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Volume and surface of sphere
Ivan, Matúš ; Bečvářová, Martina (advisor) ; Halas, Zdeněk (referee)
This work presents historical development in methods of calculating volume and surface of a sphere. It's made for high school teachers as a resource for teaching about volume and surface of solids and for high school students who developed interest in historical outlook for this theme. It contains description of particular preserved tasks from ancient Egypt and Mesopotamia. It compares precision of particular approaches taking into account the precision of the constant π. It analyses proofs of facts about volume and surface of sphere from ancient Greece. It describes assets of enlighteners for this theme and shows exact approaches for deducing the formulas for calculating volume and surface of a sphere.
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File of educational materials to support the teaching of mathematics
Hanzal, Petr ; Battistová, Eva (advisor) ; Štípek, Jiří (referee)
The aim of this bachelor thesis is to suggest and create the collection of solved exercises from mathematic on a theme quadratic, absolute-value equations and equations involving square roots. It is intended for the students of the fifth grade of the eight-year grammar school and for the students of the first grade of the four-year grammar school or secondary school. Thanks to the solved exercises it is possible for students to get to know the methods for solving given types of quadratics more deeply.
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File of educational materials to support the teaching of mathematics
Hanzal, Petr ; Battistová, Eva (advisor) ; Štípek, Jiří (referee)
The aim of this bachelor thesis is to suggest and create the collection of solved exercises from mathematic on a theme quadratic, absolute-value equations and equations involving square roots. It is intended for the students of the fifth grade of the eight-year grammar school and for the students of the first grade of the four-year grammar school or secondary school. Thanks to the solved exercises it is possible for students to get to know the methods for solving given types of quadratics more deeply.
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|
|
Volume and surface of sphere
Ivan, Matúš ; Bečvářová, Martina (advisor) ; Halas, Zdeněk (referee)
This work presents historical development in methods of calculating volume and surface of a sphere. It's made for high school teachers as a resource for teaching about volume and surface of solids and for high school students who developed interest in historical outlook for this theme. It contains description of particular preserved tasks from ancient Egypt and Mesopotamia. It compares precision of particular approaches taking into account the precision of the constant π. It analyses proofs of facts about volume and surface of sphere from ancient Greece. It describes assets of enlighteners for this theme and shows exact approaches for deducing the formulas for calculating volume and surface of a sphere.
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