Sólidos Geométricos

Nessa seção exploraremos a construções de alguns sólidos geométricos.[br][br][img]data:image/png;base64,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[/img]
Pirâmide
Com a ferramenta [icon]/images/ggb/toolbar/mode_pyramid.png[/icon] [i]Pirâmide, [/i]selecione ou crie um polígono para ser a base da pirâmide, em seguida selecione ou crie um ponto não coplanar a base. O mesmo pode ser feito através do comando Pirâmide( <Polígono>, <Ponto> ). [br][br][br]
Tente você mesmo
Através da ferramenta ou do comando apresentado anteriormente, construa uma pirâmide
Prisma
Com a ferramenta [icon]/images/ggb/toolbar/mode_prism.png[/icon] [i]Prisma, [/i]selecione ou crie um polígono para ser a base da pirâmide, em seguida selecione ou crie um ponto não coplanar a base. O mesmo pode ser feito através do comando Prisma( <Polígono>, <Ponto> )
Tente você mesmo
Através da ferramenta ou do comando apresentado anteriormente, construa um prisma
Cone
Com a ferramenta [icon]/images/ggb/toolbar/mode_cone.png[/icon] [i]Cone,[/i] selecione dois pontos e, em seguida, determine o raio da base. O mesmo pode ser realizado através do comando Cone( <Ponto>, <Ponto>, <Raio> )
Tente você mesmo
Através da ferramenta ou do comando apresentado anteriormente, construa um cone
Cilindro
Com a ferramenta [icon]/images/ggb/toolbar/mode_cylinder.png[/icon] [i]Cilindro,[/i] selecione dois pontos e, em seguida, determine o raio da base. O mesmo pode ser realizado através do comando Cilindro( <Ponto>, <Ponto>, <Raio> )
Tente você mesmo
Através da ferramenta ou do comando apresentado anteriormente, construa um cilindro
Cubo
Com a ferramenta [icon]/images/ggb/toolbar/mode_cube.png[/icon] [i]Cubo [/i]selecione, dois pontos. O mesmo pode ser obtido através do comando Cubo( <Ponto>, <Ponto> )
Tente você mesmo
Através da ferramenta ou do comando apresentado anteriormente, construa um cubo
Fazer extrusão para Pirâmide ou Cone
Com a ferramenta [icon]/images/ggb/toolbar/mode_conify.png[/icon][i]Fazer[/i] e[i]xtrusão para Pirâmide ou Cone[/i] é possível construir pirâmides ou cones retos a partir de suas base. Utilizando essa ferramenta, selecione um polígono ou um círculo e, em seguida, determine a altura. O mesmo pode ser realizado utilizando os comandos Pirâmide( <Polígono>, <Altura> ) ou Cone( <Círculo>, <Altura> )
Tente você mesmo
Através da ferramenta ou do comando apresentado anteriormente, construa uma pirâmide ou um cone
Fazer extrusão para Prisma ou Cilindro
Com a ferramenta [icon]/images/ggb/toolbar/mode_extrusion.png[/icon][i]Fazer [/i]e[i]xtrusão para Prisma e Cilindro[/i] é possível construir prismas ou cilindros a partir de suas bases. Utilizando essa ferramenta, selecione um polígono ou um círculo e, em seguida, determine a altura. O mesmo pode ser realizado utilizando os comandos Prisma( <Polígono>, <Altura> ) ou Cilindro( <Círculo>, <Altura> )
Tente você mesmo
Através da ferramenta ou do comando apresentado anteriormente, construa um prisma ou um cilindro

Information: Sólidos Geométricos