Geometria Descritiva Estudo do Ponto I Introdução

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Geometria Descritiva – Estudo do Ponto I - Introdução • Introdução aos Conceitos Básicos da geometria Descritiva: • Elementos da projeção; • Planos (π) da Horizontal e (π') da Vertical; • Semi-Planos da Horizontal Anterior (πa), da Horizontal Posterior (πp), da Vertical Superior (π's) e da Vertical Inferior (π'i); • Planos Bissetores (βp) Bissetor par e (βi) Bissetor ìmpar; • 1º, 2º, 3º e 4º Diedros; e • Posições Relativas dos Pontos No Espaço Mongeano tridimensional e na Épura. • • Após a aula treinem realizando os Exercícios abaixo: • Exercícios EXE-GEODESC001-2020 (Vídeo: VD-GEODESC-2020) • Dê a épura dos pontos: • (A) está no primeiro diedro mais perto de (π) que de (π'); • (B) está no primeiro diedro mais perto de (π') que de (π); • (C) está no quarto diedro cuja cota tem o dobro do afastamento; • (D) está no terceiro diedro cujo afastamento é a metade da cota; • (E) está no segundo diedro e pertence ao bissector par; e • (F) está no bissector ímpar cujo afastamento é (-2). • Dado o ponto (A)[-1;2;-4], dê a épura e as coordenadas do seu simétrico em relação: • Ponto (B) em relação ao Plano Horizontal de Projeção; • Ponto (C) em relação ao Plano Vertical de Projeção; e • Ponto (D) em relação ao bissector par. • Dados os Pontos (A)[1;1;2] e (B)[3;-1;2], pede-se a épura e as coordenadas dos pontos: • Ponto (C) simétrico de (A) em relação ao bissector ímpar; e • Ponto (D) simétrico de (B) em relação ao bissector 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