School-leavers’ knowledge in probability
The article contains no abstract
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The article contains no abstract
The assessment of students’ stochastic competence as a new problem in mathematics didactics
The article contains no abstract
Remarks on the Sixteenth Slovak-Polish-Czech Mathematical School, IMEM Congress and the Seventh Nitrianska Mathematical Conference
Remarks on the Sixteenth Slovak-Polish-Czech Mathematical School, IMEM Congress and the Seventh Nitrianska Mathematical Conference
Aktywności matematyczne studentów inspirowane grami Penneya
This paper proposes a way to adapt theories of countable probabilistic spaces in order to use them to educate mathematical students trained to be teachers. It presents many examples of how to develop students’ mathematical activities using stochastic games called Penney games. Introducing chance games delivers the opportunity of creating and examining probabilistic spaces. The fairness of games is a problem that inspires and motivates mathematicians to formulate problems and tasks of a probabilistic...
Wokół twierdzenia Picka
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Nowe spojrzenie na gry Penneya
The problem of gaming is an important part of the educational process on all levels of Mathematics teaching. In this work, we present certain stochastic problems, based on the so-called Penney games. It provides the opportunity to formulate new problems and to construct the tools needed to solve them. This process is accompanied by a variety of mathematical activities.
Matematyzacja, modelowanie, model
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Remarks on the Fifteenth Slovak-Polish-Czech Mathematical School and the Sixth Nitrianska Mathematical Conference
The article summarises the Fifteenth Polish-Czech-Slovak Mathematical School and the Sixth Nitrianska Mathematical Conference (Nitrianska matematicka konferencja) - the meetings of Polish, Czech and Slovak mathematicians and mathematics teachers that took place this year.
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