Unidade I - FUNDAMENTAÇÃO TEÓRICA DAS DIFERENTES LÓGICAS DAS COMPETÊNCIAS
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)
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)
Entendimento sobre o conceito de lógica e o novo paradigma da aprendizagem;
Definição da área de Ciência Humanas e Sociais aplicadas e as estratégias de ensino-aprendizagem com base na lógica das competências;
Discussão sobre “as diferentes lógicas da pedagogia das competências na Área de Ciências Humanas e Sociais Aplicadas”;
MEDEIROS, M. (2016). Lógicas das competências: Perspectivas para o Currículo em
Ação. Revista Latinoamericana de Ciencias Sociales, Niñez y Juventud, 14 (2), pp. 1031-1040 http://www.scielo.org.co/pdf/rlcs/v14n2/v14n2a11.pdf
ZOMPERO, A. F; ANDRADE, M. A. B. S; MASTELARI, T. B; VAGULA, E. Ensino por
investigação e aproximações com a aprendizagem baseada em problemas. Debates em
Educação, v. 11, n. 25, p. 222–239, 2019. Disponível em:
https://www.seer.ufal.br/index.php/debateseducacao/article/view/7740/pdf. Acesso: 22 nov. 2021.
PARANÁ. REFERENCIAL CURRICULAR PARANAENSE PARA O NOVO ENSINO MÉDIO – VERSÃO PRELIMINAR (2): Sistema Estadual de Ensino do Paraná, 2019.
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)
• Entender o contexto de mudança de paradigma da educação tradicional para a lógica das competências.
• Compreender a lógica da formação por competências na área de Ciências Humanas e Sociais Aplicadas;
• Estudar as diferentes lógicas da pedagogia das competências na Área de Ciências Humanas e Aplicadas;
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)
Disponível em: https://geoverdade.com/2019/07/14/14084/
RIBEIRO, et al. Paradigma tradicional e paradigma emergente: algumas implicações na educação. Rev. Ensaio | Belo Horizonte | v.12 | n.01 | p.27-42 | jan-abr | 2010.
https://www.scielo.br/j/epec/a/38TbkSBPsHBLNqNc6CwJgWQ/?format=pdf&lang=pt
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https://statics-americanas.b2w.io/sherlock/books/firstChapter/189081.pdf
FÓRUM I
Período de Habilitação:
04/08/2023 às 08:00
a
30/08/2023 às 23:59
Inicia em 04/08/2023 às 8h 0 e finaliza em 30/08/2023 às 23h 59