1º Postulado da Inclusão - 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 1º Postulado da Inclusão.[/*][/list][br][list][*]Objetivos Específicos[/*][/list] [br]   Identificar as relações de continência;[br][br][list][*]Conteúdos[/*][/list][br]   Conceito de Reta;[br]   Conceito de Plano;[br]   Relações de Continência;[br]   1º Postulado da Inclusão. [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][br] 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[/img][br][br][list][*]Orientações Pedagógicas[/*][/list][br][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 os alunos compreendem as relações de continência, assim como os seus símbolos, 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 que que uma reta está contida no plano quando dois pontos quaisquer desta pertencem ao plano. 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: 1º Postulado da Inclusão - Plano de Aula