After the student is approved, he should be able to:

1. Compute with matrices and determinants and solve systems of linear equations;
2. Recognize vector and affine spaces;
3. Master the key concepts of vector calculus (inner, cross and triple product) and its applications to coordinate geometry;
4. Identify basic geometric transformations and know how to compute with them using matrices;
5. Compute eigenvalues and eigenvectors and diagonalize a matrix/linear transformation;
6. Factorize matrices;
7. Use computational tools to solve problems in algebra, geometry and their applications.

Curricular Unit Form