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Délia Boino
Submitted by dboino on 5 March 2021
Intended learning outcomes
  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.


Curricula Unit Form