Mathematical Analysis 2 420-IS1-1AM2
Course profile: General Academic
Form of study: Full-time studies
Course type: Obligatory
Field of science: natural sciences,
Discipline of science: mathematics
Year/semester of study: year 1/semester 2
Prerequisites (sequential system of courses and exams): Mathematical Analysis 1
Lecture: 30 hours, Exercises classes: 30 hours
Teaching methods: lectures, exercises, consultations, literature study, homework
ECTS credits: 6
Balance of student workload:
Class attendance:
- lecture 30 hours
- exercises classes 30 hours
Course preparation:
- lecture 5 hours
- exercises 30 hours
Literature study: 10 hours
Reports, homework: 5 hours
Preparation for tests: 25 hours
Preparation for the exam: 25 hours
Exam duration: 2 hours
Individual consultation with the teacher: 1 hours
Student workload:
Direct interaction with the teacher: 63 hours, 2 ECTS
Student's work without the participation of a teacher: 100 hours, 4 ECTS
Type of course
Mode
Prerequisites
Course coordinators
Learning outcomes
The student has a basic knowledge of limits, continuity, differentiability of functions, indefinite integral and Riemann functions of one variable, as well as functional sequences and series. The student knows the basic theorems in the field of limits, continuity, differentiability of functions, indefinite integral and Riemann functions of one variable as well as sequences and functional series. KA6_WG1
Using the facts given in the lecture, the student is able to calculate limits, derivatives and integrals of functions of one variable, and can calculate the limits of functional sequences and investigate the convergence of functional series. KA6_UW2
The student uses mathematical logic to describe and verify facts, can use inductive reasoning and deductive reasoning. KA6_UW4
The student can obtain information from literature. KA6_UW2
The student knows the limitations of his own knowledge and understands the need for further education. KA6_UU1
Assessment criteria
Final assesment: exam.
Additional information
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