| 1 | Determinants | |
| 2 | Properties of determinant functions | |
| 3 | Determinants of some special matrices | |
| 4 | Cramer methods in solving of linear equation systems | |
| 5 | Characteristic equation and polynomial of a matrix | |
| 6 | Characteristic equation and polynomial of a linear transformation | |
| 7 | Eigenvalues and Eigenvectors | |
| 8 | Midterm Exam | |
| 9 | Diagonaling and matrices operations | |
| 10 | Binary linear transformations | |
| 11 | Inner-product spaces | |
| 12 | Euclidean space | |
| 13 | Orthogonality | |
| 14 | Orthogonal and orthonormal bases | |
| 15 | Orthogonal matrices | |
| 16 | Final Exam | |