[list][*]Público-Alvo – 9º Ano do Ensino Fundamental e 2º Ano do Ensino Médio.[/*][/list][list][*][justify]Habilidades da BNCC - (EM13MAT504) Investigar processos de obtenção da medida do volume de prismas, pirâmides, cilindros e cones, incluindo o princípio de Cavalieri, para a obtenção das fórmulas de cálculo da medida do volume dessas figuras.[/justify][br][/*][/list][list][*]Tempo – 2 tempos de 50 minutos.[/*][/list][br][list][*] Objetivo Geral – Conjecturar a fórmula do Volume da Pirâmide.[/*][/list][br][list][*]Objetivos Específicos[/*][/list] [br] Relembrar o conceito de Volume de um sólido geométrico;[br] Relembrar as definições de Prisma;[br] Relembrar as definições de uma Pirâmide;[br] Relembrar a fórmula para calcular o volume de um prisma.[br][br][list][*]Conteúdos[/*][/list][br] Volume;[br] Prisma;[br] Volume do prisma;[br] Pirâmide;[br] Volume da Pirâmide.[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 só é preciso pesquisar a construção que será utilizada, 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. A fase de concepções espontâneas servirá para o professor verificar os conceitos que os alunos já tenham ou não tenham definidos, necessitam conhecer as definições de volume, volume de um prisma e os conceitos de pirâmides, 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 que o volume da pirâmide é um terço do volume do prisma de mesma base e mesma altura. 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]