Description

Theory
2

Theory/Practice
2

Instructors

Alexandra Antunes Gavina

Contents

1. Complements of differential calculus in IR
2. Primitive of single variable functions
3. Definite Integral
4. Numerical and Functional series.

Learning Outcomes

This course aims to contribute for the student to:
-O1 to develop its capacity of reasoning and abstraction;
-O2 to acquire critical thinking and mathematical thought capabilities;
-O3 to be apt to apply mathematics techniques very important for the Informatics Engineering programme.
It is intended that the student is able to:
- By introducing a real function of real variable will correctly apply the rules of
derivation
- By introducing a real function of real variable must correctly identify the
applicable integration techniques.
- Upon presentation of a problem, interpret it geometrically to properly apply the
techniques of differentiation and integration.
- By presenting a series of numerical study its convergence using the
appropriate criteria.
- By introducing a function, determine its development in Taylor series or
MacLaurin
- By representing a function as a series, manipulate the series in terms of operations (sum, product, differentiation, integration).