Classificação e Natureza

Classificação dos Prismas
De acordo com algumas características, um prisma pode ser classificado em reto ou oblíquo. No [i]applet [/i]seguinte movimente o ponto O para ver as diferentes classificações do prisma. Movimente também o ponto L.
Reflexão 1
A partir da manipulação do [i]applet [/i]anterior, o que caracteriza um prisma oblíquo? E um prisma reto?
Em um prisma [b]reto[/b], as arestas laterais são perpendiculares às bases. Em outras palavras, as arestas laterais formam um ângulo de 90º com a base. 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[/img][br][br][/center][br]Em um prisma reto, a altura corresponde à medida do comprimento da aresta lateral.[br][br]Em um prisma [b]oblíquo[/b], as arestas laterais são oblíquas às bases. Em outras palavras, as arestas laterais formam um ângulo diferente de 90º com a base. [br][center][br][br][img]data:image/png;base64,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[/img][/center][justify][br]Em um prisma oblíquo, a altura está relacionada à medida da aresta lateral e ao ângulo formado entre a aresta lateral e sua projeção no plano da base.[/justify]
Classificação dos Prismas quanto a Natureza
[br]Os prismas podem ser classificados quanto a sua natureza. Manipule o [i]applet [/i]abaixo:[br]
Reflexão 2
A partir da manipulação do [i]applet [/i]anterior, o que caracteriza um prisma Triangular? E um prisma Heptagonal?
Um prisma de base hexagonal, possui:
Um prisma pode ser denominado de acordo com o polígono que compõe sua [b]base. [/b]Se a base for um [b]triângulo[/b], então o prisma é [b]triangular[/b]. Se a base é um [b]quadrilátero[/b], então o prisma é [b]quadrangular[/b]; e assim por diante. [br]Exemplos:[br][br][center][/center][center][img]data:image/png;base64,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[/img][/center][br][br]
Na videoaula seguinte, o Prof. Paulo Pereira explora os PRISMAS: CONCEITOS INICIAIS - DEFINIÇÃO E CLASSIFICAÇÃO.
Compreendeu bem a videoaula? Caso não tenha compreendido, escreva aqui o que não entendeu, identificando em qual momento (minutos e segundos) do vídeo ocorreu a dúvida.
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Information: Classificação e Natureza