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Lecturer(s)
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Vocetková Klára, Mgr. Ph.D.
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Šulista Marek, PhDr. Ph.D.
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Course content
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1 - Vector and matrix algebra 2 - Linear dependence and independence, rank 3 - The determinant and its applications 4 - Inverse matrix, matrix equations 5 - Regular systems of linear equations 6 - Elementary functions and their properties 7 - Limits and continuity of functions 8 - Techniques of differentialisation 9 - Indefinite integrals, integration techniques, differential equations 10 - Definite integral and its applications 11 - Bi-variate functions 12 - Local extreme of bi-variate functions LMS MOODLE:
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Learning activities and teaching methods
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Monologic (reading, lecture, briefing), Dialogic (discussion, interview, brainstorming), Activating (simulations, games, drama)
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Learning outcomes
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The course of Engineering Mathematics is for students of agriculture-oriented study programmes. It is targeted at the fundaments of linear algebra, the theory of functions, differential and integral calculus, and differential calculus of 2-variable functions. Applications are emphasised.
The student will understand the basic concepts of linear algebra and the theory of functions. He/she will use the basic algorithms of linear algebra, perform the basic techniques of differentiation and integration and their applications on external problems solving.
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Prerequisites
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The course has no prerequisities.
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Assessment methods and criteria
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Oral examination, Written examination, Test
Requiremetns: - the presence in the first consultation, which is obligartory, - hand in 10 tasks in the LSM Moodle, - 1 credit test, min. 50 %, students may take the test 3 times in maximum. The students that passed the credit test can register for the exam. The registration is made via the STAG system. The exam is written and oral: - the written part consists of 4 complex problems, the time allocated is 60 min. - students have to prove their knowledge of the subejct matter coverd by the whole semesnter in the oral part
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Recommended literature
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Barnett, R. A., Ziegler, M. R. College Mathematics for Management, Life and Social Sciences.. San Francisco: Dellen, 1987.
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HOFFMAN, L. D., BRADLEY, G. L. Calculus for Business, Economics and the Social and Life Sciences. New York: McGraw Hill, 1992.
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NÝDL, V., KLUFOVÁ, R., ŠULISTA, M. Cvičení z matematiky pro zemědělské obory. Č. Budějovice: ZF JU, 2002.
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NÝDL, V., KLUFOVÁ, R., HAŠEK, R. Matematika (pro zemědělské obory). Č. Budějovice: ZF JU, 1998.
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