EP Information Systems 6В06102 Module 2: Basics of Mathematics

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Module 2: Basics of Mathematics
Code	M2IS(Ba)
Module Elements:	Compulsory Subjects Mathematics 1 Mathematics 2
Semester Number:	1, 2
Person responsible for the module	B.V. Rabinovich
Lecturer:	Mathematics 1 - B.V. Rabinovich Mathematics 2 - B.V. Rabinovich
Language:	Russian, Kazakh
Curriculum relation:	Information Systems (Ba)
Type of teaching / number of hours per week and per semester :	1 semester: hours per week – 6 (lectures -1; workshops -1; independent work of students -4); hours per semester – 90. 2 semester: hours per week – 6 (lectures -1; workshops -1; independent work of students -4); hours per semester – 90.
Workload:	Teaching Load: 60 hours Extracurricular Classes: 120 hours Total: 180 hours
Credit Points:	6 ECTS
Conditions for Examinations:	For admission to the exam, the student must score at least 50 points out of 100 available for the subject
Recommended Conditions:	This module is based on the knowledge gained by students in high school in the courses of Algebra and Pre-calculus, and Geometry
Expected Learning Outcomes:	Know the course of Higher Mathematics. Be able to apply modern mathematical methods to solve applied problems. Possess the skills to solve engineering problems using mathematical methods. Demonstrate the ability to perform calculations and justification of technical solutions adopted during the development.
Intendend use/applicability	Modules: Mathematics, Programing Basics
Content:	Mathematics 1 Elements of linear algebra and analytic geometry. Basic concepts of mathematical analysis. Differential calculus of a function of one variable and its application to the study of functions. Elements of linear algebra and analytic geometry. Mathematics 2 Introduction to mathematical analysis. Differential calculus of a function of one variable and its applications. Integral calculus of a function of one variable and its applications. Differential calculus of a function of many variables. Multiple integrals and their applications. Theory of series. Differential equations. Elements of probability theory and mathematical statistics.
Examination Form, module mark:	Comprehensive examination including: Mathematics 1 – written examination Mathematics 2 – computer-based testing Module mark: the result of the exam Mathematics 2
Technical/Multimedia Facilities:	Multimedia system, IT room with Internet access, internal educational network of the University.
Study Materials:	1. D. T. Pismenniy. Abstract of Lectures on Higher Mathematics. Part 1. M.: Ayris Press, 2004 2. K. I. Lungu, D. T. Pismenniy. Collection of Tests in Higher Mathematics. Part 1. Moscow. Ayris Press, 2001. 3. P. Y. Danko, A. G. Popov. Higher Mathematics in Exercises and Problems. Part 1. Moscow: Vysshaya Shkola, 2002. 4. Y. S. Bugrov, S. M. Nikolskiy. Elements of Linear Algebra and Analytic Geometry. Moscow. Nauka. 2000. 5. P. Y. Danko, A. G. Popov, T.Y. Kozhevnikova. Higher Mathematics in Exercises and Problems. Part 2. Moscow: Vysshaya Shkola, 2006. 6. Demidovich. Collection of Problems in Mathematical Analysis for Technical Colleges. M.: Vysshaya Shkola, 2001. 7. L. A. Kuznetsov. Collection of Problems in Higher Mathematics. – Moscow: Vysshaya Shkola, 2006. 8. Y. S. Mironenko. Higher Mathematics (Methodical Instructions and Control Tasks). M.: Vysshaya Shkola, 2002.
Date of last amendment	20.01.2020

The expected result is according to the module communication matrix, when passing Module 2 of the educational program "Information Systems"

LO1:	Possess knowledge in mathematics and natural sciences, information systems and information technology.
LO7:	Possess the skills to assess the reliability and quality of the design object.