Course description
The course description is available in Croatian only.
- Funkcije više varijabli, prirodno područje definicije funkcije dviju varijabli, plohe drugog reda
- Parcijalne derivacije
- Schwartzov teorem
- Lokalni ekstremi funkcija više varijabli, uvjetni ekstremi 1. kolokvij
- Polarni koordinatni sustav u ravnini, računanje dvostrukih integrala zamjenom pravokutnih koordinata polarnim
- Jakobijan 2. kolokvij
- Linearne diferencijalne jednadžbe prvog reda, metoda varijacije konstante 3. kolokvij nema nastave nema nastave nema nastave nema nastave nema nastave nema nastave nema nastave
When and where
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Sign in with TVZ accountLearning outcomes
- functions of several variables
- continuity and limit of a function of several variables
- ability to understand the differential calculus of multivariable functions
- ability to understand the first and higher order partial derivatives
- ability to understand the tangent plane
- ability to understand the local extremes of more variables
- ability to understand the integral calculus of multivariable functions
- ability to understand the calculus of double integrals
- ability to understand the polar coordinate system in a plane
- ability to understand the calculus of double integration with substitution
- ability to understand the implementation of integrals on calculating centre of mass, static moments and centre of gravity
- first order linear differential equation using the variation of constants method
- ordinary differential equations
- ability to solve differential equations
Reading list
Required reading
- S. Suljagić: Matematika 2, http://www.grad.hr/nastava/matematika/
S. Kurepa, Matematička analiza III, Tehnička knjiga, Zagreb 1975.
L.Krnić, Z.Šikić: Račun diferencijalni i integralni, Školska knjiga, Zagreb, 1992.
B.P.Demidovič: Zadaci i riješeni zadaci iz više matematike s primjenom na tehničke nauke, Tehnička knjiga, 1978.
Course coordinators 1
Teaching staff 1
Exam dates
Exam dates for this academic year are not published yet. Last year's dates:
- 7. 2. 2026.Redovni rokpast
- 10. 2. 2026.Redovni rokpast
- 17. 2. 2026.Redovni rokpast
- 25. 6. 2026.Redovni rokpast
- 16. 7. 2026.Redovni rokpast
- 26. 8. 2026.Redovni rokpast
within 10 days within 30 days later past
Source: ISVU. Click a date to open Studomat and register; check it for changes too.