Postulado da Separação do Espaço - Plano de Aula

Plano de Aula
[list][*]Habilidades da BNCC – Não existe uma habilidade da BNCC que trate especificamente dos postulados da geometria espacial.[/*][/list][br][list][*]Tempo – 1 tempo de 50 minutos.[/*][/list][br][list][*] Objetivo Geral – Compreender o Postulado da Separação do Espaço.[/*][/list][br][list][*]Objetivos Específicos[/*][/list] [br]   Compreender os conceitos de posição relativa entre reta e plano;[br]   Compreender o conceito de espaço;[br][br][list][*]Conteúdos[/*][/list]  Conceito de Plano;[br]  Conceito de Espaço;[br]  Posição Relativa entre Reta e Plano;[br]  Postulado da Separação do Espaço. [br][br][list][*]Recursos Necessários[/*][/list][br]   Projetor Multimídia;[br]   Impressões;[br]  Computadores ou smartphones com o Geogebra 3D;[br]    Internet para baixar as construções ou pendrive com as construções prontas; [br]   Caneta de Quadro Branco;[br]   Apagador;[br]    Quadro Branco;[br][br][list][*]Procedimentos/Resumo da Aula[/*][/list] 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[/img][br][br][list][*]Orientações Pedagógicas[/*][/list] [justify]  Na fase de construção os alunos devem seguir o passo a passo para realizar a construção da reta, caso os alunos não estejam familiarizados com o Geogebra 3D o professor pode realizar a construção junto com os alunos fazendo-a com uma projeção utilizando um projetor multimídia ou na falta deste recurso o professor pode já utilizar a construção pronta que está disponibilizada em no Livro – Atividades Investigativa de Geometria Espacial. A fase de concepções espontâneas servirá para o professor verificar se[br]os alunos compreendem as posições relativas entre retas e planos, o professor pode propor um debate com todos os alunos a fim de chegar às definições solicitadas, pois estas serão de extrema importância para a conclusão da atividade. Na fase de perguntas/hipóteses os alunos serão questionados sobre as construções e experimentações que realizarão e a partir destas criarão suas hipóteses que deverão ser experimentadas na fase de experimentação. Com todas as experimentações, indagações e hipóteses testadas, os alunos vão aos poucos conjecturando o enunciado do postulado da separação do espaço. Caso os alunos tenham dificuldades o professor pode intervir para que o aluno consiga prosseguir na construção do conhecimento ou pode solicitar que um outro aluno que já tenha conseguido auxilie o aluno com dificuldade.[/justify]

Information: Postulado da Separação do Espaço - Plano de Aula