SYLLABUS
University: Technical University of Košice
Faculty: Faculty of Electrical Engineering and Informatics
Department: Department of Mathematics and Theoretical Informatics
Course Number: 26001210 Course Name: Mathematics I
Type, scope and method of learning activities:
Course Type: Lecture, Numerical exercises
Recommended scope of the course content (in hours):
Full-time study (hours per week): 2,2
Part-time study (hours per semester): 26,26
Study Method:
Number of credits: 6
Recommended semester of study: WT
Recommended semester Study programme Study grade Study Method
1.rok WT Electrical Power Engineering (EE_Bc_D_en)
Physical Engineering of Advanced Materials (FIPM_Bc_D_sk)
Informatics (INF_Bc_D_sk)
Automotive Electronics (AE_Bc_D_sk)
Electrical Power Engineering (EE_Bc_D_sk)
Informatics (INF_Bc_D_en)
Industrial Electrical Engineering (PE_Bc_D_sk)
Intelligent Systems (IntS_Bc_D_sk)
Applied Electrical Engineering (ApE_Bc_D_KM)
Computer networks (PS_Bc_D_sk)
Applied Electrical Engineering (ApE_Bc_D_sk)
Cybersecurity (KB_Bc_D_sk)
Computer Modelling (PM_Bc_D_sk)
Electrical Power Engineering (EE_Bc_KM)
Applied Electrical Engineering (ApE_Bc_D_en)
Intelligent Systems (IntS_Bc_D_en)
Bachelor
Bachelor
Bachelor
Bachelor
Bachelor
Bachelor
Bachelor
Bachelor
Bachelor
Bachelor
Bachelor
Bachelor
Bachelor
Bachelor
Bachelor
Bachelor
Attendance
Attendance
Attendance
Attendance
Attendance
Attendance
Attendance
Attendance
Combined
Attendance
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Combined
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Level of study:
Prerequisites:
Course completion requirements:
Assessment and completion of the course: Graded credit test
Continuous assessment:
Final assessment: Student passes the final assessment and passes the examination when he or she meets the requirement to obtain at least 51% out of 100%.
Graded credit test
Overall assessment: Overall assessment is the sum of the assessments obtained by students in the assessment period. The overall result is determined in accordance with the internal regulations of the Technical University in Košice. (Study Regulations, the internal regulation principles of doctoral studies)
Learning outcomes:
The objective of the course is in terms of learning outcomes and competencies. The aim of the course is to acquaint students with the basic knowledge of linear algebra, differential calculus, and the most used methods of solving type problems.
Brief course content:
Sets, real and complex numbers.
Determinants and matrix count.
Systems of linear equations.
Functions.
Limit and continuity of function.
Derivation of a function, its properties, and meaning.
Differential. Taylor polynomial. Extremes of function.
Function flow.
Recommended Reference Sources:
Bača, M., Feňovčíková, A.: MATHEMATICS 1,  SjF TU v Košiciach, 2010.
Recommended optional program components:
Languages required for the course completion:
Notes:
Course assessment:
Total number of students assessed: 1040
  A B C D E FX  
  5% 5% 8% 14% 26% 42%  
Teacher:
prof. RNDr. Ján Plavka, CSc.
RNDr. Mária Hutníková, PhD.
doc. RNDr. Helena Myšková, PhD.
RNDr. Zuzana Gibová, PhD.
RNDr. Juraj Valiska, PhD.
doc. RNDr. Blanka Baculíková, PhD.
RNDr. Emília Draženská, PhD.
Mgr. Jana Fortes, PhD.
RNDr. Michal Staš, PhD.
Last modified: 01.09.2022
Approved by: person(s) responsible for the study program