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Presentation
Presentation
In this unit, students will learn about matrices, systems of linear equations and vector spaces, which are essential concepts to solve real problems.
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Class from course
Class from course
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Degree | Semesters | ECTS
Degree | Semesters | ECTS
Bachelor | Semestral | 6
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Year | Nature | Language
Year | Nature | Language
1 | Mandatory | Português
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Code
Code
ULHT6638-2091
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Prerequisites and corequisites
Prerequisites and corequisites
Not applicable
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Professional Internship
Professional Internship
Não
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Syllabus
Syllabus
S1. Arrays
S2. Systems of linear equations
S3. Linear transformations
S4. Vector spaces
S5. Determinants
S6. Eigenvalues and eigenvectors of matrices
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Objectives
Objectives
At the end of this unit, students should know:
LO1. Master the concepts and elementary operations on matrices;
LO2. Discuss and solve systems of linear equations and use the Gaussian elimination method;
LO3. Formulate and solve real world problems using systems of linear equations;
LO4. Calculate determinants and understand their utility;
LO5. Determine eigenvalues and eigenvectors and know how to use them in the process of diagonalization;
LO6. Recognise the concepts of vector space and linear transformation and use them to solve problems in these areas;
LO7. Identify and use the contents addressed in solving real problems.
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Teaching methodologies and assessment
Teaching methodologies and assessment
The teaching methodology includes the expository method (TM1) to present the contents, the demonstrative method (TM2) to illustrate its application to practical cases and the active method (TM3) to solve classroom exercises.
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References
References
- Slides e apontamentos das aulas
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Office Hours
Office Hours
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Mobility
Mobility
No
