Accesibility Adjustments

Choose the right accessibility profile for you
OFF ON
Highlight Links Highlights all the links on the site!
OFF ON
Pause Animations Animations will be paused on the site!
OFF ON
Dyslexia Font Dyslexia Font will be applied on the site!
OFF ON
Hide Images All images will be hidden on the site!
Choose the right accessibility profile for you
Adjust Font Sizing
Default
High Saturation
High Contrast
Light Contrast
Dark Contrast
Adjust Letter Spacing
Default
Adjust Line Height
Default
Speak Mode
Align Center
Align Left
Align Right

MATEMATIKA


Semester: 1
ECTS: 7
Status: Obavezan
Lessons: 3+2+0
Double: Ne
ECTS catalogue
Learning outcomes:

Expected learning outcomes: It is expected that after passing the exam of the course Mathematics the student will be able to: 1. Describe basic concepts of set theory and mathematical logic, as well as sets of numbers. 2. Explain the concepts of variation, permutation ans conbination, and to apply the binomial formula in easier problems. 3. Define a vector and arithmetical operations on vectors, and apply scalar, vector and mixed products of vectors for solving various geometric problems. 4. Define the concept of matrix, to perform operations on matrices, and to calculate the values of determinants. 5. Solve and discuss systems of linear equations by using Gaussian elimination method or Cramer’s rule. 6. Define the concept of function, explain the basic notions of a real function of one variable (domain, parity, periodicity, limit and continuity). 7. Describe the basic concepts of differential calculus of functions of one variable. 8. To investigate the flow of a real function of one real variable using differential calculus. 9. Calculate indefinite integrals by using table of integrals, the method of change of variables, the method of integration by parts or method for integrating rational functions. 10. Define the definite integral and by using Newton –Leibniz formula to find the area of the plane figure, the volume of rotating body, the surface area, as well as the arc length of the curve

Teaching staff

Name Lectures Exercises Laboratory
ROMEO MEŠTROVIĆ3x1
44B+8P
VLADIMIR IVANOVIĆ2x2
44B+8P

New announcement - 29.01.2025 14:50

New announcement - 20.01.2025 14:47

New announcement - 17.11.2024 23:49

New announcement - 17.11.2024 17:07

New announcement - 03.09.2024 21:50

New announcement - 01.02.2024 14:28

//