Subject: Mathematics 2 (06 - EOS07)

Basic Information

CategoryAcademic-general educative
Scientific or art field:Mathematics
Native organizations units

Department of Fundamentals Sciences
Course specification

Course is active from 01.10.2009..

Enabling students to think abstract and gain basic knowledge in the field of Mathematic (limiting processes, differential and integral calculus with applications, ordinary differential equations, theory of rows).
Acquired knowledge is used in further education and student designs and solves mathematical models in professional courses using the knowledge from Mathematics 2
Field of real and complex numbers. Limits, continuity and uniform continuity of functions. Real functions of a real variable (limit, continuity, uniform continuity, differential calculus and application, indefinite integral; definite integral and application; improper integral). Real functions of several real variables (limits, continuity, uniform continuity, differential calculus and application). Ordinary differential equations of first and higher order. Linear differential equations of n-th order. Practice (Exercises): Corresponding examples from theoretical lectures are done in exercises, thus practicing the taught lectures and understanding them better , theory of rows.
Lectures; Numeric computing practice. Consultations. Lectures are combined. Theoretical part of the lectures is accompanied by typical examples in order to better understand the matter taught in lectures. In practice, which accompanies lectures, typical problems are solved and the knowledge from the lectures is deepened. Besides lectures and practice, consultations are held on a regular basis. Part of the lectures, which presents one logical whole, can be passed during the teaching process in the form of the following 5 modules (the first module: limiting processes; the second module: differential calculus of real functions of a real variable, the third module: differential calculus of real functions of several variables; the fourth module: integral calculus: the fifth module: ordinary differential equations).
Ilija Kovačević, Nebojša RalevićMatematička analiza 1 - (prvi deo) Granični procesi2008Symbol, Novi SadSerbian language
I. Kovačević,V.Marić, M. Novković,B.CarićMatemarička analiza 1 - drugi deo2008Symbol,Novi SadSerbian language
M. Novković, B. Carić,S.Medić, V.Ćurić,I. KovačevićZbirka rešenih zadataka iz Matematičke analize 12008Symbol,Novi SadSerbian language
I.Kovačević,B.Carić,S.Medić, V.ĆurićTestovi ispita iz Matematičke analize 12008Symbol, Novi SadSerbian language
Course activity Pre-examination ObligationsNumber of points
Exercise attendanceYesYes8.00
Final exam - part oneNoNo35.00
Final exam - part twoNoNo35.00
Written part of the exam - tasks and theoryNoYes70.00
Lecture attendanceYesYes2.00
Name and surnameForm of classes
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Carić Biljana
Assistant Professor

Missing picture!

Nedović Ljubo
Assistant Professor

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Bajić Papuga Buda
Assistant - Master

Practical classes