Subject: Mathematical Methods 2 (06 - GG05)


Basic Information

CategoryAcademic-general educative
Scientific or art field:Mathematics
InterdisciplinaryNo
ECTS6
Native organizations units

Department of Fundamentals Sciences
Course specification

Course is active from 01.10.2005..


Precondition courses

Course idMandatoryMandatory
Mathematical Methods 1YesNo

Course which have preconditioned courses Mathematical Methods 2

Course idMandatoryMandatory
Mathematical Methods 3YesNo
Actions on StructuresYesNo
Enabling students for abstract thinking and acquiring basic knowledge in the field of mathematical algebra and analysis.
Acquired knowledge is used in professional courses. Student is competent for making, analysing and solving mathematical models in the further education within professional courses.
Real functions of one real variable – indefinite and definite integrals and application. Real functions of several real variables – limit value, indefiniteness, differential calculation and their application. Common differential equations of the first order. Common differential equations of the higher order; linear differential equations of the n-th order with constant coefficients; Euler`s differential equation.
Lectures. Computing practice. Consultations. In lectures, theoretical content is presented and illustrated with examples for better understanding of the course content. In computing practice, tasks are done to deepen the understanding of the presented content. Apart from lectures and practice, individual consultations are held regularly. A part of the content, making a larger logical unit, can be passed during the teaching process in the form of 2 modules. First module: Real function of one real variable – indefinite and definite integrals and application. Second module: Real functions of several real variables – limit value, indefiniteness, differential calculus and application, ordinary differential equations of the first order, linear differential equations of the n-th order with constant coefficients, Euler`s differential equation.
AuthorsNameYearPublisherLanguage
I. Čomić, N. SladojeIntegralni račun1998FTN,Novi Sad,Serbian language
I. Čomić, Lj. PavlovićFunkcije više promenljivih2000FTN, Novi SadSerbian language
I. Kovačević, V.Marić, M. Novković, B. RodićMatematička analiza I2004Vedes, Beograd, 2004Serbian language
I. Čomić, A. NikolićDiferencijalne jednačine1999FTN, Novi SadSerbian language
Course activity Pre-examination ObligationsNumber of points
TestYesYes10.00
TestYesYes10.00
Exercise attendanceYesYes5.00
Lecture attendanceYesYes5.00
Oral part of the examNoYes10.00
Practical part of the exam - tasksNoYes60.00
Name and surnameForm of classes
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Uzelac Zorica
Full Professor

Lectures
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Teofanov Ljiljana
Associate Professor

Lectures
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Obradović Jovana

Practical classes
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Stamenković Andrijana
Research Associate

Practical classes
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Savić Nenad

Practical classes