|
|
Solving stereometric problems in GeoGebra
HORÁČKOVÁ, Lenka
The aim of the bachelor's thesis on the subject of 'Solving stereometric problems in GeoGebra' was to create a collection of own solved examples from stereometry from the curriculum in the range from primary school, through secondary school to university training of mathematics teachers. The GeoGebra program is a support tool for this bachelor's thesis. The work focuses mainly on the curriculum of primary and secondary schools, partly also on the curriculum at universities. The work focuses mainly on square figures in the scope of the curriculum at primary and secondary schools and partly also at universities.
|
|
|
Case Study of Physiotherapy Treatment of a Patient after a Cuboid Fracture
Bargain, Marion ; Martínek, Milan (advisor) ; Nováková, Tereza (referee)
Title: Case Study of Physiotherapy Treatment of a patient after a Cuboid Fracture Objectives: The purpose of this Bachelor thesis is to address my patient's diagnosis after he had an occupational accident, and to describe the physiotherapeutic processes that led to his rehabilitation. X-Ray imaging undertaken just after his accident showed that the plantar and proximal edge of the cuboid of his left foot were broken off, as well as the lamella with decalcification. Main objective is to gain theoretical background/knowledge and processing of a case report of a patient after Cuboid fracture Methods: This thesis report, written by myself, under my professor's supervision, is divided into two main parts: The general part and the case study. The general part details all aspects of Cuboid bone fracture. It highlights important information on characteristics, pathology, epidemiology, and its pathokinesiological consequences for the musculoskeletal system. It also provides detailed research information on its examination and physiotherapeutic methods, procedures and prognosis and the effect of therapeutic approaches and procedures at the high level of Evidence Based Medicine (EBM). The second part of the report details the case study I conducted at Centrum Léčby Pohybového Aparátu (CLPA) during my clinical...
|
|
|
Cuts of polyhedrons
Borzíková, Žofia ; Bečvář, Jindřich (advisor) ; Šarounová, Alena (referee)
Title: Cuts of polyhedrons Author: Žofia Borzíková Department: Department of Mathematics Education Supervisor: doc. RNDr. Jindřich Bečvář, CSc., Department of Mathematics Education Abstract: The topic of the bachelor thesis is Cross Sections of Polyhedra. The basic principles of constructing such cross sections are shown and explained through illustrative examples of cross sections of solids together with the detailed description of the construction process. Especially, the cross sections of some "common" polyhedra like prism, tetrahedron, pyramid or octahedron are further discussed. The reader should use them to take up with the main issue of constructing cross sections. As an application of the acquired knowledge, the cross sections of other solids like Platonic or Archimedean solids are introduced here. The goal of these examples is to cultivate spatial intelligence for the purpose of constructing cross sections or better understanding of polyhedral in general. The bachelor thesis is a commented set of examples, which can be used as an additional material in the education of mathematics, not only in grammar schools. Keywords: cross sections, cube, cuboid, prism, pyramid, tetrahedron, regular polyhedra, semi-regular polyhedra
|
guest ::
