The aim of studying and bibliography

The main aim of study: Preparing students to study mathematics.

The general information about the module: Gathering of knowledge and doing exercises concerning high school mathematics.

Bibliography required to complete the module

Bibliography used during classes/laboratories/others

1	Praca zbiorowa pod redakcją J. Stankiewicza	Matematyka, kurs przygotowawczy dla kandydatów na wyższe uczelnie techniczne, część I	Wydawnictwo Uczelniane Politechniki Rzeszowskiej, Rzeszów.	1993
2	N. Dróbka, K. Szymański	Zbiór zadań z matematyki dla klasy I i II liceum ogólnokształcącego	WSiP, Warszawa.	1999

Bibliography to self-study

1	A. Kiełbasa	Matura z matematyki 2013. Poziom podstawowy i rozszerzony. Cz. I	Wydawnictwo 2000.	2011
2	A. Kiełbasa, P. Łukasiewicz	Matura z matematyki 2013. Poziom podstawowy i rozszerzony. Cz. II	Wydawnictwo 2000.	2011

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: Knowledge of secondary school level

Basic requirements in category skills: Abilities covering secondary school level

Basic requirements in category social competences: Will to study

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 solve polynomial and rational equations and inequalities, also with a parameter or absolute value and simple exponential equations and inequalities	Tutorials	written test	K_W02+ K_W03+ K_W04++ K_W05+++ K_U08++ K_K01+++	P6S_KK P6S_UW P6S_WG P6S_WK
02	can solve simple logarythmic equations and inequalities, can draw a graph of a linear, quadratic, homogeneous, logarithmic, exponential and graphs of trigonometric and cyclometric functions and can use the translation	Tutorials	written test	K_W02+ K_W03+ K_W04++ K_W05+++ K_U08++ K_K01+++	P6S_KK 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
1	TK01	Set operations.	C01	MEK01 MEK02
1	TK02	Linear and quadratic functions. Solving equations and inequalities, also with a parameter.	C01-C02	MEK01 MEK02
1	TK03	The absolute value; solving of equations and inequalities.	C03-C04	MEK01 MEK02
1	TK04	Polynomials and rational functions. Shortcut formulas, Horner's method, Bezout's theorem. Solving of equations and inequalities.	C04-C06	MEK01 MEK02
1	TK05	Exponential and logharytmic functions. Solving of equations and inequalities.	C08-C10	MEK01 MEK02
1	TK06	Trigonometric and ciclometric functions. Trigonometric formulas. Solving of equations and inequalities.	C11-C13	MEK01 MEK02
1	TK07	Real sequences: geometric and arithmetic.	C14	MEK01 MEK02

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: 6.00 hours/sem. The preparation for a test: 12.00 hours/sem.	contact hours: 30.00 hours/sem.	Finishing/Studying tasks: 8.00 hours/sem.
Advice (sem. 1)
Credit (sem. 1)		The written credit: 4.00 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	Total score of two written tests and activity in classes.
The final grade	The same as the grade of the classes

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

The contents of the module are associated with the research profile: no