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Mathematical competitions for the youngest pupils
ŘIČICOVÁ, Jana
The aim of the diploma thesis is to develop material for primary school teachers, which can be used to stimulate interest in Mathematics and further develop the youngest pupils' mathematical skills. In the theoretical part, teachers will get acquainted with an overview of domestic (the Czech Republic) and abroad mathematical competitions. These competitions are compared in different perspectives - complexity, typology of tasks, elaboration methods (complete task solution × choice of answer from the offered options). Each competition is briefly described, and it contains suitable motivational, or in some way interesting solved tasks. For each task, the teacher finds a methodological analysis of the solution with commentary. The practical part of the work contains four worksheets (for 2nd to 5th grade), which contain tasks from various competitions. These worksheets were verified at selected primary schools.
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Analysis of selected solutions of Mathematical Olympiad category Z - Arithmetic
ŘIČICOVÁ, Jana
The aim of the bachelor thesis is a detailed collection of solutions of selected twenty tasks of the Mathematical Olympiad category Z5-Z9. It is intended for pupils in the 5th to 9th grade and the corresponding classes of eight-year and six-year grammar school preparing for the Mathematical Olympiad or another similar competition. It is as well intended for teachers who help them with preparation. Some of the tasks can be used in a standard Mathematics class as diversification of teaching. The thesis also includes some basic information about the Mathematical Olympiad.
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