Course detail
Mathematics in Electrical Engineering 1
FEKT-BPC-MAEAcad. year: 2024/2025
Vectors spaces, linear combination, linear dependence. Matrices and systems of linear equations. Limit, continuity, derivative, behavior of function. Antiderivative, indefinite integral. Definite integral and its applications. Number series.
Language of instruction
Czech
Number of ECTS credits
5
Mode of study
Not applicable.
Guarantor
Department
Entry knowledge
Students should be able to work with expressions and elementary functions within the scope of standard secondary school requirements; in particular, they shoud be able to transform and simplify expressions, solve basic equations and inequalities, and find the domain and the range of a function. The knowledge of English at intermediate level is required.
Rules for evaluation and completion of the course
Aims
The goal of the course is to explain basic concepts and computational methods of linear algebra and differential and integral calculus. The students will further learn to translate mathematical texts in the above fields (from English to Czech and vice versa).
Study aids
Not applicable.
Prerequisites and corequisites
Not applicable.
Basic literature
KRUPKOVÁ, V. a P. FUCHS. Matematika 1, elektronická skripta VUT. Brno: Vutium, 2014. (CS)
LANGEROVÁ, P. a M. NOVÁK. Anglicko-český a česko-anglický slovník matematické terminologie. Brno: 2006. Elektronická skripta VUT. (CS)
LANGEROVÁ, P. a M. NOVÁK. Anglicko-český a česko-anglický slovník matematické terminologie. Brno: 2006. Elektronická skripta VUT. (CS)
Recommended reading
Not applicable.
Elearning
eLearning: currently opened course
Classification of course in study plans
- Programme BPC-APE Bachelor's 1 year of study, winter semester, compulsory
Type of course unit
Lecture
26 hod., optionally
Teacher / Lecturer
Syllabus
1. Basic mathematical concepts.
2. Vectors, linear combination and dependence of vectors.
3. Matrices and determinants.
4. Systems of linear equations and their solutions.
5. Limit and continuity of function.
6. Derivatives.
7. Behaviour of function.
8. Antiderivative, indefinite integral.
9. Definite integral and its applications.
10. Number series, convergence tests.
2. Vectors, linear combination and dependence of vectors.
3. Matrices and determinants.
4. Systems of linear equations and their solutions.
5. Limit and continuity of function.
6. Derivatives.
7. Behaviour of function.
8. Antiderivative, indefinite integral.
9. Definite integral and its applications.
10. Number series, convergence tests.
E-learning texts
Krupková, Fuchs: Matematika 1
Matematika_1.pdf 3.35 MB
Kolářová: Matematika 1 - Sbírka úloh
Matematika_1_sbirka.pdf 0.45 MB
Matematika_1.pdf 3.35 MB
Kolářová: Matematika 1 - Sbírka úloh
Matematika_1_sbirka.pdf 0.45 MB
Elearning
eLearning: currently opened course