Academic literature on the topic 'Papiro de Rhind'
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Journal articles on the topic "Papiro de Rhind"
Bertato, Fábio Maia. "A Falsa (Su-)Posição? Tradução dos Problemas 24, 25, 26 e 27 do Papiro de Rhind." Revista Brasileira de História da Matemática 18, no. 36 (October 21, 2020): 11–29. http://dx.doi.org/10.47976/rbhm2018v18n3611-29.
Full textAraújo, Carlos Henrique Delmiro de, Daniel Brandão Menezes, and Hermínio Borges Neto. "SEQUÊNCIA FEDATHI E O PAPIRO DE RHIND." Boletim Cearense de Educação e História da Matemática 7, no. 19 (April 11, 2020): 41–56. http://dx.doi.org/10.30938/bocehm.v7i19.2757.
Full textSilva, Isabelle Coelho da, Josenildo Silva do Nascimento, and Ana Carolina Costa Pereira. "ESTUDANDO EQUAÇÃO DO 1o GRAU POR MEIO DO USO DE FONTES HISTÓRICAS: O PAPIRO DE RHIND." Boletim Cearense de Educação e História da Matemática 2, no. 6 (May 31, 2018): 37–48. http://dx.doi.org/10.30938/bocehm.v2i6.16.
Full textLira, Arianny de Sousa, Alison Sousa da Silva, Francisco Hedyleno Coelho Bezerra, Tácito Trindade de Paiva, and Ana Karine Portela Vasconcelos. "Um relato sobre a incorporação de textos originais para a educação matemática – de Isabelle Coelho da Silva." Research, Society and Development 8, no. 9 (June 27, 2019): e47891331. http://dx.doi.org/10.33448/rsd-v8i9.1331.
Full textPereira, Ana Carolina Costa, Isabelle Coelho da Silva, Raniele Sampaio Nogueira, and Francisco Régis Vieira Alves. "Sobre o uso de fontes na disciplina de História da Matemática: Problema 56 do Papiro de Rhind." Revemat: Revista Eletrônica de Educação Matemática 10, no. 2 (January 19, 2016): 243. http://dx.doi.org/10.5007/1981-1322.2015v10n2p243.
Full textMa, Xueping, Volker Ebbighausen, and R. Thomas Becker. "Desquamatia and related atrypid brachiopods from the Frasnian (Upper Devonian) of Bergisches Land, GermanyThis article is one of a selection of papers published in this Special Issue on the theme The dynamic reef and shelly communities of the Paleozoic. This Special is in honour of our colleague and friend Paul Copper." Canadian Journal of Earth Sciences 45, no. 2 (February 2008): 121–34. http://dx.doi.org/10.1139/e07-049.
Full textZwislocki, Jozef J. "Round Table on Cochlear Processes Summaries of papers presented as part of the round table discussion at the 1984 meeting of the Collegium Oto-Rhino-Laryngologicum Amicitiae Sacrum." Acta Oto-Laryngologica 99, no. 3-4 (January 1985): 493–94. http://dx.doi.org/10.3109/00016488509108942.
Full textNo authorship indicated. "Review of Case Studies in Parapsychology: Papers Presented in Honor of Dr. Louisa E. Rhine at a Conference Held on November 12, 1983 at Bryan University Center, Duke University, Durham, North Carolina." Contemporary Psychology: A Journal of Reviews 32, no. 6 (June 1987): 579. http://dx.doi.org/10.1037/027277.
Full textMontezi, JC. "Algoritmo do caminho mínimo de Dijkstra aplicado à linha de manufatura enxuta." Academic Society Journal, March 1, 2017, 30–39. http://dx.doi.org/10.32640/tasj.2017.1.30.
Full textCoelho da Silva, Isabelle, and Ana Carolina Costa Pereira. "Um Estudo sobre a Inserção da História da Matemática na Sala de Aula a Partir de Fontes Históricas: O Problema 56 do Papiro de Rhind." Conexões - Ciência e Tecnologia 10, no. 4 (December 1, 2016). http://dx.doi.org/10.21439/conexoes.v10i4.1154.
Full textDissertations / Theses on the topic "Papiro de Rhind"
Martins, Juliana [UNESP]. "O livro que divulgou o papiro Rhind no Brasil." Universidade Estadual Paulista (UNESP), 2015. http://hdl.handle.net/11449/124102.
Full textCoordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)
Esta dissertação de mestrado configura-se como uma pesquisa em história da matemática cujo principal objetivo é apresentar uma análise do livro O mais antigo documento mathematico conhecido (papyro Rhind), escrito por Eugênio de Barros Raja Gabaglia e publicado no Rio de Janeiro no ano de 1899. A maior parte do texto consiste do estudo do livro de Gabaglia, no qual, além de considerar seu próprio conteúdo o situamos no contexto histórico em que foi escrito. O procedimento do estudo desvelou-se na medida em que a leitura do livro foi feita. A análise foi composta a partir de dois tipos principais de literatura: àquela que versa sobre o papiro Rhind e a matemática egípcia antiga, e, por outro lado, dos textos de teoria da história de Fernand Braudel e de Michel de Certeau. O discurso do qual se constitui a análise é apresentado por meio de comentários que, por sua vez, possuem natureza explicativa, complementativa e por vezes comparativa. Os resultados desse trabalho implicam em dois tipos de considerações finais: em primeiro lugar o livro de Gabaglia reflete um amplo e atualizado conhecimento do autor acerca do assunto proposto, o que sem dúvida merece destaque pela época e local da publicação. Além disso, a execução do trabalho nos proporcionou uma relevante aproximação com a matemática egípcia antiga, ou seja, foi possível conhecer e compreender métodos e procedimentos de cálculos empregados na antiga civilização da qual, assim como Gabaglia, possuímos grande admiração
This dissertation is the result of a research study in the history of mathematics with the main objective of presenting an analysis of the book O mais antigo documento matemático conhecido (papyro Rhind), written by Eugênio de Barros Raja Gabaglia and published in Rio de Janeiro in the year 1899. Most of the text consists of the study of the book of Gabaglia, in which, in addition to considering the content itself we situate the analysis in the historical context in which the text was written. The procedures for the study evolved as the text was read. The analysis was based on two main types of literature: that which deals with the Rhind papyrus and ancient Egyptian mathematics, and, on the other hand, the historical theories of Fernand Braudel's and Michel de Certeau. The analysis is presented by means of comments the nature of which at times is explanatory, complementary, or comparative. The results of this work imply two kinds of final considerations: firstly Gabaglia's book reflects a broad and up-to-date knowledge of the author on the subject proposed, which undoubtedly deserves the prominence it has, given the time and place of publication. In addition, the development of the study provided a relevant approach to ancient Egyptian mathematics, in particular it was possible to come to know and understand the calculus methods and procedures employed in ancient Egyptian civilization which, like Gabaglia, we have come to admire greatly
Martins, Juliana. "O livro que divulgou o papiro Rhind no Brasil /." Rio Claro, 2015. http://hdl.handle.net/11449/124102.
Full textBanca: Circe Mary Silva da Silva Dynnikov
Banca: Carlos Roberto de Moraes
Resumo: Esta dissertação de mestrado configura-se como uma pesquisa em história da matemática cujo principal objetivo é apresentar uma análise do livro O mais antigo documento mathematico conhecido (papyro Rhind), escrito por Eugênio de Barros Raja Gabaglia e publicado no Rio de Janeiro no ano de 1899. A maior parte do texto consiste do estudo do livro de Gabaglia, no qual, além de considerar seu próprio conteúdo o situamos no contexto histórico em que foi escrito. O procedimento do estudo desvelou-se na medida em que a leitura do livro foi feita. A análise foi composta a partir de dois tipos principais de literatura: àquela que versa sobre o papiro Rhind e a matemática egípcia antiga, e, por outro lado, dos textos de teoria da história de Fernand Braudel e de Michel de Certeau. O discurso do qual se constitui a análise é apresentado por meio de comentários que, por sua vez, possuem natureza explicativa, complementativa e por vezes comparativa. Os resultados desse trabalho implicam em dois tipos de considerações finais: em primeiro lugar o livro de Gabaglia reflete um amplo e atualizado conhecimento do autor acerca do assunto proposto, o que sem dúvida merece destaque pela época e local da publicação. Além disso, a execução do trabalho nos proporcionou uma relevante aproximação com a matemática egípcia antiga, ou seja, foi possível conhecer e compreender métodos e procedimentos de cálculos empregados na antiga civilização da qual, assim como Gabaglia, possuímos grande admiração
Abstract: This dissertation is the result of a research study in the history of mathematics with the main objective of presenting an analysis of the book O mais antigo documento matemático conhecido (papyro Rhind), written by Eugênio de Barros Raja Gabaglia and published in Rio de Janeiro in the year 1899. Most of the text consists of the study of the book of Gabaglia, in which, in addition to considering the content itself we situate the analysis in the historical context in which the text was written. The procedures for the study evolved as the text was read. The analysis was based on two main types of literature: that which deals with the Rhind papyrus and ancient Egyptian mathematics, and, on the other hand, the historical theories of Fernand Braudel's and Michel de Certeau. The analysis is presented by means of comments the nature of which at times is explanatory, complementary, or comparative. The results of this work imply two kinds of final considerations: firstly Gabaglia's book reflects a broad and up-to-date knowledge of the author on the subject proposed, which undoubtedly deserves the prominence it has, given the time and place of publication. In addition, the development of the study provided a relevant approach to ancient Egyptian mathematics, in particular it was possible to come to know and understand the calculus methods and procedures employed in ancient Egyptian civilization which, like Gabaglia, we have come to admire greatly
Mestre
Geronimo, Rafael Rix. "Elaboração e proposta de um RPG (Role Playing Game) a partir do Papiro de Rhind." Pontifícia Universidade Católica de São Paulo, 2011. https://tede2.pucsp.br/handle/handle/10886.
Full textCoordenação de Aperfeiçoamento de Pessoal de Nível Superior
This dissertation was aimed at developing an RPG (Role Playing Game), inspired on the Rhind Papyrus, to introduce the idea of unknown number to students of the seventh grade of elementary school. To this end, we discoursed on the pedagogical potential of the RPG found in some studies, which explore the game as a pedagogical tool. We also presented a brief description of the Rhind Mathematical Papyrus, as far as their parts, organization and content are concerned. From the method of false position, present in the Rhind Papyrus, we tried to develop issues, which were incorporated in the RPG, to introduce the idea of the unknown number. We present, thus, an account of the game application to a group of five students in a public school of Sao Paulo state. This report points to some strategies used by students to solve problems and to the positive and negative aspects of the game. Among the negative aspects we can list the difficulties related to non-linear narrative of the games, the language used in the game besides the fact that not all the students feel motivated to play RPG. With regard to the positive aspects, one can highlight the involvement of some students with problems in the game, which is noted at their attempt to solving problems, showing that the students faced the errors in a positive way
Essa dissertação teve como objetivo a elaboração de um RPG (Role Playing Game), inspirado no Papiro de Rhind, para introduzir a noção de incógnita para alunos do sétimo ano do ensino fundamental. Para tanto, discorremos sobre as potencialidades pedagógicas do RPG presentes em alguns estudos que exploram o jogo como ferramenta pedagógica. Apresentamos também uma breve descrição do Papiro Matemático de Rhind, considerando suas partes, organização e conteúdo. A partir do método de falsa posição, presente no Papiro de Rhind, tentamos elaborar problemas, que foram incorporados no RPG, para introduzir a noção de incógnita. Apresentamos, assim, um relato da aplicação do jogo a um grupo de cinco alunos de uma escola publica estadual da grande São Paulo. Este relato aponta para algumas estratégias utilizadas pelos alunos para resolver os problemas e para os aspectos positivos e negativos do jogo. Dentre os aspectos negativos podemos listar as dificuldades relacionadas com a narrativa não linear das partidas, a linguagem que utilizamos no jogo além do fato de quem nem todos os estudantes se sentem motivados para jogar RPG. Como pontos positivos, podemos apontar para o envolvimento de alguns estudantes com os problemas presentes no jogo, o que é notório nas tentativas que os alunos fizeram para resolver os problemas, denotando que os alunos encararam os erros de uma maneira positiva
SILVA, Fabr?cio de Azevedo. "O m?todo da Falsa Posi??o: Uma alternativa para o ensino de resolu??o de problemas envolvendo equa??es do 1? grau." Universidade Federal Rural do Rio de Janeiro, 2015. https://tede.ufrrj.br/jspui/handle/jspui/2314.
Full textMade available in DSpace on 2018-05-17T18:02:04Z (GMT). No. of bitstreams: 1 2015 - Fabr?cio de Azevedo Silva.pdf: 2083796 bytes, checksum: d9a26681bab37d5289f5f06f93a62cc8 (MD5) Previous issue date: 2015-08-31
CAPES
The main objective of this research is to see whether the false position method, used to solve some problems Rhind Papyrus, can be an alternative for solving problems that involve the 1st degree equations with one unknown for students from the 7th grade of elementary school. The Egyptians used this method and this is a way to find the solution of the problem by requiring an initial value, considered the false position, which should be adjusted immediately to obtain the correct value. As we noted not rare that this strategy is adopted by students nowadays, we believe this is a plausible alternative to the teaching content. To check the effectiveness of the method, We conducted a case study ? adopting a qualitative approach to analyze the data collected in search ? with a group of the 7th grade in a municipal school in Rio de Janeiro. We propose a sequence of three activities, applied in a single meeting, where after the resolution of problems by students, we began a discussion of what strategies adopted. After the resolution of the first activity, a problem taken from the Rhind Papyrus, during the period for the discussion of the problem, we show how the Egyptians resolved. We can see that a considerable amount of them identified with the method, by the way they decided later activities.
O principal objetivo desta pesquisa ? verificar se o m?todo da falsa posi??o, utilizado para resolver alguns problemas do Papiro de Rhind, pode ser uma alternativa para resolu??o de problemas que envolvem equa??es do 1? grau com uma inc?gnita para alunos do 7? ano do ensino fundamental. Esse m?todo era utilizado pelos eg?pcios e trata-se de um caminho para encontrar a solu??o do problema atrav?s da estipula??o de um valor inicial, considerado a falsa posi??o, que dever? ser ajustado imediatamente ap?s para se obter o valor correto. Como observamos n?o ser raro que essa estrat?gia seja adotada pelos discentes nos dias atuais, acreditamos ser essa uma alternativa plaus?vel para o ensino do conte?do. Para verificar a efic?cia do m?todo, realizamos um estudo de caso ? adotando uma abordagem qualitativa para analisar os dados recolhidos na pesquisa ? com uma turma do 7? ano em uma escola da rede municipal do Rio de Janeiro. Propomos uma sequ?ncia de tr?s atividades, aplicada em um ?nico encontro, onde ap?s a resolu??o dos problemas pelos discentes, inici?vamos uma discuss?o sobre quais estrat?gias adotaram. Ap?s a resolu??o da primeira atividade, um problema retirado do Papiro de Rhind, durante o per?odo destinado ? discuss?o do problema, mostramos como os eg?pcios o resolviam. Podemos perceber que uma quantidade consider?vel deles se identificou com o m?todo, pela forma como resolveram as atividades posteriores.
Oliveira, Luísa Alexandra Carvalho de. "Tarefas didácticas para o ensino básico com recurso ao GeoGebra." Master's thesis, 2017. http://hdl.handle.net/10773/25091.
Full textThe main goal of this work is the construction and implementation of mathematical tasks that use dynamic applets in GeoGebra and that promote the learning of mathematical contents taught in Geometry and Measurement (GM) during the 7th, 8th and 9th grades. GM is one of the most demanding and extensive domains of the current School Curricula regarding Basic Education, particularly in the three-year period mentioned above. It is the purpose of this work to use new technologies, namely Dynamic Geometry Environments (DGE) associated both with the learning of mathematics and with the contents taught during the 7th, 8th and 9th) grades. At the same time, it is also our intention to verify whether a software of such nature can indeed act a facilitator and motivational element as far as the teaching-learning process of Geometry is related. During the development of these activities, students were asked to solve tasks using GeoGebra software. The methodology supporting this study is qualitative. The data that were gathered were based on: students' arguments, field notes, observation grids and recorded audio interviews. This study was carried out with groups of students attending the 7th, 8th and 9th grades, and aimed at analysing the effectiveness of GeoGebra in the teaching-learning process. Questionnaires and diagnostic tests were used to determine the level of geometric reasoning applied to each student. There were also used worksheets and exercises involving various tasks to be solved using applets created with GeoGebra. The findings of this research highlight the importance of using DGE while teaching Geometry, especially because of the role these tools play in the development of students' abstract reasoning, at the same time they also draw one’s attention to their main difficulties. In general, the results that were observed indicate that GeoGebra is a good learning resource to teach Geometry, motivating students and increasing their predisposition to the learning process.
Mestrado em Matemática para Professores
Books on the topic "Papiro de Rhind"
Schröder, Wolfgang, Stefan Pischinger, and Michael Klaas. Fuels From Biomass : An Interdisciplinary Approach: A collection of papers presented at the Winter School 2011 of the North Rhine Westphalia Research ... Fluid Mechanics and Multidisciplinary Design). Springer, 2015.
Find full text1891-, Rhine Louisa E., and Rao K. Ramakrishna, eds. Case studies in parapsychology: Papers presented in honor of Dr. Louisa E. Rhine at a conference held on November 12, 1983 at Bryan University Center, Duke University, Durham, North Carolina. Jefferson, NC: McFarland & Co., 1986.
Find full textBook chapters on the topic "Papiro de Rhind"
Cucinotta, Filippo, Marcello Raffaele, and Fabio Salmeri. "A Topology Optimization Method for Stochastic Lattice Structures." In Lecture Notes in Mechanical Engineering, 235–40. Cham: Springer International Publishing, 2021. http://dx.doi.org/10.1007/978-3-030-70566-4_38.
Full textHan, Zhen, Wei Yan, and Gang Liu. "A Performance-Based Urban Block Generative Design Using Deep Reinforcement Learning and Computer Vision." In Proceedings of the 2020 DigitalFUTURES, 134–43. Singapore: Springer Singapore, 2021. http://dx.doi.org/10.1007/978-981-33-4400-6_13.
Full textWells, Peter S. "Cross-Frontier Interactions in Roman Europe, AD 100–350." In Modeling Cross-Cultural Interaction in Ancient Borderlands. University Press of Florida, 2018. http://dx.doi.org/10.5744/florida/9780813056883.003.0002.
Full textPearson, Richard. "American Editions— Yellowflush Papers—Fitz-Boodle Papers—Major Gahagan—Men’s Wives—Barry Lyndon—A Shabby Genteel Story— Book of Snobs—Jeames’s Diary; A Legend of the Rhine; Rebecca and Rowena—Prize Novelists; The Fat Contributor; Travels in London—Mr. Brown’s Letters; The Proser, and Other Tales— ‘ Charity and Humour’." In The William Makepeace Thackeray Library, 61–64. Routledge, 2016. http://dx.doi.org/10.4324/9781315473215-7.
Full textConference papers on the topic "Papiro de Rhind"
Starčevic, Danijela, and Tatjana Jovanovic-Cvetkovic. "KOMPARATIVNE KARAKTERISTIKE INTERSPECIES HIBRIDA VINOVE LOZE I SORTE RIZLING RAJNSKI U USLOVIMA BANJALUČKE REGIJE." In SAVETOVANJE o biotehnologiji sa međunarodnim učešćem. University of Kragujevac, Faculty of Agronomy, 2021. http://dx.doi.org/10.46793/sbt26.161s.
Full textvan Hees, M. Th, and W. H. van den Broek-de Bruijn. "SUPREME: Submarine Space Partitioning in Rhino by Quaestor3." In 14th International Naval Engineering Conference and Exhibition. IMarEST, 2018. http://dx.doi.org/10.24868/issn.2515-818x.2018.005.
Full textOtremba, Frank, and José Antonio Romero Navarrete. "Analysis of the Capsizing of a Tanker in the Rhine River." In ASME 2017 International Mechanical Engineering Congress and Exposition. American Society of Mechanical Engineers, 2017. http://dx.doi.org/10.1115/imece2017-70488.
Full textHotchkiss, Anthony, and Bruce Geldard. "Writing a User Friendly Procedural Manual for ST/8 CNC Lathe." In ASME 1998 Design Engineering Technical Conferences. American Society of Mechanical Engineers, 1998. http://dx.doi.org/10.1115/detc98/cie-5500.
Full textChampigny, F., P. Blin, and J. L. Guilloteau. "Flamanville 3 EPR: How to Define the Pre-Service NDE Inspection Program." In ASME 2010 Pressure Vessels and Piping Division/K-PVP Conference. ASMEDC, 2010. http://dx.doi.org/10.1115/pvp2010-26000.
Full textLang, Gerhard, and Diana Pfeff. "Direct Pipe® as Alternative to HDD in Permeable Soil Conditions." In 2014 10th International Pipeline Conference. American Society of Mechanical Engineers, 2014. http://dx.doi.org/10.1115/ipc2014-33049.
Full textKuhlmann, Ulrike, and Simon Bove. "Refurbishment of orthotropic steel bridge decks by bolted solutions." In IABSE Congress, New York, New York 2019: The Evolving Metropolis. Zurich, Switzerland: International Association for Bridge and Structural Engineering (IABSE), 2019. http://dx.doi.org/10.2749/newyork.2019.1111.
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