[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 Existência.[/*][/list][br][list][*]Objetivos Específicos[/*][/list] [br] Identificar que dois pontos determinam uma única reta;[br] Identificar que existem infinitos pontos pertencentes a uma reta;[br] Identificar que existem infinitos pontos que não pertencem a reta.[br] [br][list][*]Conteúdos[/*][/list][br] Conceito de Reta;[br] 1º Postulado da Existência [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][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 possuem os conceitos euclidianos sobre a reta, 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 a que existem infinitos pontos que pertencem à reta e infinitos pontos que não pertencem à reta. 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][br][br] [br]