[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 2º Postulado da Inclusão.[/*][/list][br][list][*]Objetivos Específicos[/*][/list] [br] Compreender os conceitos de retas concorrentes;[br] Compreender as relações de pertinência[br][br][list][*]Conteúdos[/*][/list][br] Conceito de Reta;[br] Conceito de Plano;[br] Relações de Pertinência;[br] 2º 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] 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[/img][br][br][list][*]Orientações Pedagógicas[/*][/list][br] 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 o conceito de retas concorrentes e as relações de pertinência, assim como o reconhecimento dos 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 um ponto pertence a um plano quando ele pertence a uma reta do 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.