(in Polish) Mathematical Analysis 3 420-IS1-2AM3-ENG
Course profile: General Academic
Form of study: Full-time studies
Course type: Obligatory
Field of science: natural sciences,
Discipline of science: computer science
Year/semester of study: year 2/semester 3
Prerequisites (sequential system of courses and exams): Mathematical Analysis 1, Mathematical Analysis 2
Lecture: 15 hours, Exercises classes: 30 hours
Teaching methods: lectures, exercises, consultations, literature study, homework
ECTS credits: 3
Balance of student workload:
Class attendance:
- lecture 15 hours
- exercises classes 30 hours
Course preparation:
- lecture 5 hours
- exercises 5 hours
Literature study: 3 hours
Reports, homework: 2 hours
Preparation for tests: 10 hours
Preparation for the exam: 5 hours
Exam duration: 2 hours
Individual consultation with the teacher: 3 hours
Student workload:
Direct interaction with the teacher: 50 hours, 2 ECTS
Student's work without the participation of a teacher: 30 hours, 1 ECTS
Type of course
Course coordinators
Learning outcomes
The student uses mathematical logic to describe and verify facts, can use inductive reasoning and deductive reasoning. KA6_UW4
The student knows the basic concepts and theorems of differential calculus of functions of several real variables. KA6_WG1
The student has a basic knowledge of double and triple integrals. KA6_WG1
The student is able to calculate derivatives, knows how to check the existence of implicit functions and knows how to investigate the existence of local extremes. KA6_UW2
The student has mastered the basic techniques of integration. 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.
Bibliography
W. Kaplan - Advanced calculus, Boston: Addison Wesley, 2003
W. Rudin - Principles of Mathematical Analysis, McGraw-Hill Education Ltd; 1976
W.W. Wade - An introduction to analysis, Upper Saddle River, NJ : Prentice Hall, 2000
Additional information
Additional information (registration calendar, class conductors, localization and schedules of classes), might be available in the USOSweb system: