1. Understand the basic real-valued functions of one variable.
2. Understand the concepts of calculus required in the study of real-valued functions of one variable.
3. Understand how to approximate functions by polynomials.
4. Understand the concepts of nature and sum of a series and the convergence tests.
5. Understand and be able to apply the concepts of integral calculus and, in particular, the fundamental calculus theorem.
6. Apply antiderivatives methods.
7.  Formulate a mathematical problem and identify and implement the appropriate strategies and tools for its analytical and/or computational solution.
8. Apply the key concepts and techniques of differential and integral calculus in IR in the context of the various engineering-related courses.
9. Apply analysis, algebra, and deductive reasoning skills.
10. Apply reflection and criticism capabilities.

Curricular Unit Form