Construção: prisma

Passo a passo para construção de um prisma
1 - Abra o GeoGebra 3D; [br]2 - Você deverá construir um sólido geométrico, o prisma, utilizando as ferramentas do GeoGebra;[br]3 - Clique em "ferramentas" no lado superior esquerdo da plataforma digital:[br][img]data:image/png;base64,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[/img][br]4 - Na opção "mais", em "sólidos", selecione a opção "prisma": [br][img]data:image/png;base64,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[/img][br]5 - Denote os pontos da base sobre o eixo X e Y: (3,0,0), (-3,0,0) e (0,-3,0). E altura no eixo Z no ponto (0,0,3). [br]6 - Pronto, seu prisma está pronto.
Questão
Utilizando as ferramentas do GeoGebra, qual a área da base do prima e qual a área de um dos seus lados e qual o volume desse sólido geométrico?
Close

Information: Construção: prisma