Faculty of Technical Sciences

Subject: Mathematical Methods 2 (17.GG05)

Native organizations units: Department of Fundamentals Sciences
General information:
 
Category Academic-general educative
Scientific or art field Teorijska i primenjena matematika
Interdisciplinary Yes
ECTS 6
Educational goal:

Enabling students for abstract thinking and acquiring basic knowledge in the field of mathematical algebra and analysis.

Educational outcome:

Student is competent for making, analysing and solving mathematical models in the further education within professional courses. He is able to solve tasks from the above fields and to follows courses in which algebra and mathematical analysis are applied. Acquired knowledge is used for solving mathematical models in professional courses.

Course content:

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.

Teaching methods:

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.

Literature:
Authors Title Year Publisher Language
Čomić, I., Sladoje, N. Integralni račun 1997 Fakultet tehničkih nauka, Novi Sad Serbian language
Čomić, I., Nikolić, A. Diferencijalne jednačine 1999 Fakultet tehničkih nauka, Novi Sad Serbian language
Čomić, I., Pavlović, Lj. Funkcije više promenljivih 2000 Fakultet tehničkih nauka, Novi Sad Serbian language
I. Kovačević, V.Marić, M. Novković, B. Rodić Matematička analiza I 2004 Vedes, Beograd, 2004 Serbian language
Knowledge evaluation:
Course activity Pre-examination Obligations Number of points
Practical part of the exam - tasks No Yes 60.00
Oral part of the exam No Yes 10.00
Lecture attendance Yes Yes 5.00
Test Yes Yes 10.00
Exercise attendance Yes Yes 5.00
Test Yes Yes 10.00
Lecturers:

prof. dr Kostić Marko

Full Professor

Lectures
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doc. dr Milićević Srđan

Assistant Professor

Practical classes
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doc. Bajić Papuga Buda

Assistant Professor

Lectures
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doc. Bajić Papuga Buda

Assistant Professor

Practical classes

Faculty of Technical Sciences

© 2024. Faculty of Technical Sciences.

Contact:

Address: Trg Dositeja Obradovića 6, 21102 Novi Sad

Phone:  (+381) 21 450 810
(+381) 21 6350 413

Fax : (+381) 21 458 133
Emejl: ftndean@uns.ac.rs

© 2024. Faculty of Technical Sciences.