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Mathematics II
English Programme

Course title: Mathematics II

 

About the course

 

The course is organized in 14 hundred-and-fifty-minute lectures and 28 hundred-minute seminars.

The curriculum and teaching is supervised by: Prof. RNDr. Josef Šlapal, CSc.

 

Curriculum summary

 

The subject of the course includes calculus of functions in several variables including the search for maxima and minima, calculations of limits, derivatives, differentials, double and triple integrals. Line and surface integrals are calculated both in the scalar and vector field. In practice lessons, students may practice with the MAPLE mathematical software.


Syllabus
: Math2

 

Examinations, assessment of results: Examinations

 

Literature:

Salas, S.L., Hille, E., Etgen, G.J.: Calculus: One and Several Variables, Wiley, 2002,

Voxman, W.L., Goetschel, R.H.: Advanced Calculus, Marcel Dekker, Inc., New York, 1981.

Thomas G.B., Finney R.L.: Calculus and Analytic Geometry (7th edition) 1997

Thomas G. B.: Calculus (Addison Wesley, 2003) 2004

 

Lectures for downloading:

3D_surfaces.ppt, AbsoluteMaxMin.ppt, Basics.ppt, Curve.ppt, Differential.ppt, DirectionalDerivative.ppt, DoubleIntegral.doc, ImplicitFunction.ppt, Limits.ppt, LineIntegral1.ppt, LineIntegral2.ppt, LocalMaxMin.ppt, PartialDervative1.ppt, PartialDervative2.ppt, RelativeMaxMin.ppt, SurfaceIntegral.ppt, TangentPlane.ppt, Topology.ppt, TrippleIntegral.ppt, VectorOperators.ppt

 

Dictionaries for downloading:

Dictionary_Czech-English.doc,Dictionary_English-Czech.doc

 

Audio dictionaries of mathematical formulas for downloading

Algebra.doc, BasicNumbers.doc, Calculus.doc, Functions.doc, Geometry.doc, SimpleArithmetic.doc, Trigonometry.doc



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Spring Semester 2004/05
The web pages of our Institute are now available
also in English