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Lecturer(s)
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Jahodová Berková Andrea, Mgr. Ph.D.
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Course content
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Introduction to Dynamic Interactive Geometry (GeoGebra, Cabri) and Computer algebra systems (Matlab, Maple, Maxima) Drawing, measurements, calculations and analytic geometry Graphs of functions and graphic solutions of equations Simple models and modelling of real objects Animations and simulations of dynamic structures
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Learning activities and teaching methods
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Demonstration, Skills training, Laboratory work, Graphic and art activities, Stimulating activities (simulation, games, drama), Řízená praxe
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Learning outcomes
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Understanding of basic concepts of Modelling and Simulation. Ability to work with Mathematical software (Geogebra, Matlab etc.)
After completing the course the student is able to create animations ond simulations in mathematical software
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Prerequisites
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Active work at seminars and an evaluated project.
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Assessment methods and criteria
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Student performance assessment, Self project defence
Basic knowledge of PC operating system MS Windows is required.
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Recommended literature
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