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Family house with place of business
Zacharová, Jana ; Jelínek, Petr (referee) ; Balíková, Jitka (advisor)
The main purpose of my thesis is to design detached family house and make the project documentation for implementation of its construction. This house should be able to accommodate family composed by 4-5 members. The part of the huose is garage. The building has 2 floors and basement. The building with hipped roof is based on brick systém Porotherm. The building is situated on sloping terrain.
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Derivative in apllied problems - a digest of solved examples.
ZACHAROVÁ, Jana
The main goal of my diploma work on the topic "Derivative in apllied problems a digest of solved examples" is to create a set of solved exercises that somehow use calculus during solving. The collection contains 43 solved practical problems relating to calculus of one or two variables. This collection intends to serve as a training aid for students of middle or high schools. For a better overview individual tasks are sorted by appropriate fields of science (mathematical, biological, physical, economic).
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Family house with place of business
Zacharová, Jana ; Jelínek, Petr (referee) ; Balíková, Jitka (advisor)
The main purpose of my thesis is to design detached family house and make the project documentation for implementation of its construction. This house should be able to accommodate family composed by 4-5 members. The part of the huose is garage. The building has 2 floors and basement. The building with hipped roof is based on brick systém Porotherm. The building is situated on sloping terrain.
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Extremes of more-variable functions - a digest of solved examples
ZACHAROVÁ, Jana
The main goal of my bachelor work on the topic "Extremes of more-variable functions - a digest of solved examples" is to create a set of solved exercises, which could serve students of Mathematical analysis II for practicing. The work will be bearing on functions with two, but even three variables For better understanding, the individual examples will be arranged from the simpliest to the most complex. In my work appear polynomic functions, but also logaritmic, goniometric, or exponential functions to practice more difficult derivations too. During the solving of the examples will be used systems of equations, linear, but also quadratic.
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