| Statuss(Neaktīvs) | Izdruka | Arhīvs(0) | Studiju plāns Vecais plāns | Kursu katalogs | Vēsture |
| Course title | Mathematics I |
| Course code | Mate1001 |
| Credit points (ECTS) | 5.25 |
| Total Hours in Course | 141.75 |
| Number of hours for lectures | 24 |
| Number of hours for seminars and practical classes | 24 |
| Number of hours for laboratory classes | 8 |
| Independent study hours | 84 |
| Date of course confirmation | 13/03/2013 |
| Responsible Unit | Institute of Mathematics and Physics |
| Course developers | |
| Dr. math., asoc. prof. Svetlana Atslēga Mg. paed., Ilze Jēgere Mg. math., lekt. Liene Strupule |
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| There is no prerequisite knowledge required for this course | |
| Replaced course | |
| Mate1029 [GMAT1028] Mathematics I Mate2019 [GMAT2020] Mathematics I |
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| Course abstract | |
| Studying the course, students acquire the mathematical knowledge and skills needed for the further study of special subjects The first part of course includes matrix algebra, vector algebra, analytical geometry, limit of function, derivative of function and its applications. Students acquire skills to work with the software "MathCad". | |
| Learning outcomes and their assessment | |
| • Knowledge of elements of linear algebra, vector algebra, analytic geometry, limit of function, derivative of function and applications.
• Skills calculate the determinant, find the solution of a system of linear equations, solve problems using vectors, recognise and use the standard equation of a straight line, recognize and interpret the equations of an ellipse, hyperbola, parabola, circle, calculate the limits of the functions, use the different rules of differentiation to differentiate functions of one variables, use the derived function to solve different problems use an appropriate software “MathCad” to evaluate stated above problems. • Competence: of mathematical thinking, of handle symbols and formal mathematics language, of mathematical problem formulating and solving, of reasoning, of modeling, of aids and tools and of communication. |
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| Compulsory reading | |
| 1. Volodko I. Augstākā matemātika. I daļa. Rīga: Zvaigzne ABC, 2007. 294 lpp. 2. Uzdevumu krājums augstākajā matemātikā./ Dz.Bože, L.Biezā, B.Siliņa, A.Strence. Rīga: Zvaigzne, 2001. 332 lpp. | |
| Further reading | |
| 1. Brūvere S., Rukmane V. Mācību līdzeklis augstākajā matemātikā LLU inženierzinātņu specialitāšu studijām I daļa. Jelgava: LLU, 2002. 96 lpp.
2. Jēgere I., Baumanis A. Uzdevumi patstāvīgam darbam matemātikā. Matemātika I, Matemātika II. Jelgava: LLU, 2000. 51 lpp. 3. Siliņa B., Šteiners K. Rokasgrāmata matemātikā. Rīga: Zvaigzne ABC, 2006. 367 lpp. |
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