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Code: | EEC0003 | Acronym: | AMAT1 |

Keywords | |
---|---|

Classification | Keyword |

OFICIAL | Mathematics |

Active? | Yes |

Responsible unit: | Department of Electrical and Computer Engineering |

Course/CS Responsible: | Master in Electrical and Computers Engineering |

Acronym | No. of Students | Study Plan | Curricular Years | Credits UCN | Credits ECTS | Contact hours | Total Time |
---|---|---|---|---|---|---|---|

MIEEC | 390 | Syllabus (Transition) since 2010/2011 | 1 | - | 8 | 87 | 216 |

Syllabus | 1 | - | 8 | 87 | 216 |

Lectures: | 0,00 |

Recitations: | 5,50 |

Type | Teacher | Classes | Hour |
---|---|---|---|

Recitations | Totals | 8 | 44,00 |

Maria Margarida de Amorim Ferreira | 11,00 | ||

Vitor Manuel Martins Cicouro de Pêra | 11,00 | ||

Maria do Rosário Marques Fernandes Teixeira de Pinho | 5,50 | ||

Nuno Alexandre Lopes Moreira da Cruz | 11,00 | ||

Fernando Manuel Ferreira Lobo Pereira | 5,50 |

1) Consolidate students’ knowledge and basic techniques of real analysis to solve practical problems;

2) Develop students’ skills to handle concepts;

3) Develop student’s independent and analytical reasoning;

4) Develop students’ skills to apply mathematical concepts to the resolution of practical problems;

5) Develop students’ skills to present their reasoning and solutions in a clear and accurate way; Students should be capable of identifying techniques of differential calculation, and should also be capable of correctly applying those techniques.

CDIO Syllabus: 1.1, 1.2, 2.2, 2.3, 2.4, 3.2

1- Revision of contents studied in Secondary School

a) Calculation rules. Trigonometry.

b) Numerical successions. Finite Induction.

c) Real functions of a real variable. Limits, continuity and derivation

2- Indefinite integrals

3- Definite integrals. Application to the calculation of areas

4- Improper integrals

5- First order, linear and separable variables differential equations

6- Linear differential equation of order n and constant coefficient

7- Laplace transform

8- Numerical series

9- Polynomial approximation and Taylor’s series

Stein, Sherman K.; Calculus and Analytic Geometry. ISBN: 0-07-061175-0

Adams, Robert A.; Calculus. ISBN: 0-201-39607-6

Larson, Hostetler e Edwards, Barcellos; Calculo, (Vols. 1,2)

Apostol, Tom M.; Calculus

Boyce, William E.; Elementary differential equations and boundary value problems. ISBN: 0-471-31999-6

Maria do Rosário de Pinho e Maria Margarida Ferreira; Análise Matemática 1, Apontamentos das Aulas Teóricas , 2007

Presentation of theoretical concepts, giving special emphasis to geometric interpretations and to their practical application.

The demonstration of theoretical concepts is always made, as long as it helps the understanding. After the presentation of a theoretical concept, the students will do some exercises related to that. Throughout classes, we look for the participation of the students, not only to do exercises, but also to introduce new concepts.

Theoretical-Practical Classes:

Solving exercises that illustrate and clarify the contents studied in theoretical classes.

Practical Classes:

Orientation of the study of this course and clarification of any doubts that might come up with the resolution of the proposed exercises. Division of the class into groups of 3 or 4 students. In each practical class some of the groups will be randomly chosen. Each group will have one of its elements going to solve the problem on the board. This person is also randomly chosen. The exercise will be one of a list of 3 or 4 exercises previously indicated by the teacher.

The participation in these practical classes will be a part of the continuous evaluation of this course.

Description | Type | Time (hours) | Weight (%) | End date |
---|---|---|---|---|

Attendance (estimated) | Participação presencial | 93,50 | ||

Written test | Exame | 1,00 | ||

Written test | Exame | 1,00 | ||

Written test | Exame | 1,00 | ||

Final exam | Exame | 2,50 | ||

Solving suggested problems | Teste | 30,00 | ||

Total: |
- | 0,00 |

Description | Type | Time (hours) | End date |
---|---|---|---|

Individual study | Estudo autónomo | 87 | 2012-02-10 |

Total: |
87,00 |

MAX {0.2×P + 0.8×E, E}

P represents the grade of the distributed evaluation of practical classes and E represents the grade of the exam. They both range from 0 to 20. The result will, then, be rounded to units.

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Page generated on: 2019-04-19 at 00:11:56

Page generated on: 2019-04-19 at 00:11:56