[justify]Muitos dos comandos utilizados no GeoGebra Gráfico e apresentados anteriormente, também funcionam na disposição 3D, seja através da Barra de Ferramentas ou da Janela de Álgebra. Contudo, a entrada de alguns comandos necessita de pequenas alterações para que seja posicionado de maneira correta.[/justify]

[justify]Para construir um ponto através da Janela de Álgebra, assim como visto anteriormente, digite suas coordenadas entre parênteses e separadas por virgula. [br]Para construir um ponto através da Barra de Ferramentas, selecione o ícone [icon]/images/ggb/toolbar/mode_point.png[/icon] [i]Ponto [/i]e o posicione no plano xOy. Aparecerá em seguida a ferramenta para deslocar o ponto em relação ao Eixo Z: [br][img]data:image/png;base64,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[/img][br]Caso deseje alterar a posição em relação ao plano xOy, clique novamente sobre o ponto e aparecerá a ferramenta que permitirá a alteração: [br][img]data:image/png;base64,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[/img][/justify][br][br]

[list][*]Construa o ponto A=(3,-2,1)[/*][*]Construa um ponto qualquer através da Barra de Ferramentas e altere sua posição em relaçãos aos três eixos [/*][/list]

Na disposição Gráfica era possível construir um reta perpendicular a uma outra reta. Agora, existe a possibilidade de construir uma reta perpendicular a um plano:[br][list][*]Para construir uma reta perpendicular a um plano selecione a ferramenta [icon]/images/ggb/toolbar/mode_orthogonalthreed.png[/icon] Reta Perpendicular e, em seguida, selecione um ponto e um plano. [/*][*]O mesmo pode ser feito através do comando Perpendicular( <Ponto>, <Plano> )[/*][/list]

[list][*]Construa uma reta perpendicular ao plano p[/*][/list]

A construção de um polígono, regular ou não, na disposição 3D se da de maneira semelhante à apresentada na disposição Gráfica, através da Barra de Ferramentas ou dos comandos: [br]Polígono( <Ponto>, ..., <Ponto> ) [br]Polígono( <Ponto>, <Ponto>, <Número de Vértices> ) (Para polígonos regulares)

[list][*]Construa um hexágono regular e, em seguida, altere suas posição no espaço [/*][/list]