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Course

Mathematics

Compulsory5 ECTSSemester 160 h teachingTaught in Croatian

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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Learning outcomes

  1. functions of several variables
  2. continuity and limit of a function of several variables
  3. ability to understand the differential calculus of multivariable functions
  4. ability to understand the first and higher order partial derivatives
  5. ability to understand the tangent plane
  6. ability to understand the local extremes of more variables
  7. ability to understand the integral calculus of multivariable functions
  8. ability to understand the calculus of double integrals
  9. ability to understand the polar coordinate system in a plane
  10. ability to understand the calculus of double integration with substitution
  11. ability to understand the implementation of integrals on calculating centre of mass, static moments and centre of gravity
  12. first order linear differential equation using the variation of constants method
  13. ordinary differential equations
  14. 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:

within 10 days within 30 days later past
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