ECTS
ECTS Course Catalogue
Course details
Course code: BIS10008o12Semester: 2012/2013 winter
Name: MATHEMATICS
Major: Bioinformatics
Study Type: first cycle
Course type: compulsory
Study Semester: 1
ECTS points: 5
Hours (Lectures / Tutorials / Other): 15 / 30 / 0
Lecturer: dr Mariusz Grządziel
Language of instruction: Polish
Learning outcomes: Knowledge: W1 - The student knows the basic notions of mathematical analysis, differential calculus and integral calculus. W2 - The student has sufficient knowledge of the basic mathematical tools for modelling biological phenomena and processes, such as: function, derivative of a function, indefinite integral, definite integral. W3 - The student has the knowledge of mathematical methods used for analysis of biological data. Skills: U1 - The student uses the language of differential and integral calculus for describing biological phenomena.
Competences:
Prerequisites: Mathematics at the basic matura level
Course content: Functions: linear, polynomial, exponential, logarithmic. Number sequence. Limit of a sequence. Limit of a function. Derivative of a function. Maximum, minimum of a function. Application of a derivative to curve sketching. Convex and concave functions. Indefinite and definite integral and their application in physics, chemistry and biology. Basic notions of the probability theory.
Recommended literature: Koronacki, J., Mielniczuk, J. : Statystyka dla studentów kierunków technicznych i przyrodniczych, WNT, Warszawa 2001 Kuratowski, K. : Rachunek różniczkowy i całkowy , PWN, Warszawa, 2008 Wrzosek, D.: Matematyka dla biologów, Wydawnictwo Uniwersytetu Warszawskiego, Warszawa, 2008
Assessment methods: Tutorials: Two written tests (45 minutes), 2 shorts written test (20 minutes). The students will receive points for the tests and for properly solved problems ,,at the blackboard’’ during the classes. The final grade will be based on the sum of obtained points. The students are obliged to participate in the classes – only one absence (which is not caused by illness etc.) is allowed during the semester. Exam: The students that have obtained a grade for the tutorial component of the cour
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