VSFS:BA_MaB_1 Mathematics B 1 - Course Information
BA_MaB_1 Mathematics B 1
University of Finance and AdministrationWinter 2015
- Extent and Intensity
- 2/1. 6 credit(s). Type of Completion: zk (examination).
- Teacher(s)
- Mgr. Barbora Batíková, Ph.D. (lecturer)
doc. RNDr. Petr Budinský, CSc. (lecturer)
Ing. Miloš Krejčí (assistant)
Guo Yuning, MS (assistant) - Guaranteed by
- Mgr. Barbora Batíková, Ph.D.
Department of Computer Science and Mathematics – Departments – University of Finance and Administration
Contact Person: Ing. Barbora Ptáčková - Timetable of Seminar Groups
- BA_MaB_1/cBMCPH: each even Thursday 10:30–11:14 E125, each even Thursday 11:15–12:00 E125, except Thu 1. 10. ; and Thu 26. 11. 14:00–15:30 E125, B. Batíková
BA_MaB_1/cBMPH: each odd Thursday 10:30–11:14 E124, each odd Thursday 11:15–12:00 E124, B. Batíková
BA_MaB_1/pBMCPH: Tue 8:45–9:29 E125, Tue 9:30–10:15 E125, except Tue 29. 9., except Tue 6. 10. ; and Tue 10. 11. 10:16–11:00 E125, Tue 24. 11. 10:16–11:00 E125, Tue 1. 12. 10:16–11:00 E125, Tue 8. 12. 10:16–11:00 E125, P. Budinský
BA_MaB_1/pBMPH: Thu 8:45–9:29 E124, Thu 9:30–10:15 E124, B. Batíková - Prerequisites
- There are no prerequisites for this course.
- Course Enrolment Limitations
- The course is offered to students of any study field.
- Course objectives
- Clarification of the terms of linear algebra and their mutual relationships (vector spaces, matrix operations, solutions to the system of linear equations). Presenting the sequence and its limit; function; continuous function and the limit of a function; and elementary functions to the students. Understanding the mathematical operation of a derivative and its main properties; learning to calculate the derivatives of functions; learning the basic theorems in differential calculus.
- Syllabus
- 1. Vectors and vector spaces.
- 2. Matrix operations.
- 3. Solutions to the systems of linear algebraic equations.
- 4. Sequence and its limit.
- 5. The notion of function and its graph.
- 6. Elementary function and its properties.
- 7. Continuous function, limit of a function at a fixed point and involving infinity.
- 8. Calculation of the limits of functions.
- 9. The notion of derivative and the derivatives of elementary functions.
- 10. Derivatives of a product, quotient.
- 11. Derivatives of composed functions.
- 12. L’Hôpital’s Rule and its application.
- Literature
- required literature
- Mathematics for Economics Plný text k dispozici By: Hoy, Michael; Rees, Ray; Stengos, Thanasis; Livernois, John; McKenna, Chris. Edition: 3rd ed. Cambridge, Mass : MIT Press. 2011. eBook.
- Neustupa J.: Mathematics I. Vydavatelství ČVUT, Praha 2004, 2. vydání
- recommended literature
- Mathematics for economic universities, Jindřich Klůfa, Nikola Kaspříková, Vydavatel: EKOPRESS ISBN: 978-80-87865-01-9, Vyšlo: 2013/10
- Teaching methods
- The subject is delivered in full-time study by 12 lectures of theory and 6 seminars. Lectures and seminars in full-time study; tutorials in part-time study; compulsory seminar participation is 75% in full-time study, compulsory tutorial participation is 50% in part-time study.
- Assessment methods
- Compulsory seminar participation is 75% in full-time study. The subject is completed by credit test and written examination. The credit test comprises 5 questions. Reaching the result of minimum 6 points out of 10 points is the precondition to gain the credit. Grading will be based on an individual written examination.
- Language of instruction
- English
- Follow-Up Courses
- Further comments (probably available only in Czech)
- The course can also be completed outside the examination period.
Information on the extent and intensity of the course: 12 hodin KS/semestr.
- Enrolment Statistics (Winter 2015, recent)
- Permalink: https://is.vsfs.cz/course/vsfs/winter2015/BA_MaB_1