Students who successfully complete this course unit should be able to:

1. Perform calculations with matrices and determinants.
2. Analyse and solve systems of linear equations.
3. Understand the concepts of vector space and linear transformation and be able to apply them to solve problems.
4. Compute eigenvalues and eigenvectors and diagonalize matrices.
5. Compute inner, cross and scalar triple products, and understand their geometric interpretation.
6. Apply the concepts learned to the solution of problems in analytic geometry.
7. Apply the knowledge learned in the course to the solution of problems in engineering.

Curricular Unit Form