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)
1.Ciências da natureza na formação geral básica e específica:
1.1 Ciências da natureza: dos primórdios aos tempos atuais;
1.2 Competências e habilidades: BNCC e a área de ciências da natureza na formação geral básica do ensino médio;
1.3 Planejamento de aulas na área de ciências da natureza para a formação geral básica (FGB) do ensino médio;
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)
ü Compreender a evolução histórica das Ciências da Natureza, desde os primórdios até os dias atuais;
ü Analisar as competências e habilidades propostas pela Base Nacional Comum Curricular (BNCC) relacionadas à área de Ciências da Natureza no ensino médio;
ü Planejar aulas eficazes na área de Ciências da Natureza para a Formação Geral Básica do ensino médio.
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)
ü CHASSOT, A. A ciência através dos tempos. São Paulo: Moderna, 1994. Disponível em:https://ifbaiano.edu.br/portal/gpec/wp-content/uploads/sites/101/2020/11/A-Ciencia-Atraves-Dos-Tempos-Attico-Chassot.pdf
ü BRASIL. Base Nacional Comum Curricular (BNCC): educação é a base. Brasília, DF: MEC/CONSED/UNDIME, 2018. Disponível em: http://basenacionalcomum.mec.gov.br/images/BNCC_EI_EF_110518_versaofinal_site.pdf. Acesso em:10 jan. 2024.
ü https://www.eduweb.com.br/plano-de-aula-ciencias-da-natureza-ensino-medio/
ü LUCKESI, C. C. Planejamento e Avaliação na Escola: articulação e necessária determinação ideológica. Série Idéias, n. 15, p. 115-125. São Paulo: FDE, 1992. Disponível em:http://www.crmariocovas.sp.gov.br/pdf/ideias_15_p115-125_c.pdf. Acesso : 11 jan. 2024.
ü LIBÂNEO, J. C. O Planejamento Escolar. In: LIBÂNEO, J. C. Didática. São Paulo: Cortez, 2008.Disponível em:https://jspimenta.files.wordpress.com/2009/03/libaneo-planejamento-escolar.pdf. Acesso 12 jan.2024.
ü ROSA, Carlos Augusto de Proença. História da ciência: a ciência e o triunfo do pensamento científico no mundo contemporâneo / Carlos Augusto de Proença. 2. ed. Brasília: FUNAG, 2012. Disponível em: http://funag.gov.br/loja/download/1022- Historia_da_Ciencia_-_Vol.IIIA_Ciencia_e_o_Triunfo_do_Pensamento_CientIfico_no_Mundo_Contemporaneo.pdf. Acessp 1 jan. 2024.
ü UNESCO. A ciência para o século XXI: uma nova visão e uma base de ação – Brasília:
UNESCO/ABIPTI, 2003. 72p. Disponível em: http://www.dominiopublico.gov.br/download/texto/ue000207.pdf . Acesso em: 20 dez. 2023.
MATERIAL COMPLEMENTAR:
ü CHALMERS, Alan F. O que é ciência afinal? Tradução: Raul Filker: 1ª. Ed. – São Paulo:
Brasiliense, 1993. Disponível em:https://www.nelsonreyes.com.br/A.F.Chalmers_-_O_que_e_ciencia_afinal.pdf. Acesso 20 dez. 2023.
ü SILVA, C. A. P. et .al Currículo do Piauí: um marco para a educação do do nosso. Teresina: SEDUC, 2019. Disponívem em:https://www.seduc.pi.gov.br/arquivos/diretrizes/13-novo%20ensino%20medio%20Caderno01_Curriculo_Piaui.pdf. Acesso em: 10 dez. 2024.
VÍDEOS:
ü Aula: planejamento na organização do trabalho docente. Link:https://www.youtube.com/watch?v=TwomoziMqfY
ü As competências gerais da BNCC. Link: https://www.youtube.com/watch?v=-wtxWfCI6gk
LINKS DE ARTIGO:
ü SABÓIA, V. S. M.; BARBOSA, R. P. Base Nacional Comum Curricular: competências, habilidades e o planejamento escolar. Revista do Pemo, Fortaleza, v.2, n.1, p. 1-13,2020. Disponível em: https://revistas.uece.br/index.php/revpemo/article/view/3663/4185 . Acesso em: 10 jan. 2024.
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)
Você sabia que existe o Portal do Professor, do Ministério da Educação?
É um espaço de apoio ao professor. Nele, há uma página chamada “Espaço da Aula”, onde os professores produzem seus planos de aula e podem ver outros disponíveis para troca de experiências. Acesse o site http://portaldoprofessor.mec.gov.br/index.html, cadastre-se, compartilhe seu plano de aula que será desenvolvido da Tarefa I e coloque em prática o que aprendemos até agora.
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)
Na Unidade I espera-se que o educando consiga compreender a história das ciências da natureza, possa fazer uma análise crítica da Base Nacional Comum curricular (BNCC) para o ensino de Ciências da Natureza e assim adquirir estratégias de ensino/ metodologias eficazes e propor avaliação para o planejamento de aulas de acordo com a BNCC.
Inicia em 21/01/2024 às 0h 0 e finaliza em 20/02/2024 às 23h 59
FÓRUM I
Período de Habilitação:
20/01/2024 às 00:00
a
20/02/2024 às 23:59
Etapa I- Elaboração plano de aula Boa Noite,
Segue um slide sobre plano de aula ( Etapa I). Para aqueles que não possuem experiência em fazer plano de aula. Teremos a Etapa II e posteriormente poderão inserir o plano de aula completo no sigaa (para aqueles que ainda não fizeram). Qualquer dúvida poderemos conversar no fórum I.
Até mais
Melise Pessôa