This course begins with an introduction to Diferential and Integral Calculus in several variables. The second part of the course treats parametrized curves and surfaces, including classical theorems as Green's Theorem for curves and Stokes and Divergence's Theorem for surfaces.
Contingency plan
1. Modifications to the contents
There are no changes in contents.
2. Methodologies
*Teaching methodologies that are maintained
Teaching methodologies are the same.
*Teaching methodologies that are modified
The type of teaching methodologies is the same, except for the fact that it becomes completely online. Moreover, there are changes in the evaluations.
3. Mechanisms for personalized attention to students
Students will be attended preferably by:
- Email: daily.
- Moodle platform: daily, specially by means of the forums for questions and discussions of each of the topics of the subject.
- Teams: for a direct interaction between students and profesor, in office hours or by appointment.
4. Modifications in the evaluation
The homework and exercise, that will be defended by Teams, will gain weight in a virtual teaching scenario.
*Evaluation observations:
The students with recognition of part-time dedication and academic exemption from attendance will be assessed through the objective tests in the same conditions as the rest of the students.
The second opportunity will be graded following the same criteria than in the first one.
5. Modifications to the bibliography or webgraphy
The main bibliographyc sources are available via Moodle. Recommendations for references are unchanged, but use of sources available online will be prefered.
(*)The teaching guide is the document in which the URV publishes the information about all its courses. It is a public document and cannot be modified. Only in exceptional cases can it be revised by the competent agent or duly revised so that it is in line with current legislation.
Subjects
