| 1. Week |
Matrice and it's types |
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| 2. Week |
Some matrices types and applications |
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| 3. Week |
Operations of rows and operations of elements in matrices, the formula of a matrix reduced to rows (ecolonic), the range of a matrix, the inverse of a square matrix and applications related to the subject. |
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| 4. Week |
Determinants: Determinant of a square matrix, Laplace expansion, determinant properties |
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| 5. Week |
Sarrus rule, additive matrix, calculating the inverse of a matrix with the help of additional matrix, applications on the subject |
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| 6. Week |
Systems of Linear Equations: Solution of systems of linear equations with the help of equivalent matrices, Systems of linear homogeneous equations, application on the subject. |
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| 7. Week |
Cramer's method, solution using the inverse of the coefficients matrix, application on the subject. |
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| 8. Week |
Midterm Exam |
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| 9. Week |
Finding Eigenvalues and Eigenvectors |
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| 10. Week |
Finding Eigenvalues and Eigenvectors 2 |
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| 11. Week |
Definition of vector, sum and difference of vectors, analytical expression of vectors, scalar multiplication of vectors, properties of scalar multiplication. |
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| 13. Week |
Linear dependence and linear independence of vectors and related theorems. |
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| 14. Week |
Overview |
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