Publication in the Diário da República: Despacho n.º 6191/2020 - 09/06/2020
5 ECTS; 1º Ano, Anual, 75,0 TP , Cód. 60241.
Lecturer
- Maria Cristina Oliveira da Costa (1)
(1) Docente Responsável
(2) Docente que lecciona
Prerequisites
Not applicable.
Objectives
The objectives of this curricular unit are the acquisition and consolidation of some fundamental knowledge about:
a) Real functions of real variable
b) Trigonometry
c) Vector calculus
d) Complex numbers
e) Matrix calculation
Program
1. Equations and real functions of a real variable
2. Elementary notions of trigonometry and vector calculus.
3. Complex numbers
3.1. Algebraic form and trigonometric form. Complex numbers as vectors
3.2. Operations with complex numbers
4. Matrix calculation.
4.1. General notions
4.2. Matrix operations
4.3. Application of matrices to the resolution of systems of linear equations - Gauss elimination method
5. Complex numbers
Evaluation Methodology
Continuous assessment:
The continuous assessment consists of four written tests classified from 0 to 5 values each. The student is passed by frequency if he obtains a grade of 10 or more, resulting from the sum of the 4 tests and, also, obtain a minimum of 3 values resulting from the sum of the first two tests and obtain a minimum of 3 values resulting from the sum of the last two tests.
Examination assessment:
Written test classified from 0 to 20 values. The student is approved if he obtains a classification higher or equal to 10 values.
Bibliography
(2002). , Solving problems in finite mathematics and calculus, ,. London: Pearson Education
(2006). Cálculo. (Vol. 1). São Paulo: McGraw-Hill
(2006). Introdução à Álgebra Linear com Aplicações. São Paulo: LTC
(2011). College Algebra with Trigonometry. New York: McGraw-Hill
Teaching Method
Lectures supported by debates and case analysis.
Software used in class
Not applicable.
