Metodologia do educar pela pesquisa na formação de docentes do ensino fundamental – anos iniciais: na prática e possibilidades

Auteurs

  • Geanne Estevam Silvano Geanne Estevam Silvano Universidade Federal do Rio Grande do Norte https://orcid.org/0000-0001-9143-1858
  • Geovar Miguel dos Santos Universidade Federal do Rio Grande do Norte
  • Ione Rodrigues Diniz Morais Universidade Federal do Rio Grande do Norte
  • Tânia Cristina Meira Garcia Universidade Federal do Rio Grande do Norte

DOI :

https://doi.org/10.51359/2594-9616.2020.246229

Mots-clés :

Ensino de Geografia, Anos Iniciais do Ensino Fundamental, Educar pela Pesquisa, Prática de Ensino, Sequência Didática.

Résumé

O presente trabalho trata de apresentar a aplicação da Metodologia do Educar pela Pesquisa como uma possibilidade de ensino nos anos iniciais do Ensino Fundamental cujo foco é a pesquisa em sala de aula. Esta proposta difundida e que serviu de requisito avaliativo ao término do semestre na disciplina Geografia no Espaço Escolar do Mestrado Profissional em Geografia da UFRN – GEOPROF/ CERES- RN no semestre 2019.2, o estudo da pesquisa como princípio educativo, vinculado à temática Geografia e Cidadania correlaciona os fundamentos defendido por Pedro Demo na busca de encorajar seu uso também na Educação Básica pelos mestrandos. A pesquisa do tipo exploratória, usou questionários de investigação em campo para situar/diagnosticar os conhecimentos dos alunos do 5º ano a respeito dos serviços essenciais existente no bairro onde estudam. Como base teórica, a pesquisa do tipo descritivo analítica, através de estudo bibliográfico, baseado em autores da abordagem pedagógica sociocultural, em termo didático pedagógicos várias estratégias para alcançar os objetivos.

Bibliographies de l'auteur

Geanne Estevam Silvano Geanne Estevam Silvano, Universidade Federal do Rio Grande do Norte

Licenciada em Pedagogia pela UFRN,

Especialista em Psicopedagogia Clínica e Institucional/FIP, Aluna do Programa de Pós-Graduação em Geografia/Mestrado Profissional – GEOPROF - UFRN/CERES-RN.

Geovar Miguel dos Santos, Universidade Federal do Rio Grande do Norte

Graduação em Pedagogia pela Universidade Federal do Rio Grande do Norte (UFRN/CERES-Caicó);

Especialista em Mídias na Educação-UERN,

Mestrando do Programa de Pós-graduação em Geografia (Mestrado Profissional - GEOPROF/UFRN/CERES).

<img src="data:image/png;base64,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

Ione Rodrigues Diniz Morais, Universidade Federal do Rio Grande do Norte


Licenciada em Geografia pela Universidade Federal do Rio Grande do Norte;

Mestre  em Ciências Sociais pela Universidade Federal do Ruio Grande do Norte;

Doutora em Ciências Sociais pela Universidade Federal do Ruio Grande do Norte;

Professora Associada IV da Universidade Federal do Rio Grande do Norte, onde desenvolve atividades de gestão, ensino, pesquisa e extensão e integra o corpo docente do Departamento de Geografia do Centro de Ciências Humanas, Letras e Artes (CCHLA) da UFRN;

No âmbito da Gestão, é Secretária Ajunta de Educação a Distância da UFRN;

No Ensino, atua nos cursos de bacharelado e licenciatura nas modalidades presencial e a distância e nos programas de Pós-graduação e Pesquisa em Geografia (PPGe-CCHLA), Pós-graduação em Geografia - Mestrado Profissional (GEOPROF-CCHLA/CERES-Campus de Caicó) e Programa de Pós-graduação em Geografia - CERES;

Na pesquisa, atua na área de Geografia, em temáticas vinculadas a Geografia Urbana, Geografia Regional, Desenvolvimento Regional, Geografia e Saúde, Formação mediada por tecnologias e Ensino de Geografia;

Na extensão, desenvolve atividades de diferentes naturezas na coordenação e colaboração de projetos e eventos e como palestrante, debatedora em mesa-redonda, conferencista, entre outros.

Orientadora deste artigo.

Tânia Cristina Meira Garcia, Universidade Federal do Rio Grande do Norte

Graduação em Licenciatura Plena em Pedagogia pela Universidade Federal do Ceará;

Graduação em Direito pela Universidade de Fortaleza;

Mestrado em Educação pela Universidade Federal do Ceará;

Doutorado em Educação pela Universidade Federal do Ceará;

Professora associado da Universidade Federal do Rio Grande do Norte;

Coordenadora do Programa Pós-graduação em Geografia - Mestrado Profissional - GEOPROF, da Universidade Federal do Rio Grande do Norte; Professor tutor da Universidade Federal do Rio Grande do Norte e Coordenador de Polo UAB/SEDIS-UFRN da Universidade Federal do Rio Grande do Norte.

Tem experiência na área de Educação, com ênfase em Educação a Distância, atuando principalmente nos seguintes temas: ensino, formação docente, educação, saberes e escola.

 Orientadora deste artigo.

Références

Brasil. Secretaria de Educação Fundamental. Parâmetros curriculares nacionais: introdução aos parâmetros curriculares nacionais. Brasília: MEC/SEF, 1998.

______. Base Nacional Comum Curricular. Brasília: MEC, 2017. Disponível em: http://basenacionalcomum.mec.gov.br/images/BNCC_20out_site.pdf. Acesso em: 22 de outubro de 2019.

CASTELLAR, S. M. V.; Educação Geográfica: a psicogenética e o conhecimento escolar. Cad. Cedes, Campinas, v. 25, n. 66, p. 209-225, 2005. Disponível em: . Acesso em: 22 abr. 2019.

DELORS, J. et al. Educação: um tesouro a descobrir: relatório para a UNESCO da Comissão Internacional sobre Educação para o Século XXI. São Paulo: Cortez; Brasília, DF: UNESCO, 1998.

DEMO, P.; Educar pela pesquisa. 10 ed. Campinas, SP: Autores Associados, 2002. – (coleção educação contemporânea). EDITORA FTD, série de vídeos pedagógicos da. As cidades se transformam com o passar do tempo. Disponível:< http: //digital.ftd.com.br >. Acesso em: 15 ago. 2019.

GIL, A. C; Como elaborar projetos de pesquisa. 4. ed. São Paulo: Atlas, 2007.

Martinez, Rogério. Novo Pitanguá, 1º edição, São Paulo: Moderna, 2007.

PERRENOUD, P.; Dez novas competências para ensinar. Artmed, 2000.

STRAFORINI, R.; Ensinar Geografia nas Séries Iniciais: O Desafio da totalidade Mundo. 2001.150f. Dissertação (Mestrado em Geociências) - Universidade Estadual de Campinas, Instituto de Geociências, Campinas, SP, 2001.

VEIGA, I. P. O.; Projeto Político Pedagógico da Escola: uma construção coletiva. In: VEIGA, I. P.; Projeto Político Pedagógico da Escola: uma construção possível. Campinas: Papirus, 1995. p. 11- 36.

ZABALA, A.; A prática educativa: como ensinar. Porto Alegre: Artmed, 1998.

Téléchargements

Publiée

2020-09-09

Comment citer

Estevam Silvano, G. E. S. G., Santos, G. M. dos, Morais, I. R. D., & Garcia, T. C. M. (2020). Metodologia do educar pela pesquisa na formação de docentes do ensino fundamental – anos iniciais: na prática e possibilidades. Revista Ensino De Geografia (Recife), 3(2), 261–280. https://doi.org/10.51359/2594-9616.2020.246229