UD6_Fitxa5_ex3
Erabaki
Konponketa
UD6
Fitxa 5
Exercici 3. Donades l’alçat, planta i perfil d’una peça a escala 1:1, dibuixa la seva perspectiva axonomètrica a escala 5:2, segons els eixos donats.
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)
UD6
Fitxa 5
Exercici 3. Donades l’alçat, planta i perfil d’una peça a escala 1:1, dibuixa la seva perspectiva axonomètrica a escala 5:2, segons els eixos donats.
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