Como visto anteriormente, a barra de ferramentas possui a seguinte disposição:[br][img]data:image/png;base64,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[/img][br]O contorno azul indica qual ferramenta está selecionada. Para selecionar uma ferramenta, basta clicar em seu ícone.[br][br]Nomes de cada ferramenta: [br][br][table][tr][td][icon]/images/ggb/toolbar/mode_move.png[/icon][/td][td]Manipulação[/td][/tr][tr][td][icon]/images/ggb/toolbar/mode_point.png[/icon][/td][td]Pontos[/td][/tr][tr][td][icon]/images/ggb/toolbar/mode_join.png[/icon][/td][td]Retas[/td][/tr][tr][td][icon]/images/ggb/toolbar/mode_orthogonal.png[/icon][/td][td]Posições relativas[/td][/tr][tr][td][icon]/images/ggb/toolbar/mode_polygon.png[/icon][/td][td]Polígonos[/td][/tr][tr][td][icon]/images/ggb/toolbar/mode_circle2.png[/icon][/td][td]Formas circulares[/td][/tr][tr][td][icon]/images/ggb/toolbar/mode_ellipse3.png[/icon][/td][td]Cônicas[/td][/tr][tr][td][icon]/images/ggb/toolbar/mode_angle.png[/icon][/td][td]Ângulos e medidas[br][/td][/tr][tr][td][icon]/images/ggb/toolbar/mode_mirroratline.png[/icon][/td][td]Transformações[/td][/tr][tr][td][icon]/images/ggb/toolbar/mode_slider.png[/icon][/td][td]Controles[/td][/tr][/table][table][tr][td][icon]/images/ggb/toolbar/mode_translateview.png[/icon][/td][td]Exibição [/td][/tr][/table]
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[/img][br]Para criar um ponto, primeiramente selecione o ícone [icon]https://www.geogebra.org/images/ggb/toolbar/mode_point.png[/icon] [i]Novo Ponto [/i]e em seguida clique na janela de visualização
[img]data:image/png;base64,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[/img][br]Para criar uma reta, primeiramente selecione o ícone [icon]/images/ggb/toolbar/mode_join.png[/icon] [i]Reta (Dois Pontos) [/i]em seguida clique em dois pontos, previamente definidos ou não, na janela de visualização
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[/img][br]Para construir um polígono, primeiramente selecione o ícone [icon]/images/ggb/toolbar/mode_polygon.png[/icon] [i]Polígono[/i], e clique em pontos (previamente determinados ou não) na janela de visualização[br][br]Exemplo: [br][img]data:image/png;base64,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[/img] [br]Para criar o polígono (A,B,C,D,E) foi necessário clicar no ponto A e em seguida nos pontos B, C, D, E e novamente no ponto A, respectivamente.
Para alterar um objeto já criado basta selecionar o ícone [icon]/images/ggb/toolbar/mode_move.png[/icon] [i]Mover, [/i]clicar no objeto que se deseja alterar e movimentá-lo pela janela de visualização
Seguindo as instruções abaixo, crie dois pontos, uma reta e um polígono e os movimente pela janela de visualização [br][list][*]Crie os [icon]/images/ggb/toolbar/mode_point.png[/icon] pontos A e B [/*][*]Construa uma [icon]/images/ggb/toolbar/mode_join.png[/icon] reta que passe pelos pontos A e B[/*][*]Construa um [icon]/images/ggb/toolbar/mode_polygon.png[/icon] polígono selecionando 5 pontos [/*][*]Movimente [icon]/images/ggb/toolbar/mode_move.png[/icon] os objetos criados na janela de visualização[/*][/list]