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]
[img]data:image/png;base64,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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.[br][br]Observe que as coordenadas dos pontos criados aparecem automaticamente na janela de álgebra.
[img]data:image/png;base64,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[/img][br]Para criar uma reta, primeiramente selecione o ícone [icon]https://www.geogebra.org/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
[img]data:image/png;base64,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[/img][br]Para construir um polígono, selecione o ícone [icon]https://www.geogebra.org/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] [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]https://www.geogebra.org/images/ggb/toolbar/mode_move.png[/icon] [i]Mover, [/i]clicar no objeto que se deseja alterar e movimentá-lo pela janela de visualização.
Para não exibir um elemento criado basta clicar no ícone que fica ao lado de sua representação na janela de álgebra [br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAY8AAAC6CAYAAABWWsFNAAAWuElEQVR4Ae2d228UV56A60+YR7+MNHncNxAvQ0ZLAko0Au1mCBKzIzSjJRsFacWSQSEXDUxmCPHOJMSKNiRzadMxYhy83JwxYxkzoE6UDRgREhuTASQcm0vimB0v6dCmMSYmv9Wv2t0u9636uLvK1ae/kkp0V506l+93XB+nTlW1kxobk8Pr18tWx2GFAX2APkAfoA+U7QP7f/IT+XJgQJx3Vq8umxCpIFX6AH2APkAf8PaBNxctEse7gc90EPoAfYA+QB+opA8gD4aojDzpA/QB+oBxHyiQh7BAAAIQgAAE8gjkj0aQRx4gvkIAAhCAQCEB5FHIhC0QgAAEIOBDAHn4AGI3BCAAAQgUEkAehUzYAgEIQAACPgSQhw8gdkMAAhCAQCEB5FHIhC0QgAAEIOBDAHn4AGI3BCAAAQgUEkAehUzYAgEIQAACPgSQhw8gdkMAAhCAQCEB5FHIhC0QgAAEIOBDIJrycBwR7+rTCHZDAAIQgEC4BJBHuLwpDQIQgIAVBJCHFWGkERCAAATCJYA8wuVNaRCAAASsIIA8rAgjjYAABCAQLgHkES5vSoMABCBgBQHkYUUYaQQEIACBcAkgj3B5UxoEIAABKwggDyvCSCMgAAEIhEsAeYTLm9IgAAEIWEEAeVgRRhoBAQhAIFwCyCNc3pQGAQhAwAoCyMOKMNIICEAAAuESQB7h8qY0CEAAAlYQQB5WhJFGQAACEAiXAPIIlzelQQACELCCAPKwIow0AgIQgEC4BJBHuLwpDQIQgIAVBJCHFWGkERCAAATCJYA8wuVNaRCAAASsIIA8rAgjjYAABCAQLgHkES5vSoMABCBgBQHkYUUYaQQEIACBcAkgj3B5UxoEIAABKwggDyvCSCMgAAEIhEsAeYTLm9IgAAEIWEEAeVgRRhoBAQhAIFwCyCNc3pQGAQhAwAoCyMOKMNIICEAAAuESQB7h8qY0CEAAAlYQQB5WhJFGQAACEAiXAPIIlzelQQACELCCAPKwIow0AgIQgEC4BJBHuLwpDQIQgIAVBJCHFWGkERCAAATCJYA8wuVNaRCAAASsIIA8rAgjjYAABCAQLgHkES5vSoMABCBgBQHkYUUYaQQEIACBcAkgj3B5UxoEIAABKwggDyvCSCMgAAEIhEsAeYTLm9IgAAEIWEEAeVgRRhoBAQhAIFwCyCNc3pQGAQhAwAoCyMOKMNIICEAAAuESQB7h8qY0CEAAAlYQQB5WhJFGQAACEAiXQDTk8f77It7VcUS8q3effmaBAAQgAIEFJRANeaxfP1cWXnHkf169ekGBUTgEIAABCIhEQx7JZOXyGBggbhCAAAQgsMAEoiEPhVDJ6INRxwJ3F4qHAAQgkCEQHXlUMvpg1EG/hQAEIBAJAtGRh+IoN/pg1BGJDkMlIAABCCiBaMmj3OiDUQc9FgIQgEBkCERLHoql2OiDUUdkOgwVgQAEIKAEoiePYqMPRh30VghAAAKRIhA9eSge7+iDUUekOgyVgQAEIKAEoikP7+iDUQc9FQIQgEDkCERTHopJRx+MOiLXYagQBCAAASUQXXno6INRB70UAhCAQCQJVCWP+/fvi03r0NCQVe2xKTa0xa6/tUaI5zfffCO3bt2Szz77rC7PK3o+vHPnTm7NN1hV8vj222/FplVh2dQe2mJX/ySe9RXP6elpSaVSrjzqMXZ6PpycnMytNZVHfmb1/l3/h8ACAQhAoBYEdHQ1MTEhw8PDtcgu9Dz0fHj37t3cml+BqkYe+ZnV+3fkUe8RpP4QiA4B5BGdWAReE+QROGIKgEDDEEAeDRNqca9NNlBzaSoEIBAgAeQRINyoZc3II2oRoT4QqF8CyKN+Y2dcc+RhjIwDIACBEgSQRwkwNm5GHjZGlTZBYGEIII+F4b4gpSKPBcFOoRCwkkDU5aHPoZRb9HzIrbrlCHn2IQ8PDD5CAAJVETCRR3d3t5iu169fr6p+L7/8ctlnUOpKHgcO/J888cSwLFnyqXz3u/3uqp/Xrx8W3Rf0gjyCJkz+EGgcAibyiMViYrIOzLz378yZYfnRj/5VHnxwmaxb9x8yNVUZX31y/Omnn5bTp0+XPKAu5KFiUEmsXv2ZbN9+U955564cPfqtu+pn3ab7NE2QEkEeJfsROyAAAUMCQcnj7bffdl+jdPbsBXnwweWydev/yBtvfCU///lBeeyxf3Frqa9FKbd88cUXsmHDBrly5UrJZJGXx9at1+Whhy7JG29MyLFjUnbVNJpWjwliQR5BUCVPCDQmARN5zIfQ7353RNas2SyxmOTWhx/+Jzl//qpvdufPn3floSOQUkuk5aES0BGFjjL8xJHdr2n1mCAEgjxKdSO2QwACpgSClkdra4+sXftCThwqkR/84BG5ePFz36omEgn3slW5hJGVh15+0lGEiTi8AtFja30JC3mU60rsgwAETAgELY8zZwbl+9//R/ey1euv35D161+Xhx9eKZ9/7i+Pffv2SUtLS9nmRFYeOn9RyaWqrDDy/9VjNY9aLtbK40pC3mrtk2QtYdUkr6T0tb4lidKXXWtSCplAYCEIBC2PAwcOyNatLfLUU7+Whx76ofzyl3+U5ubfim73W1Qchw4dKpsskvLQEYNeesoXgul3zaOWo4/q5TEpI6cTkjg9IqWvJJaNV+13TvRJ8/J1ss/kBD2RlGQyGU4bxntk4/Jm6ZuofdPJEQILSSBIeejzFy+88IJ0dXXNaeKJEyfkmWeecf9+5+zwfNEfqdLJ8v7+fs/Wwo+RlIfeeqt3UJnKIj+95qG39tZqqVoen++TNY4jjvOkdI7XqlbV5DMmnT97QDb+pcIxx0S/vLX2AXHcNjjiNP2DPNl2sTYSGe+RLY+ukBW7Cjts8i8b5YF/74ngyKga9hzb6ARM5PHxxx9LJevly5ddrJ988okrgNHR0TmY9ZcLn332WTmmJ8sSy7lz59xj/e7IiqQ89HKT3oKbLwPT75pHLS9dVSuPkbZVsvg3b0nzIkdWtY2UCF14myff2yZNi1qk8HRdrA6TknjuAVnXejF3Eh87uk2WOk2y7uBYsQMMtmneS2XxIkecHX1FjuuXlkWLpfl0ZMZrRerIJgiYETCRR6XPeKhgdDl8+LC89tprRSt08OBBeemll4ru0426v7m5ueT+7I5IykMfAJzPRHm+XDQPzatWS3XyyJwAWwZE+ncuFufRuCysPpLS+YQjK1orrIWOmoqIxm1Lke0mzCfPNsvSlXGJ7yglD5GR1hXiMPowwUraiBMIQh7ZyfBXXnlFjhw5UpTA1atX3ZHFqVOniu7XY/fv3190n3cj8vDS8PlclTwGWmRx9iSrn53FoiJZsCXZIxuN6jAp/QNFRPPhNnGcZik2XqisbSMSX9kk296blL4y8hCX2RZJMPioDCupIk/ARB56+amSVX8L/fbt264cLl68WJKBjmSKjUy0DJ3vOHv2bMljszsiKQ8bL1v17WiSxTuzoyAdhTjSVPQSTTY0Af97tlmanOpPxmMda8TJSnEeVR750xpx1u4TvfBVVh6u7Jqk2b9Pz6MWHAKB8AmYyMOkdoODg64AdOK71JKd19C5Ee+iE+zbt28XrZvfEkl56CR3rSbMdfK9Vsu8Rx6TCdnWtELiQ7M1cS/DNG2r8H/SY5LY1SItOytcdyXck/FsaYWfxg6uq+qkn8lRRw1VzN/onVRNS3MjsLLykH5pbnJqML9SyIItEFgIAkHJQ+c7/J7R0Pa++uqr8uabf5QXX4zJkiVL5Lnn/kt+9atX5fjx4xXhiKQ8bLtVV+8WclbmzXEMxWWF48iW4wtzHcYdMcz8j7+inlKQSC8zLZWlm3rmOXejk+RNsvjFvtzdWuXlMSb71jqypqPayfmChrABAgtCICh57Nq1S/bu3evbpjNnzshjjz0lP/3pf7pPoW/YEJPly/9ZJiYquy8+kvLQVuulKzseEsxMTDsrN+aNHDbKKr3l9YnO3N1LvtGuYYLi8khKX1v+6KaYHJLS95tVsurFxLzr7k6SO+skfinzzIg+N9LzC0ecX/S496AnC5yKPGoYfrKKAIGg5LF582Y5evSobws//PCiLFu2as7rS/R1Jq2tnb7HaoLIykNHH1a8nmQoLqucNdJyNCGJ9+auPa+vEcdZI/v83xZQUTBNEs1fHiPSs2mFe8tuwfndoAJu+dnnRYr8WzjCQB4GeElaBwSCkIc+HKgT3tlbdsthSCTOyyOPrJ0jjx//eKv8/vcHyx2W2xdZeWgNbXgxoj7bUXJ0Md4pTzqVzBkEMOcxr4nuGXH8qchdV7kuNf8P5S9bMecxf7IcGUUCJvLwe86jra3NbWL2VerXrl2rqMmPP75Bdu687gpk8+ZOWbbsh9Lff76iYyMtD22BCkRHIJVcwtI0mjaIN+pqXRSW2ZK5q6r0vIZe93dqMHFtVis3tfHdViqOVbKutT9zWSk5e7kp6b3GNNQjLTvj0lfhQ+vempeVx2RCtjjcbeXlxef6JlBLeeivDOqid09t2rRJ7ty54/6mhx+hZFJk+/b97oT544//m3R2nvA7JLc/8vLQmuolLJ0D0XdV6V1YdfNjUPpsgs8dVe5T3kbPW+RiV90H0+c8cq9W0der5K+e5zxON8/7UlxZefCcR3Xx5ujIETCRh99P0F64cEHS6bSMjIzIjh073LZq/kEudSGPLACViN56qyLx/gyt3tqr+4JezEceQdeomvwzE/m1f03KiMQfrf75kfyW8YR5PhG+1zsBE3mYtLXc8x0m+filrSt5+DUm6P12yUPEHfXk30JcLUQd0TyXyN1+W212meP18l/mKfTa5EcuEFh4AkHJI6yWIQ8D0rbJQ8TwrbqVsPpmUrxTIJUc4pfGfavuzzp9H3z0y4f9EIgSAeQRpWgEXBf75CEi7u95bJFEZc8FBUy4SPZX9sk6fs+jCBg21TsB5FHvETSov5Xy0PbrLwm28UuCBl2BpBComgDyqBph/WRgrTzqJwTUFALWEEAe1oTSvyHIw58RKSAAgcoIqDz09en6+xr1uOj5UJ9oz675bdjqOOJdHe8X/dxIC/JopGjTVggES0B/e2NyctL9nQ59qK/eFuRhEDHkYQCLpBCAQFkCKo979+7JzZs35caNG2XTRnEn8jCICvIwgEVSCEDAl0D20pX+gt9XX33lmz5KCZCHQTSQhwEskkIAAr4EsqOPr7/+Wq5fvy5jY2Pue6l8D4xAAuRhEATkYQCLpBCAQEUEsgLRH2EaHx+XL7/8UvStuPqeKl2Hh4cjt165ciW6v+dREfWQEyGPkIFTHAQahIAKZHp6WqamptxJdL0LS2US1VXrx8jDoHMiDwNYJIUABIwIqEB01XmQqK8qOuRhEF7kYQCLpBCAgNUEkIdBeJGHASySQgACVhMIVB6aOSsM6AP0AfqAnX0g+3S5/pu/5D9QzhPm+YT4DgEIQKABCeh/CJBHhYFXWCwQgAAEICBMmJt0AuRhQou0EICAzQQYeRhEF3kYwCIpBCBgNQHkYRBe5GEAi6QQgIDVBJCHQXiRhwEskkIAAlYTQB4G4UUeBrBICgEIWE0AeRiEF3kYwCIpBCBgNQHkYRBe5GEAi6QQgIDVBJCHQXiRhwEskkIAAlYTQB4G4UUeBrBICgEIWE0AeRiEF3kYwCIpBCBgNQHkYRBe5GEAi6QQgIDVBJCHQXiRhwEskkIAAlYTQB4G4UUeBrBICgEIWE0AeRiEd17yuHVN/vbp30qv11MGNQgx6dQNGfp0SG5MhVgmRUEAAnVDAHkYhGpe8rjULbFYTGJte2TP3iJrYsigBiEm/ftJ6Yh1yMm/h1gmRUEAAnVDoG7l8fzzz4uuYS7VyKP7Uo1qen9K0qm0TN2vUX6lskEepciwHQIQkDr+PY+GlUdYJ/WwyuHPEAIQqEsCjDwMwhbqyGMqLalUWqbz61fpSX0qLel7noPd/FJuniVHLd4yS5QzdVvzSEnqNpMhHrp8hEDDEUAeBiEPWh6XemIS6z4pH727JzNPonMle3vlUjpTSXe/bvOuPdnrYZekW+coRkdzx2culaXl0rF295i4zrm0aZ7dMnjT2/C0DCU6ZvPd3SG9H/ZKu3fO4/Yl6W2PSWx33J27ie+OyZ7uQUkGffnMW00+QwACkSGAPAxCUY085pzwcyf/uRPSGTnske6sLVL90rU7Jh2nxmdrWWJEIKLy2CPt7XpS75cb6dkxy/jVEUnlRiFpGfxzTGLv9kv2Pq/0uS6JxfZI18B4ZqRzPyVDf1XheOs3LteGU7MjofSgW7fOgWwus1XkEwQgYD8B5GEQ42rkUcmEuSuPjpMyq4qpzIk+N7oQkbLyiEnsz4MyM1Ap2bIpVxbdkhmzjMvJjpjE/5p315d7l5hXHvnZFalbfhK+QwAC1hKIvDyyE+Om/wYRsVDk4RWFiLhC8W7zkUfXuVJzEdOSTt2QEX3m5L0DEotl5aEjlpgUHFdKHvfSkhobcZ9bSRyKScxbtyCgkycEIBBJAsjDICz1II/CEU5arp3qkvbdMYm/0yndx3ql97BekjKUR/qanDzS7s55tB/ult5jvdKpcyDIw6AHkRQC9hCIvDxKoc6ORErtD2J7Xcpj+LjEY53S752acEcVWXlUdtlq5EQ8M0/imSAvGBUFAZ08IQCBSBJAHgZhqUYeXQMzt7jqba5z1tnbcYudjAu2pT6SA7G49F6eFrk/JaNXRiVzoSpz+alg5HG51534/mB0ZgL9XkoGu+OekYdI8qxextoj3RdmDHNvVE4f0jSzcx5Dx2IS6/hARmcm3qdvDUq33rnlHXnMPE2fm+D3+27AnqQQgEC0CCAPg3hUI4/id1vpbbfZEUCR+Y1icx4yLqf/e/Z23fjhj2Ym2EvI4/4NOelJH9vdLl3v6m25s+WK6O28ntuD4wfkg0TnHHnI/56Ujt2z5cbau6SzA3kYdB+SQsAqAsjDIJzzkodB/hUndV9Rkpr7EGDZg3Wy3P/Bvul05iHC2Zt88zLVyfJUStKl5uTzkvMVAhCwlwDyMIhtZORhUGeSQgACEAiCAPIwoIo8DGCRFAIQsJpA3cpjIaKCPBaCOmVCAAJRJIA8DKKCPAxgkRQCELCaAPIwCC/yMIBFUghAwGoCyMMgvMjDABZJIQABqwkgD4PwIg8DWCSFAASsJoA8DMKLPAxgkRQCELCaAPIwCC/yMIBFUghAwGoCyMMgvMjDABZJIQABqwkgD4PwIg8DWCSFAASsJoA8DMKLPAxgkRQCELCaAPIwCC/yMIBFUghAwGoCyMMgvMjDABZJIQABqwkgD4PwIg8DWCSFAASsJoA8DMKLPAxgkRQCELCaAPIwCC/yMIBFUghAwGoCyMMgvMjDABZJIQABqwkgD4PwIg8DWCSFAASsJhCoPDRzVhjQB+gD9AE7+8Ddu3clu+abcqvjiHd1vF/0MwsEIAABCDQeAf0PQVYc+m/+ku8K5JFPiO8QgAAEGpAA8mjAoNNkCEAAAtUSQB7VEuR4CEAAAg1IAHk0YNBpMgQgAIFqCSCPaglyPAQgAIEGJIA8GjDoNBkCEIBAtQSQR7UEOR4CEIBAAxJAHg0YdJoMAQhAoFoCyKNaghwPAQhAoAEJII8GDDpNhgAEIFAtgarlkf8IOt/nvs8FHvCgD9AH6AOOFLyeBCj8YdAH6AP0AfqAXx9w3ly0aM6bEv0OYD+dij5AH6APNHYf+G1Tkzgj778vr33vewgk73XD/HE09h8H8Sf+9IHifWDHd74jZ/7wB/l/BukR37FcpMgAAAAASUVORK5CYII=[/img][br]O mesmo pode ser feito ao clicar com o botão direito sobre o objeto na janela de visualização e selecionando "Mostrar Objetos"[br][img]data:image/png;base64,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[/img]
Seguindo as instruções abaixo, crie dois pontos, uma reta e um polígono, em seguida os movimente pela janela de visualização [br][list][*]Crie os [icon]https://www.geogebra.org/images/ggb/toolbar/mode_point.png[/icon] pontos A e B.[/*][*]Construa uma [icon]https://www.geogebra.org/images/ggb/toolbar/mode_join.png[/icon] reta que passe pelos pontos A e B.[/*][*]Construa um [icon]https://www.geogebra.org/images/ggb/toolbar/mode_polygon.png[/icon] polígono selecionando 5 pontos.[/*][*]Movimente [icon]https://www.geogebra.org/images/ggb/toolbar/mode_move.png[/icon] os objetos criados na janela de visualização.[/*][*]Construa uma [icon]/images/ggb/toolbar/mode_join.png[/icon]reta e altere para não exibi-la na janela de visualização.[/*][/list]
Materiais que podem contribuir com seu aprendizado:[br][url=https://ogeogebra.com.br/site/videosreproduzir.php?idvideo=1]OGeoGebra - Vídeo "Interface do GeoGebra e Construções iniciais"[/url][br][url=https://ogeogebra.com.br/site/textos/1.pdf]OGeoGebra - Texto " Interface e Ferramentas"[/url][br][url=https://www.geogebra.org/m/XUv5mXTm#material/n7uwvjhz]Tutorial GeoGebra Teams: "Tools" (Ferramentas)[/url][br]