Projeção Ortogonal - Plano de Aula

Plano de Aula
[list][*]Público-Alvo – Alunos do 9º Ano do Ensino Fundamental ou 2º Ano do Ensino Médio.[/*][/list][list][*]Habilidades da BNCC – (EF09MA17) Reconhecer vistas ortogonais de figuras espaciais e aplicar esse conhecimento para desenhar objetos em perspectiva.[br][/*][/list][list][*]Tempo – 1 tempo de 50 minutos.[/*][/list][br][list][*]Objetivo Geral – Identificar a projeção ortogonal sob um plano dado.[/*][/list][br][list][*]Objetivos Específicos[/*][/list] [br]  Relembrar o conceito de Poliedros e seus elementos;[br]  Utilizar os conceitos de ponto médio de um segmento; [br]  Utilizar os conceitos de centro de uma face;[br][br][list][*]Conteúdos[/*][/list][br]  Poliedros e seus elementos;[br]  Ponto Médio de um Segmento;[br]  Centro de uma Face.[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]  [justify] Na fase de construção o aluno deverá seguir o passo a passo para construir a imagem da questão, caso os alunos não consigam o professor pode realizar mostrar aos alunos fazendo 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 Investigativas de Geometria Espacial, além disso existe a ferramenta de realidade aumentada disponível no Geogebra 3D para smartphone que pode auxiliar essa construção.. A fase de concepções espontâneas servirá para o professor verificar os conceitos que os alunos já tenham ou não tenham definidos, necessitam para essa atividade dos conceitos de poliedros, ponto médio e cento, 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 percebendo e projetando ortogonalmente no plano solicitado. Caso os alunos tenham dificuldades o professor pode intervir para que o aluno consiga prosseguir na construção do conhecimento, a ferramenta de realidade aumentada é de grande valia para esta atividade pois facilitas a construção total da questão.[/justify]

Information: Projeção Ortogonal - Plano de Aula