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Main Bibliography |
Azenha, A., Jerónimo, M. A. (1995), Elementos de Cálculo Diferencial e Integral em R e R^n, McGraw-Hill.
Cabello, J. G. (2006), Álgebra Lineal. sus aplicaciones en Economía, Ingenierías y otras ciencias, Delta.
Cabral, I., Perdigão, C., Saiago, C. (2009), Álgebra Linear, Escolar.
DMAT-IST (2005), exercícios de análise matemática I e II, IST.
Hoffmann, L., Bradley, G. (2010), Calculus for Business, Economics, and the Social and Life Sciences, McGraw-Hill.
Lay, D. C. (1999), Álgebra linear e suas aplicações, LTC.
Martins, A., Salomé, H., Silva, L., Pereira, J. (2018), Preparar o Exame 2019. Matemática A. 12.º, raiz.
Pires, C. (2001), Cálculo para Economistas, McGraw-Hill.
Santana, A. P., Queiró, J. (2018), Introdução à Álgebra Linear, gradiva.
Santos, R. (2010), Álgebra Linear, http://www.mat.ufmg.br/~regi/livros.html
Stewart, J. (2013), Cálculo, Volume 2, Cengage Learning.
Vários autores (vários anos), Testes e Exames, Moodle.
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Teaching Methodologies and Assessment Criteria |
Students with more than one enrolment may choose between a global test or two tests (option via Moodle by March 13; no response - two tests).
P1: April 10 (9/19). P2/Global Test: same date; 10/19 (two tests) or 20 (global).
For the global test, the final grade equals the test score (0–20).
For two tests, the final grade combines test scores (19 points, 95%) + attendance (1 point, 5%), if =5 absences. Exceeding this, attendance is ignored and test scores are scaled to 20.
Attendance (two-tests regime only) counts from the 2nd class and requires punctuality, good conduct, and adherence to rules.
Minimum final grade of 6 is required for exam admission. First-time enrollees exceeding absences may take only one exam, unless exceptions apply. Grade defense, reassessment/annulment may be requested in case of irregularities, and an oral defense may be required if
8.5=Final Grade<9.5
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