Proseminar
Some basic information about the module
Cycle of education: 2019/2020
The name of the faculty organization unit: The faculty Mathematics and Applied Physics
The name of the field of study: Mathematics
The area of study: sciences
The profile of studing:
The level of study: first degree study
Type of study: full time
discipline specialities : Applications of Mathematics in Economics
The degree after graduating from university: bachelor's degree
The name of the module department : Departament of Topology and Algebra
The code of the module: 4084
The module status: mandatory for teaching programme with the posibility of choice Applications of Mathematics in Economics
The position in the studies teaching programme: sem: 4 / C30 / 2 ECTS / Z
The language of the lecture: Polish
The name of the coordinator: Grzegorz Sroka, PhD, Eng.
office hours of the coordinator: poniedziałek 12-14 piątek 9-10.30.
The aim of studying and bibliography
The main aim of study: Gaining experience in presenting and understanding material from higher mathematics. Classes to be chosen by the student from the proposed scope.
The general information about the module: Classes under the board in the auditorium.
Bibliography required to complete the module
| 1 | Czasopismo DELTA | Uniwersytet Warszawski. | 1974 | |
| 2 | O twierdzeniach i hipotezach. Matematyka według Delty | Uniwersytet Warszawski. | 2005 |
Basic requirements in category knowledge/skills/social competences
Formal requirements: The student satisfies the formal requirements set out in the study regulations
Basic requirements in category knowledge: The student has a basic knowledge of analysis, algebra and geometry.
Basic requirements in category skills: The student is able to independently use literature and other sources.
Basic requirements in category social competences: The student is able to work in a group.
Module outcomes
| MEK | The student who completed the module | Types of classes / teaching methods leading to achieving a given outcome of teaching | Methods of verifying every mentioned outcome of teaching | Relationships with KEK | Relationships with PRK |
|---|---|---|---|---|---|
| 01 | can present a selected problem in the field of higher mathematics | problem exercises, exercises | oral presentation, presentation of achievements (portfolio) |
K_W01+ K_W02+ K_W04+ K_W05+ K_W06+ K_W07+ K_U01+++ K_U36+ K_K01+ |
P6S_KK P6S_UK P6S_UO P6S_UU P6S_UW P6S_WG P6S_WK |
Attention: Depending on the epidemic situation, verification of the achieved learning outcomes specified in the study program, in particular credits and examinations at the end of specific classes, can be implemented remotely (real-time meetings).
The syllabus of the module
| Sem. | TK | The content | realized in | MEK |
|---|---|---|---|---|
| 4 | TK01 | ćwiczeniach | MEK01 |
The student's effort
| The type of classes | The work before classes | The participation in classes | The work after classes |
|---|---|---|---|
| Class (sem. 4) | The preparation for a Class:
13.00 hours/sem. |
contact hours:
30.00 hours/sem. |
Finishing/Studying tasks:
10.00 hours/sem. |
| Advice (sem. 4) | |||
| Credit (sem. 4) |
The way of giving the component module grades and the final grade
| The type of classes | The way of giving the final grade |
|---|---|
| Class | |
| The final grade | The arithmetic mean of the grades given by all participants in the scale: [3,0 - 3,4) dst [3,4 - 3,8) dst+ [3,8- 4,2) db [4,2 - 4,6) db+ [4,6 - 5,0] bdb |
Sample problems
Required during the exam/when receiving the credit
(-)
Realized during classes/laboratories/projects
(-)
Others
(-)
Can a student use any teaching aids during the exam/when receiving the credit : no