TEACHING OF GEOMETRIC PROBABILITY FROM FRACTALS AND PROBLEM SOLVING
DOI:
https://doi.org/10.14244/19827199500Abstract
In this paper we present a pedagogical proposition for geometric probability teaching using fractals. For that, some problems were elaborated with the objective of guiding the students in the construction of the geometrical probability concept. Firstly, the problems have the purpose of teaching mathematics. The problems were elaborated with the use of fractals, like Sierpinski’s triangle. After the work with the problems, the teacher must systematize the concepts that were studied from mathematics formalism and rigor. The themes explored were geometric probability definition and problems that involved the complementary event concept, union of two events and conditional probability concept. In this work, we present original problems that may help high school teachers that work or that wish to work with the geometrical probability concept.
Keywords: Teaching; Geometric Probability; Problem Solving; Fractals and Sierpinski’s Triangle.
DOI: http://dx.doi.org/10.14244/19827199500
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##plugins.generic.dates.accepted## 2013-01-22
##plugins.generic.dates.published## 2013-11-14