Study of continuous and step functions: plotting and continuity study. Analysis of elementary functions. Derivation of elementary functions, maximums, minimums, and inflection points. Primitives of a function. Definite and indefinite integral of elementary functions or combinations thereof.
This subject provides the basic knowledge and skills to deal with subjects that need mathematical tools. It is intended to promote the capacity for abstraction, and the ability to reason.
Competencies and learning outcomes
- Ability to implement efficient tools for troubleshooting within the branch of social and legal sciences.
- Critical and analytical skills in the relevant specialty area.
- Capacity to evaluate, optimize, and compare criteria in decision making.
- Ability to communicate in formal, graphic, and symbolic styles, as well as with oral and written forms of expression.
- Ability to work with multidisciplinary and multicultural teams.
- Ability to analyze general problems within the field of microeconomics and macroeconomics.
- Capacity to perceive and value the importance of new technologies within the business environment and its economic surroundings.
- Capacity to use and interpret business data and information for specialized reporting and decision making.
Objectives (Learning outcomes)
- 01Ability to build and develop logical arguments with a clear identification of hypotheses and conclusions.
- 02Capacity for abstraction, including the logical development of mathematical theories and the relationships between them.
- 03Ability to contribute in the construction of mathematical models from real situations.
- 04Ability to understand problems and abstract the essential from them.
- 05Ability to formulate problems in mathematical language, in a way that facilitates their analysis and solution.
- 06Ability to formulate optimization and decision-making problems and interpret solutions in the original context of the problems.
- 07Ability to use numerical and symbolic computational tools to pose and solve problems.
- 08Capacidad para presentar los razonamientos matemáticos y sus conclusiones con claridad y precisión y de forma apropiada para la audiencia a la que van dirigidos, tanto oralmente como por escrito.
- 09Ability to express themselves correctly using the language of mathematics.
- 010Capacidad para detectar inconsistencias
- 011Correctly handle the available bibliography and sources of information to reinforce and expand knowledge as well as to expand the ability to pose and solve mathematically various problems that may arise and relate to Mathematics.
- 012Know what a mathematical test is and its differences with other types of reasoning. Understand and correctly apply different types of mathematical arguments: principle of mathematical induction, reduction to the absurd, reciprocal theorem, etc.
Association between objectives and units
|Week||Teaching units||Directed hours||Shared hours||Autonomous hours||Total hours|
Methodology and grading
- Continuous assessment that encourages students to continue the learning process will be used. The weight of the continuous assessment, in which activities in theoretical and practical classes, portfolio development practices and possible group work will be assessed , will be between 20% and 35% of the final grade . A final review of theoretical and practical , that will weigh on the rating between 60% and 75% will be made. The remaining 5 % will be for tracking student tutoring .
Assessment >> The system incorporates continuous achieved by writing a review :
* Shared with porfesor ( attendance and participation , seminars and workshops) activities , 5%
* Work performed on tasks and activities proposed by the teacher , 35%
* The final score on a practical final exam , which will represent 60% of the final grade.
- Practices , problems and tasks - > 30 %
- Tutoring ( assistance partipación ) -> 5 %
- Seminars -> 5 %
- Final Exam -> 60 %