Licenciatura em Matemática (Sede)
URI permanente desta comunidadehttps://arandu.ufrpe.br/handle/123456789/24
Siglas das Coleções:
APP - Artigo Publicado em Periódico
TAE - Trabalho Apresentado em Evento
TCC - Trabalho de Conclusão de Curso
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8 resultados
Resultados da Pesquisa
Item A utilização da robótica como alternativa para o trabalho com comprimento da circunferência e ângulo(2019-07-24) Assis, Pablo Oliveira de; Costa, Wagner Rodrigues; http://lattes.cnpq.br/7087770599703498Math teachers often realize kids struggle about geometry and units of measurement. specifically, about angles and circumference applications. This article shows how these concepts can be explored using the educational robotic to reach an active learning over a teacher supervision. For this research we invited 6th grade students and the data showed that association with mathematics concepts and technology made it easier to think about math and use it to solve problems.Item Geometria na OBMEP: uma análise de questões da primeira fase do nível 2 à luz da BNCC(2023-09-20) Silva, Luiz Guilherme Machado e; Barboza, Eudes Mendes; http://lattes.cnpq.br/9426464458648172; http://lattes.cnpq.br/0988088024884324The Brazilian Mathematical Olympiad for Public Schools (OBMEP) is applied nationally and reaches a large proportion of Brazilian students. Thinking about it, this work aims to carry out a data survey, in order to clarify which are the skills of the National Common Curricular Base (BNCC) of the thematic unit of Geometry that have more recurrence in OBMEP. For this, the questions dealing with Geometry at OBMEP, level 2, 1st phase, between the years 2017 and 2022 were analyzed.It is worth noting that in the years 2020 and 2021 there were no applications of the tests due to the Covid-19 pandemic. Thereby, this work is a facilitator material for teachers who seek to work Geometry in the classroom using Olympic questions and also for students who intend to participate in Mathematics Olympics.Item Os conceitos de fração parte-todo, quociente e operador: a necessária diferenciação desses subconstrutos na prática docente(2019-08-12) Brito Junior, Jairo Jose Ribeiro Toscano de; Rodrigues, Cleide Oliveira; http://lattes.cnpq.br/2951731416008876; http://lattes.cnpq.br/1567270124477805Item Estágio supervisionado III: experiências vivenciadas em turmas do 8° e 9° ano do ensino fundamental de uma escola pública do Estado de Pernambuco(2018) Silva, Rayssa de Moraes da; Almeida, Jadilson Ramos de; http://lattes.cnpq.br/5828404099372063; http://lattes.cnpq.br/8593286814153182Item Uma análise de um livro didático de matemática à luz do Conhecimento Tecnológico Pedagógico do Conteúdo (TPACK)(2019-12-20) Santos, Matheus Henrique Silva de Lima; Costa, Wagner Rodrigues; http://lattes.cnpq.br/7087770599703498; http://lattes.cnpq.br/7593592713599499In the last years, several teaching materials have been developed to improve mathematics teaching. Among these resources, materials such as books, handouts and class notes have been badly seen in the student’s eyes, because they carry a more refined mathematical language. In this context, the emergence of Information and Communication Technologies (ICT) for teaching is increasingly present in the school environment, however are they all well applied and on time? Do these technologies really help as they promise? What about the teacher, are they prepared to use this kind of tool? Based on these questions, this article presents concepts present in the Technological Pedagogical Content Knowledge (TPACK), studied by Koehler and Mishra by adding the technology to Shulman's studies on Pedagogical Content Knowledge (PCK). Also used in the research were the foundations described in the Common National Curriculum Base (CNCB) about the skills that students should have about geometry in basic education. After an in-depth analysis of these two theoretical foundations, an analysis was performed in a textbook of the 9th grade of Elementary School, in order to seek the guidance present in it for the use of technologies in the classroom. In the end, direct references to CNCB and the use of technologies such as Geogebra, websites to assist studies, links to videos with educational content and suggestions on dynamic activities that enhance student’s learning in the classroom, as well as contributing to the maintenance and the improvement of the methodologies of the teachers of the basic education.Item Estratégias de alunos do 6º ano do ensino fundamental na resolução de problemas envolvendo os significados parte-todo e operador de frações(2019-12-20) Souza, Thais Maia Galvão de; Almeida, Jadilson Ramos de; http://lattes.cnpq.br/5828404099372063; http://lattes.cnpq.br/3996826639338371Item Função quadrática e área máxima de retângulos em livros didáticos do ensino médio: contextualizações e praxeologias matemáticas(2019-07-24) Santos, Jeandson Moura dos; Espíndola, Elisângela Bastos de Melo; http://lattes.cnpq.br/0367382856462792; http://lattes.cnpq.br/5729531258133392Ce travail vise à identifier les différents types de contextualisations et la praxéologie mathématique de situations problémes impliquant une fonction quadratique et une surface maximale de rectangles. En tant que référence théorique, nous sommes guidés par des études sur les différents types de contextualisation pour l’enseignement des mathématiques et de la théorie anthropologique du didactique.Dans les procédures méthodologiques ont été consultés huit manuels de la 1ère année du lycée. Les catégories d'analyse étaient de quatre types de contextualisation: mathématique, quotidienne, interdisciplinaire et historique. Les résultats présentés sont liés à l'enquête sur les manuels d'introduction au chapitre, aux activités résolues et aux activités proposées pour résoudre le problème des élèves. En tant qu’analyse des types de tâches et de techniques du thème spécifique de la valeur maximale et de la valeur minimale de la fonction quadratique dans les manuels, nous mettons en évidence l’absence de contextualisation mathématique dans l’introduction du thème, mais sa présence marquée dans les activités résolus et proposés à la résolution des étudiants. En ce qui concerne l'organisation mathématique, trois types de tâches et de techniques avec plusieurs sous-types ont été identifiés. Le plus proposé dans les manuels est la tâche de calculer les mesures sur les côtés d’un rectangle pour que sa surface soit maximale avec sa technique: Utilisez le calcul du sommet de la parabole de la fonction quadratique pour déterminer les dimensions des côtés d'un rectangle pour que sa surface soit maximale.Item Relatório de Estágio Supervisionado no Ensino Médio(2018-06-30) Andrade, Fernando José Pessoa de; Costa, Wagner Rodrigues; http://lattes.cnpq.br/7087770599703498; http://lattes.cnpq.br/2740247760877335