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)
1. Emoção: função psicológica que se desenvolve.
2. O que é a brincadeira e o como ela ajuda a educar as emoções.
Nesta unidade, você irá aprender como a atividade pedagógica na escola pode vir a se constituir em situação social de desenvolvimento das emoções da criança. Esse estudo envolve a apropriação dos seguintes conceitos: brincar como atividade guia do desenvolvimento da criança, emoção como função psicológica culturicizada, meio como fonte de desenvolvimento e interações e brincadeiras como eixos centrais da atividade pedagógica na educação infantil.
Bons estudos!
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)
ü Compreender o papel da brincadeira no processo educativo das emoções tendo como referência a BNCC e a teoria histórico cultural.
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)
Material da Disciplina:
MARTINS, Maria de Nazareth Fernandes. Prática pedagógica da educação infantil mediada pelo brincar: de estratégia de ensino à atividade guia do desenvolvimento integral da criança. 2019. 312f. Tese (Doutorado em Educação). Universidade Federal do Piauí, Teresina -Piauí, 2019.
A afetividade e suas implicações para a aprendizagem: considerações a partir da pedagogia histórico-crítica e da psicologia histórico-cultural https://www.academia.edu/28643100/A_afetividade_e_suas_implica%C3%A7%C3%B5es_para_a_aprendizagem_considera%C3%A7%C3%B5es_a_partir_da_pedagogia_hist%C3%B3rico_cr%C3%ADtica_e_da_psicologia_hist%C3%B3rico_cultural
Gazzotti, D., & de Souza, M. P. R. A emoção e o ensino-aprendizagem em uma perspectiva histórico-cultural: uma pesquisa na educação infantil bilíngue. DOI: https://doi.org/10.14393/OBv3n2.a2019-51562file:///C:/Users/CCE/Downloads/andrealongarezi,+6+Daniele+&+Marilene+-+OK.pdf
Paes, P. C. D. (2020). Funções psicológicas superiores e o enraizamento da cultura na individualidade. Brazilian Journal of Development, 6(7), 43489-43500. DOI: https://doi.org/10.34117/bjdv6n7-097 https://ojs.brazilianjournals.com.br/ojs/index.php/BRJD/article/view/12694
BRASIL. Ministério da Educação. Base Nacional Comum Curricular. Brasília/DF, 2018. Disponível em: http://basenacionalcomum.mec.gov.br/a-base. Acesso em: 12 ago. 2021. (Seção 3 – Educação infantil; pag. 33-53).
Silva, T. M. R., & Barroso, F. dos R. . (2022). A brincadeira como instrumento de desenvolvimento na Educação Infantil a partir da teoria de Vigotski. Ensino Em Perspectivas, 3(1), 1–11. Recuperado de https://revistas.uece.br/index.php/ensinoemperspectivas/article/view/8906
Smirnova, E., & Riabkova, I. (2019). Teoria da brincadeira na psicologia histórico-cultural. Teoria e Prática da Educação, 22(1), 84-97. DOI: https://doi.org/10.4025/tpe.v22i1.47434 https://periodicos.uem.br/ojs/index.php/TeorPratEduc/article/view/47434
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)
Você sabia que de acordo com Vigotski “brinquedo” não se refere a objeto, mas sim a atividade que realiza os desejos, necessidades e impulsos da criança, guiando seu desenvolvimento cognitivo, afetivo e social? Quer saber mais sobre isso, assista: https://www.youtube.com/live/xRFs_m3R6OE?si=tTQehY3hsfZeWugu
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)
Nesta unidade, nosso objetivo foi criar condições para que os alunos e alunas, a partir das categorias da teoria histórico-cultural, compreendessem:
ü A atividade pedagógica na escola pode vir a se constituir em situação social de desenvolvimento das emoções da criança;
ü O brincar como atividade guia do desenvolvimento da criança;
ü A emoção como função psicológica culturicizada;
ü O meio como fonte de desenvolvimento;
ü Interações e brincadeiras como eixos centrais da atividade pedagógica na educação infantil.
FÓRUM II
Período de Habilitação:
05/03/2024 às 00:00
a
26/03/2024 às 23:59
Inicia em 05/03/2024 às 0h 0 e finaliza em 19/04/2024 às 10h 59