The course aims, by means of frontal lessons, to provide knowledge and techniques of linear algebra to solve linear systems, diagonalize matrices and describe the behaviors of geometric bodies in the plane and in 3D space.
Applying knowledge and understanding. The student will be able to:
i) solve systems of linear equations,
ii) simple exercises of analytic geometry in space; operate on vectors and matrices;
iii) diagonalize operators and matrices.
Making judgments: the student must be able to understand the rightness of the results obtained by himself or by others.
Communications skills: through the frontal class and assistance of the teacher, the student acquires scientific vocabulary. At the end of the course, the student is expected to be able to communicate mathematical arguments.
Learning skills: the student who has attended the course will be able to deepen is knowledge of linear algebra and vector spaces.