National Repository of Grey Literature 3 records found  Search took 0.01 seconds. 
Polyhedra and their nets
Martínková, Jana ; Šarounová, Alena (advisor) ; Bečvář, Jindřich (referee)
This text is especially intended as an educational material and didactic help for primary and secondary-school teachers. The thesis can be divided into four parts. In the first one there are summerized facts about polyhedra. There is said something about prisms, pyramids, regular, semiregular and Kepler-Poinsot polyhedra. Other part consists of worksheets especially for secondary-school students. It could be helpfull for improving their skills. In the third part we can find solutions of worksheets made by students. In the last part of thesis there are some examples of models as didactic help.
Collection of examples from mathematics for 6 th class of basic school
TOMANDLOVÁ, Lucie
This Bachelor´s thesis ?The collection of mathematical exercises for the 6th form pupils of basic school?, which I wrote using the textbooks, workbooks and collections from three different countries for the 6th form pupils of basic school, should supplement the shortage of exercises concerning the subject matter discussed in mathematics of the 6th form. This collection can serve as remedial education to weaker and average pupils as well as to talented pupils to intensify their interest in mathematics. More difficult exercises are marked with a picture of a dolphin. Last chapter in this collection focuses on those talented pupils and their preparation for Mathematical Olympiads.
Visualization of geometry problems using of stereoscopy projection
PAŘÍK, David
The topic of this work is to verify appreciation of stereoskopy projection, description of its principle and forming interactive pictures of prisms and spatial situations by the use of stereoskopy projection. This aid should simplify teaaching process of stereometry at secondary schools, bodies at primary schools and mainly help to improve spatial imagination. Focus of the aid is to help pupils and students to see and to understand all key principles of geometry.

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