Mathematical methods with the basics of higher mathematics and statistics

Course: Gastronomic tourism

Structural unit: heohrafichnyi fakultet

Title
Mathematical methods with the basics of higher mathematics and statistics
Code
ОК.12
Module type
Обов’язкова дисципліна для ОП
Educational cycle
First
Year of study when the component is delivered
2021/2022
Semester/trimester when the component is delivered
4 Semester
Number of ECTS credits allocated
4
Learning outcomes
PR02. Know, understand and be able to use the basic ones in practice concepts from the theory of tourism, the organization of the tourist process and tourist activities of the subjects of the tourist services market PR17. Manage your studies for the purpose of self-realization in professional tourism sector. PR19. Arguably defend your views in the solution professional tasks PR29. Analyze and evaluate natural resources and economic potential of territories for the needs of organizing new ones tourist products PR 23. Collect and formalize professional information direction, know models and apply methods of natural sciences and humanities
Form of study
Full-time form
Prerequisites and co-requisites
Knowledge school mathematics level of secondary education.
Course content
the following fundamental concepts of higher mathematics are considered in the discipline program as sets, functions and relations on sets, matrices, determinants and actions with them, of mathematical statistics. These basic mathematical concepts are necessary to prepare students for use methods of linear, vector algebra, mathematical statistics for understanding means, mathematical methods and models used in further training courses when conducting practical statistical research in tourism in the application of knowledge in state tourism management bodies, promoting the development of logical and analytical students' thinking.
Recommended or required reading and other learning resources/tools
1. Валєєв К.Г., Джалладова І.А. Вища математика: Навчальний посібник: У 2-х ч. – Ч.1.- К.: КНЕУ,2001. 2. Валєєв К.Г., Джалладова І.А. Вища математика: Навчальний посібник: У 2-х ч. – Ч.2.-К.: КНЕУ,2002. 3. Вища математика: Основні означення, приклади і задачі. - За ред. Кулініча Г.Л. К.: Либідь,1992. 4. Вища математика: Підручник: У 2 кн. – 2-ге вид., - За ред. Кулініча Г.Л. К.: Либідь,2003. 5. Грисенко М.В. Математика для економістів: Підручник .- К.: ВПЦ « Київський університет», 2012.-663с. 6. Грисенко М.В. Математика для економістів. Методи імоделі, приклади і задачі: Навч. посібник.- К.: Либідь, 2007.-720с 7. Керекеша П.В. Лекції і вправи з вищої математики.-О. "Астроприт".2003. 8. Вища математика. Підручник. За ред. Пономаренка В.С.- Харків.2014. 9. Математична статистика. Навчальний посібник. С.М.Григулич, В.П. Лісовська, О.І.Макаренко, Т.В.Манжос, І.І.Пахомов, В.Д. Стасюк, Г.М. Черніс.
Planned learning activities and teaching methods
Lecture, practical session, independent work
Assessment methods and criteria
Assessment of performance of tasks of practical works, modular control work, credit
Language of instruction
Ukrainian

Lecturers

This discipline is taught by the following teachers

Farkhod Anvarovich Asrorov
The Department of General Mathematics
Faculty of Mechanics and Mathematics of Taras Shevchenko National University of Kyiv
Oleh V. Perehuda
The Department of General Mathematics
Faculty of Mechanics and Mathematics of Taras Shevchenko National University of Kyiv