applications |
Presentation, answer-question, solution of problems methods |
5 |
Inverse matrix and to find the inverse of the matrix |
Presentation, answer-question, solution of problems methods |
6 |
Matrix Algebra |
Presentation, answer-question, solution of problems methods |
7 |
Determinants |
Presentation, answer-question, solution of problems methods |
8 |
mid-term exam |
|
9 |
High-dimensional determinants |
Presentation, answer-question, solution of problems methods |
10 |
Systems of linear equations |
Presentation, answer-question, solution of problems methods |
11 |
Homogeneous systems of linear equations |
Presentation, answer-question, solution of problems methods |
12 |
Non-homogeneous systems of linear equations |
Presentation, answer-question, solution of problems methods |
13 |
To Solve systems of equations |
Presentation, answer-question, solution of problems methods |
14 |
Cramer Method |
Presentation, answer-question, solution of problems methods |
15 |
Gauss Elimination Method |
Presentation, answer-question, solution of problems methods |
16 |
final exam |
|
Recommend Course Book / Supplementary Book/Reading |
1 |
F.Başar, Lineer Cebir, Sürat Üniversite Yayınları, 2012 .H.H.Hacısalihoğlu, Lineer Cebir, Gazi Üniversitesi Yayınları,2002. |
Required Course instruments and materials |
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