Mathematical methods with the basics of higher mathematics and statistics

Course: Tourism

Structural unit: heohrafichnyi fakultet

Title
Mathematical methods with the basics of higher mathematics and statistics
Code
ДВС.01.05.
Module type
Вибіркова дисципліна для ОП
Educational cycle
First
Year of study when the component is delivered
2022/2023
Semester/trimester when the component is delivered
4 Semester
Number of ECTS credits allocated
4
Learning outcomes
Analyze recreational tourist potential of the territory (PR5). Establish a connection between various information to obtain new knowledge (PR23). Use existing knowledge in new uncertain ones situations (PR 24).
Form of study
External form
Prerequisites and co-requisites
Knowledge of school mathematics at the level of secondary education.
Course content
The program of the discipline considers such fundamental concepts of higher mathematics as sets, functions and relations on sets, matrix 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 that are used in further training courses at conducting practical statistical research in tourism in the application of knowledge in bodies state management of tourism, promoting the development of logical and analytical thinking students. The functional block of the discipline involves mastering such components as the ability to apply knowledge of higher mathematics in tourist activity.
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.
Planned learning activities and teaching methods
Lectures, practical, independent work
Assessment methods and criteria
Final evaluation (in the form of credits): form of credits - in writing. Credit is assessed on a 40-point scale. Theoretical questions are submitted for assessment course program, typical and complex tasks. In total, you can get from 0 to 40 for the credit points The final grade is calculated as the sum of points for each of the modules of the semester and points for test. A condition for achieving a positive grade for a discipline is to obtain at least 60 points In general, the formation of the assessment is based on the "Regulations on the organization of educational of the process at Taras Shevchenko Kyiv National University", put into effect by Order No. 716-32 dated August 31, 2018.
Language of instruction
Ukrainian

Lecturers

This discipline is taught by the following teachers

Oleksandr M. Stanzhytskyi
The Department of General Mathematics
Faculty of Mechanics and Mathematics of Taras Shevchenko National University of Kyiv
Taras V. Klimchuk
The Department of General Mathematics
Faculty of Mechanics and Mathematics of Taras Shevchenko National University of Kyiv