Item card
Calculus
Some basic information about the module
Cycle of education:
2012/2013
The name of the faculty organization unit:
The faculty Mathematics and Applied Physics
The name of the field of study:
Engineering Physics
The area of study:
technical sciences
The profile of studing:
The level of study:
first degree study
Type of study:
full time
discipline specialities :
Computer Aided Diagnostics, Ecology of Energy Transformations
The degree after graduating from university:
The name of the module department :
Department of Physics
The code of the module:
3007
The module status:
mandatory for teaching programme
The position in the studies teaching programme:
sem: 1 / C30 / 2 ECTS / Z
The language of the lecture:
Polish
The name of the coordinator:
Dorota Jakubczyk, PhD
office hours of the coordinator:
wtorek 12:00 - 13:30
czwartek 12:00 - 13:30
The aim of studying and bibliography
The main aim of study:
Acquire the skill of counting derivatives and integrals.
The general information about the module:
Calculus and some applications in physics.
Bibliography required to complete the module
| 1 | W Krysicki L Włodarski | Analiza Matematyczna w zadaniach część I | PWN Warszawa. | 1986 |
| 2 | Fichtenholz G. M. | Rachunek różniczkowy i całkowy, tomy: I, II | PWN, Warszawa. | 1978 |
| 3 | W. Stankiewicz | Zadania z matematyki dla wyższych uczelni technicznych. Część A i B | PWN, Warszawa . | 2009 |
| 4 | W.Żakowski, G. Decewicz | Matematyka, część I | WNT, Warszawa. | 1991 |
| 5 | K. Krop, K. Chłędowska | Fizyka I Pracownia | Oficyna Wydawnicza PRz. | 2010 |
| 1 | W. Krysicki, L. Włodarski | Analiza Matematyczna w zadaniach, część I | PWN, Warszawa. | 1986 |
| 2 | Fichtenholz G. M. | Rachunek różniczkowy i całkowy, tomy: I, II | PWN, Warszawa. | 1978 |
| 3 | W. Stankiewicz | Zadania z matematyki dla wyższych uczelni technicznych. Część A i B | PWN, Warszawa. | 2009 |
| 4 | W.Żakowski, G. Decewicz | Matematyka, część I | WNT, Warszawa. | 1991 |
| 5 | K. Krop, K. Chłędowska | Fizyka I Pracownia | Oficyna Wydawnicza PRz. | 2010 |
Basic requirements in category knowledge/skills/social competences
Formal requirements:
Having a student's rights of Rzeszow University of Technology.
Basic requirements in category knowledge:
Knowledge of mathematics at the secondary level.
Basic requirements in category skills:
Ability to solve problems in mathematics at the secondary level.
Basic requirements in category social competences:
Student is aware of the importance of mathematics in social and professional life.
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 OEK |
|---|---|---|---|---|---|
| MEK01 | Students is able to calculate, on the examples discussed at classes, the derivative of the function using its definition. | classes | written test, oral credit, written credit |
K-U013+ |
U01+ InzA-U02+ U05+ |
| MEK02 | Students can apply the theorem of arithmetic on the derivatives. | classes | written test, oral credit, written credit |
K-U013+ |
U01+ InzA-U02+ U05+ |
| MEK03 | Students can calculate on the examples discussed at classes, the integral of the function of one variable. | classes | written test, oral credit, written credit |
K-U013++ |
U01+ InzA-U02+ U05+ |
| MEK04 | Student can explain the difference quotient definition and the geometric meaning of derivative in the context of functions of one variable. | written test, oral credit, written credit |
K-W004+ K-W014+ K-W017+ |
T1A-W01+ W02+ W04+ W05+ |
|
| MEK05 | Student can explain the concept of integral functions of one variable . | written test, oral credit, written credit |
K-W004+ K-W014++ K-W017+ |
T1A-W01+ W02+ W04+ W05+ |
|
| MEK06 | Student is aware of the importance of calculus in the process of acquiring knowledge of physics. | written test, oral credit, written credit |
K-K005+ |
K01+ K03+ |
The syllabus of the module
| Sem. | TK | The content | realized in | MEK |
|---|---|---|---|---|
| 1 | TK01 | C01, C02, C03, C04, C05 | MEK01 MEK02 MEK04 MEK06 | |
| 1 | TK02 | C06 | MEK02 MEK06 | |
| 1 | TK03 | C07, C08, C09, C10 | MEK03 MEK05 MEK06 | |
| 1 | TK04 | C11, C12 | MEK03 MEK05 MEK06 | |
| 1 | TK05 | C13 | MEK03 MEK05 MEK06 | |
| 1 | TK06 | C14 | MEK03 MEK05 MEK06 |
The student's effort
| The type of classes | The work before classes | The participation in classes | The work after classes |
|---|---|---|---|
| Class (sem. 1) | The preparation for a Class:
8.00 hours/sem. The preparation for a test: 4.00 hours/sem. |
contact hours:
30.00 hours/sem. |
Finishing/Studying tasks:
2.00 hours/sem. |
| Advice (sem. 1) | The participation in Advice:
1.00 hours/sem. |
||
| Credit (sem. 1) | The preparation for a Credit:
8.00 hours/sem. |
The written credit:
1.00 hours/sem. The oral credit: 0.50 hours/sem. |
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 classes grade is an arithmetic average of the grades with written tests and oral answer. |
| The final grade |
Sample problems
Required during the exam/when receiving the credit
Zestaw 2.pdf
Zestaw 3.pdf
Zestaw 1.pdf
Realized during classes/laboratories/projects
Zestaw 2.pdf
Zestaw 3.pdf
Zestaw 1.pdf
Others
(-)
Can a student use any teaching aids during the exam/when receiving the credit : no