1. komponenta

Lecture type	Total
Lectures	30
Exercises	30

1) Sets. Functions. Domain and codomain.
2-3) Overview of elementary functions.
4) Sequences.
5) Limits and continuity.
6) Notion of derivation, tangent and velocity.
7) Convexity and concavity.
8) Studying the function flow.
9) Sketching a function graph.
10) Optimization problems; minima and maxima
11) Discrete models of the population growth.
12) Calculating of areas and volumes; the notion of integral.
13) Integration of elementary functions.
14) Basic integration techniques.
15) Modeling with logarithms.

1. Matematička analiza 1, S. Kurepa, Školska knjiga, 1975.
2. Uvod u matematiku, S. Kurepa, Tehnička knjiga, 1984.
3. Zadaci i riješeni primjeri iz više matematike, B. P. Demidovič, Tehnička knjiga, 1978.
4. Schaum's Outline of Calculus, E. Mendelson, F. Ayres, McGraw-Hill, 2001.
5. Matematička analiza 1, P. Javor, Element, 1999.
6. Mathematics: A Simple Tool for Geologists, D. Waltham, Wiley-Blackwell, 2000.

Mandatory course - Regular study - Biology and Chemistry Education