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HOW TO SOLVE PROBABILISTIC TASKS WITH THE USE OF A VIRTUAL STATISTICAL EXPERIMENT

Abstract

The article discusses a few ways of how to solve probabilistic problems with the use of conducting a virtual statistical experiment. By the example of five ways to resolve the Bertrand paradox, we compare traditional methods based on geometrical modelling and a method founded on dynamic electronic visualization within an interactive software platform 1C:MathKit 6.0.

About the Author

O. M. Korchazhkina
Institute for Cybernetics and Informatics in Education, Federal Research Centre "Computer Science and Control" of the Russian Academy of Sciences, Moscow
Russian Federation


References

1. 1С:Математический конструктор 6.0. http://obr.1c.ru/educational/uchenikam/mathkit/

2. Кранц С. Изменчивая природа математического доказательства. Доказать нельзя проверить / пер. с англ. Н. А. Шиховой. М.: БИНОМ. Лаборатория знаний, 2016.

3. Халмош П. Теория меры / пер. с англ. Д. А. Василькова; под ред. С. В. Фомина. М.: Изд-во иностранной литературы, 1953.


Review

For citations:


Korchazhkina O.M. HOW TO SOLVE PROBABILISTIC TASKS WITH THE USE OF A VIRTUAL STATISTICAL EXPERIMENT. Informatics and education. 2018;(2):36-41. (In Russ.)

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ISSN 0234-0453 (Print)
ISSN 2658-7769 (Online)