O Teorema de Pitágoras: alternativas de demonstrações

Pós-graduação em Matemática em Rede Nacional - IBILCE

O ensino da matemática aos deficientes auditivos

The theme of this research is mathematics education for the deaf. It is hoped that this work will enable more thorough understanding of the subject matter, since, to be inclusion of people with hearing disabilities in society is necessary to establish measures ranging acceptance and family participation to break prejudices and demystification related learning ability of these individuals. This research also aims to provide grants for teaching mathematics to deaf , so that the teacher can build a current pedagogical practice that will not only meet their expectations as a teacher , but above that encourages the development of skills essential to the competence of the student with special educational needs . An educational practice based in the communication and interaction between teacher and students, with the intention of providing an effective meaning of mathematical knowledge, you can add new possibilities in an educational context marked by scarcity of communicative opportunities

O caso dos quatro quatros como uma possibilidade pedagógica para o desenvolvimento de competências e habilidades matemáticas

The teaching and learning of mathematics through alternative methods make Mathematics more enjoyable, accessible and meaningful. Through teaching resource storytelling the student becomes the protagonist of the construction of their knowledge. With the use of books and writings of Malba Tahan is possible to work with mathematics, as a curriculum component, fostering the development of skills and Mathematics skills in students. Thus, this study aims to understand which skills and Mathematics skills can be developed with the storytelling of The Case of the Four Fours in Basic Education. Through the telling of this story, students develop the skills related to the block / shaft Numbers and Operations, present in official documents, and other skills and mathematics skills

Atividades investigativas no ensino da matemática financeira: as estratégias empregadas com uso de planilhas eletrônicas

Pós-graduação em Educação Matemática - IGCE

Travessias de Cecília: a caminho da educação matemática no CEEJA Padre Moretti - Rondônia

Pós-graduação em Educação Matemática - IGCE

Experimentação-com-Geogebra: revisitando alguns conceitos da análise real

Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)

A quinta história: composições da educação matemática como área de pesquisa

Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)

Métodos numéricos para encontrar zeros de funções: aplicações para o Ensino Médio

Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)

A fabulosa viagem do professor Hermenegildo rumo à educação matemática: relatos de experiências profissionais. -

Pós-graduação em Educação Matemática - IGCE

Os lemas de Sperner no ensino médio e uma modesta introdução à topologia

Pós-graduação em Matemática em Rede Nacional - IBILCE

Deficiencialismo: a invenção da deficiência pela normalidade

Pós-graduação em Educação Matemática - IGCE

O processo de aprender a dialogar por futuros professores de matemática com seus alunos no estágio supervisionado

Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)

Uma proposta para utilização do computador no processo de ensino e aprendizagem dos primeiros números do sistema hindu-arábico

The aim of this work is presenting the development and the results of a research, which focus of interest has been the making of softwares that could help the process of teaching and learning of the hindu-arabic numerals system, on children in the alphabetical stage. Since the most important presupposes to this work are the development of the number concept according to Jean Piaget (1986-1980) and the reality of the classroom, then three different moments have been fixed: the creation of a beginning scheme of computer activities; the aplication of these activities on children in the alphabetical stage; and, finally, an analysis of the limits and possibilities of these activities while an environment cause of actions that would benefit the process of teaching and learning of the mentioned content. Finally, based on the anlysis of the results obtained, the next step was fixing a more consistant set of computer activities, which makes up a proposal to the use of computer in the process of teaching and learning of the first hindu-arabic numbers

Os limites e as possibilidades de uma sequência didática: o conceito de proporcionalidade e a aprendizagem de alunos do 5º ano do Ensino Fundamental

This study aimed to analyze the limits and possibilities of a didactic sequence, addressing the concept of proportionality in the learning of students in 5th year of elementary school. From the results of the Diagnostic Assessment Initial applied to students in a class of 5th grade of elementary school, we selected eight (8) students who participated in the constituent activities of that instructional sequence. For the development of this sequence were used theoretical elements of Genetic Epistemology (Piaget, 1990), the theory of fields of Conceptual Vergnaud (1996) and the definition of instructional sequence proposed by Zabala (1998). Finally, after 20 days of application of these activities, we applied the Diagnostic Assessment Final aimed at investigating which concepts related to proportionality were built by the participating students. By analyzing the collected data, it can be concluded the following about the possibilities of teaching sequence: 1) students who, in Diagnostica Home Assessment used the multiplication algorithm, but also did not indicate the comparison between quantities are now performing; 2) students who, in the Diagnostic Assessment Initial, used the addition algorithm, now gradually are using the multiplication algorithm; 3)students who, in the Diagnostic Assessment Initial, could not solve problems involving the idea of proportionality, are now resolving, however, still use, in large part, the addition operation as a strategy for this proportional thinking. Now, in relation to the limits of the sequence noted: 1)time sufficient to propose a higher number of problem conditions to be carried by students who may have been a trigger of construction have not through the proportional multiplication;2)the distant proposition situations of assimilation schemes (interpretation) of the students, which may have caused certain imbalance in them, preventing them from thinking about the problem situation;3)the rapid passage of...

A educação matemática e o cuidado de si: possibilidades foucaultianas

Coordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)