Competencies and objectives
- Course context for academic year 2018-19
- Course content (verified by ANECA in official undergraduate and Master’s degrees)
- Learning outcomes (Training objectives)
- Specific objectives stated by the academic staff for academic year 2018-19
Course context for academic year 2018-19
This subject requires knowledge about a course of Analysis of a real variable I and II, and Linear Algebra I. The fundamental purpose is to provide to the student a solid base in the differential calculation of several variables, showing besides distinct classical applications. In this way the student will be able to tackle successfully the study of subjects more advanced of the theory of real and complex functions.
Course content (verified by ANECA in official undergraduate and Master’s degrees)
General Competences (CG)
- CG1 : Develop the capacity for analysis, synthesis and critical reasoning.
- CG3 : Solve problems effectively.
- CG6 : Self-learning.
Specific Competences (CE)
- CE1 : Know and apply the fundamental concepts of Physics.
- CE11 : Solve qualitative and quantitative problems using previously developed models.
- CE14 : Prepare, present and defend scientific reports both in writing and orally in front of an audience
- CE17 : Solve mathematical problems using basic calculus skills and other techniques.
- CE2 : Recognize and assess physical processes in everyday life.
- CE3 : Be able to estimate ranges of magnitude in order to interpret various phenomena. To carry out the approximations required in order to reduce problems to a manageable level. Develop intuition in Physics.
- CE4 : Relate Physics with other disciplines.
- CE7 : Acquire new mathematical concepts.
- CE9 : Being able to model complex phenomena translating physical problems into mathematical language.
UA Basic Transversal Competences
- CGUA1 : Mastering the expression and understanding of a foreign language.
Learning outcomes (Training objectives)
No data
Specific objectives stated by the academic staff for academic year 2018-19
The main purpose of this subject is to provide to the student a solid base in the differential calculation of several variables, showing besides distinct classical applications. In this way the student will be able to tackle successfully the study of subjects more advanced of the theory of real and complex functions.
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