(in Polish) Mathematical Analysis 2 510-IS1-1AM2-23-ENG
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: - Mathematical Analysis 1
Lecture: 30 hours, Exercises classes: 30 hours
Teaching methods: lectures, exercises, consultations, literature study, homework
ECTS credits: 5
Balance of student workload:
Class attendance:
- lecture 30 hours
- exercises classes 30 hours
Course preparation:
- lecture 5 hours
- exercises 15 hours
Literature study: 3 hours
Reports, homework: 5 hours
Preparation for tests: 15 hours
Preparation for the exam: 15 hours
Exam duration: 4 hours
Individual consultation with the teacher: 4 hours
Student workload:
Direct interaction with the teacher: 68 hours, 2,7 ECTS
Student's work without the participation of a teacher: 58 hours, 2,3 ECTS
Type of course
Mode
Course coordinators
Learning outcomes
Knowledge:
1. The student knows the fundamental concepts, definitions and theorems of differential and integral calculus of functions of one variable - KP6_WG1.
Skills:
2. The student can calculate the limits of functions and check the continuity of functions - KP6_UW2.
3. The student can find function asymptotes - KP6_UW2.
4. The student can find extremes of functions of one variable - KP6_UW2, KP6_UW4.
5. The student can apply l'Hospital's rule - KP6_UW2.
6. The student can calculate higher order derivatives - KP6_UW2.
7. The student can expand a function into a Taylor series - KP6_UW2.
8. The student can calculate simple integrals from rational, irrational and trigonometric functions - KP6_UW2, KP6_UW4.
Assessment criteria
Exam.
Additional information
Additional information (registration calendar, class conductors, localization and schedules of classes), might be available in the USOSweb system: