Atividades Práticas
Tetraedro:[list=1][*]Passo: Na barra de comandos selecionar Ponto [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAsCAYAAAAXb/p7AAAC30lEQVRYR+2YTSikYRzAfyNjIgcOPmJJmUIKB02ElFbLpFZupki4SLm4GHsh2T1MtBe5SCnNWbY22rKHGR/5Kh9JGie0i42L0YyPsc9r8tVghnfMvGre4/T8n+f3/P7Px38e1dra2hUK/lQOhyMEKCdBIYNy7Emx79egzaZmfj4Mi0WuA9/iS0pAp3Oh1Z4/CHjU4NxcBJubKhISoLratwHkthobg/19yMy8oqDg7LY7D0DJnNUaRm4upKdDXJzcoX2LPzyE7W1YWYHi4juTHoBms4bYWCgqChzczRQkyOlpOD4Gg8F5/bMHYEuLhuFh32b9Vq0aG2FwMAT4er8BNXh0BKurkJcHMTG+QQcUsL0d+vuhsxN6exUG6BTrPDERcnJgYwN2d0Gj8Q4ZMINDQ9DRAVtbkJIi7Uyor1cQYHY21NRATw+0tsLsLCwvKwTQaoXSUtjbc6dZuiW0WpiZgcLC5yEDkuLaWsSVCU1NdzADA1BeDmZzkAEPDiA5GfLzH24Kh8OdYmmzxMc/DfnmBru6YHQUbLaHEFfi309aGjQ0QHd3kAAvLtw71miEtjZPCJMJ+vrcFsPDH4d8U4N2OywsSMUnREV5ApycwOKiO/3R0UEA9H6IeG8h26DL5WJiYkLcsatkZWWh1+tRq9XeR/axhSxAu8hhWVkl6+v7nJ9LYL+v15zF8ktU3/4pv2UBNje3iR26hdP5Q/iQrLkEpIGKijDGx70ccIEwmJqax87OVzGU/t5w80RGfuL0VNTqfvhkGdRqdeLa+iIwPt9DWRA7thK7/Z8f8EAWoNH4DZNpisvLn7cpVqkM1NUlMjLyPfiATlHk6XQfRQn1h7OzD0RE/CUpKYqlpSlRMftYMnuZhiyDUt/SMTM5OXl9zGRkZFBVVSVuhSeuhVc4lQ34ijFfFBICfJGuRxo/a1DxTx+KfzySjCv6+e1mSSj6AVPuIvdn/Pt9o/anBTl9Kd7gf+dgD5DXApOQAAAAAElFTkSuQmCC[/img], na janela de Visualização 2D, construir os pontos A e B;[/*][*]Passo: Na janela de Álgebra, digitar Tetraedro e selecionar [img]data:image/png;base64,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[/img], digitar nos espaços: A, B e dar Enter; Observe na Janela de Visualização 3D o Tetraedro formado.[/*][*]Passo: Em seguida clique na janela de Visualização 3D e escolha a ferramenta [img]data:image/png;base64,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[/img] em seguida clique em [img]data:image/png;base64,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[/img] e selecione o Tetraedro construído, observe que foi construído a planificação e o controle deslizante.[/*][/list]
Hexaedro: [br][list=1][*]Passo: Na barra de comandos selecionar Ponto [img]data:image/png;base64,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[/img], na janela de Visualização 2D, construir os pontos A e B;[/*][*]Passo: Na janela de Álgebra, digitar Cubo e selecionar [img]data:image/png;base64,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[/img] , digitar nos espaços: A, B e dar Enter; Observe na Janela de Visualização 3D o Cubo formado.[/*][*]Passo: Em seguida clique na janela de Visualização 3D e escolha a ferramenta [img]data:image/png;base64,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[/img] em seguida clique em [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHYAAAAhCAYAAAAMLF9eAAAHoUlEQVRoQ+2ae1BUdRTHv9CCCouSigsqD4ERUDA1HERBDVDHR6aiSI6JpiM+MsbwFfls8FWpaVPolDk6U02lgCCOlmIhmDwUFCVQ5LWgLIi4oiCwSPd3tx9d7j6BdRPc+xd37++ec37nc875nd/vYtTMXDBcXc4DRgawXY4pOyED2K7J1QC2i3I1gDWAVeOBmTOBgwcBO7uu6qbON68Or7GZmcD8+YCFBZCW1vkc0FUt7jDYiRMBkrEnTgDBwUBoaFd1VeeaV4fAxsTIs3TqVGD7dqbFNgKOHDGU5JchBDSCLTh/Ao7+gXJqnKupCZg0Cdi9GzA2BvbskQM+fhy4cEFh+Msw11fKBo1gf5rhCKPXBHB5ezGGBq2CqbAn66B9+wBTU8DbW+6v6GigJ/OosREg0LdufaX8+NJNViPY2BBveH24B8VJcSi+dBr93L3gFBiBZRtcsGPHf/PJzgaSk4GgIHmHHBkJDB/+0s23Uxhka+vA2nnu3BmmEn4BF5fBiIjY2CbbNYI9GzYNbyxcDxMzIcCcKpdfT8HHkTZwE92Az5zxGOAVwCpsaADWrwc2bwYkEjnclBR5Vrfn2rlzN6KiDim8asfsqVJSklp+J044cGA/Zs+e1R41rd7hy6IOJjqdnZ3ZsceOfd9hPeoEREfH4NSpeFYPF/CQIUPapFcj2D8/XYKBoyejl60TK1hc1g27Dtrgvem3UHblHB4V34at92Q4TQrG/q+F7LpLtj5ZWUB1NRg4qu15LmtERXYqrEf4KAwiYPPybis4MiTkfeTn57fA1SVYrhHEwXv37m8VRG3y7P88WCPYjKgtMOsjQj+P0aypoesGYWFQFYTmzELKXE319SjPvIR715Lwt2wBRCP94eltjkePgNhYeRZPmKA4S9KU5cUdRcCeX2DSw1xrsDk5OZg8eSrE4iL2HS5Y+owrjJQzGu1k7IoVy1tVAiqHKys3N6/VGFIRSBZxM5YEWGJiYosqrhz+Mz8/v1YByq9GXBtJQIWFrWnlD65saicdQOajrExrBJvz6yHUVd2H/fgZSM8UIv53SwROZ1JRyZXxRykSU0UIGFUI477ukJk54uRJ4OJFwPxfdg/zbyFpxzLUPriHWcfS0KO3lVJZqjJWFVhXVxcWOLcsjx07jpVNSzcByy3l5DkpsbS8coOEn7EEFgVLbEtIONMil3vPrygUFLWL3lNY3Hv6Nz8YuYFBg5PC5N9TZ2oEK04+g6JL8XCbuRTBoc5Yt6ocAoHyT7hNTUaI2GWHlYsrIb5ZAEnxA1QbuULa7ILYk3W4cmAdKm+loe5hBd45kgKLAQ5KoZIfVYFVB4MvjA+AX7bVPVcHtq3lnzue2D9t2lStmyF1AUXmyw8UrcFW37mJjG+34U7vz1EtNcFozycKMJ7LZEwG3kdVqQRR0d7wGVmO0nsmKK0QwtWuAqdTPfGl/1twnxGEO2d/QEDkj7B0Ut8MdKR5ok0HMZSboboAu2HDWrYycLNKWXTy7acZq01Q8JcUmrFcyFQnv4JpDbahRor41YH4ruQEwpeJ8aSiDE+ZMpqf24gH5U8wwCQVJ/NWYqxbLvrY9EJC1jh4DDeHtfVzyGTNKLsngFScjy0hp1HCZP+YdQch8vBSman0gaqM5b/IdRQFStedF5GxmsBygSrrA9SB5QKlgcCFqVOwxJH+A4/CxkIMYY96XJbMQ9jMM7he6YsBduZMo9QdkkoBRFYy1ud3i7ox63A/TPSrg1TKNFAJFlhh64/+dmZwf3cN7HymaISqrhSrAkt+53exLwIs3Yao2mKRUhsevqbV9kvbUqwsmF9YKa4pK8KaoHMobJwC0559MXJYLbxGPIS52XOVgNZus8eiBU9RUCjA3RtizDHxhe8nh5kt0TytoLYXLOkm+U2JrksxAcsPGO46x19DyX1JSUlLU8dfE2mWktIeGxun0JSRvbzumyfm/9zil/th6NxVkBbnofjqNWSWeiLr0Sw0mg6Ex9AGjBpWhdct5Vsfeh06Zg2HQcCVdDPMNRqOieEfwW32Uq2htgcsOaDgbjMIUJI5BDZdD3WxxtIOmr+loTr46yPJbFJJuN23qvWXzJsGAvmbACWnTgQuf1tGndmu7U76N5thLBDA3nd6CxRZ/TNIrl9G2dVkZBW5IKsmGI/hyBjejDEjH0LUrxEXkiyQc9cS9VXFiFwSjTeXbmoT1FdhMAkMsl639URJW9+o3O5U3spA6lcbMTqM+Wyj4mpmuuHyG3+hLP0Csu+KcL12IaqahqK7sBvSr3XH4bAoTNuwWltbXrlxytZjXTlBKVjZszrELfGFFwO1m4WlSl21DySouV+ImrJCSEvuoDTtPHtKZey6CGLhCoRvtuJ/7dOV3Z1ajrLOWdcTUgo2cdMCWA/zlh8jMmcRZIvzhAH4mAH4uLSAPTUyYj7Cmlv1Ry97V/R2dkcfJw92b2osMNG1jQZ57fCAAtiC335G8mcfoK+bJ+qlVUzGGcPCxh69Brmht6M7A5EB6DDY8CW9Hc7W5ysKYHNjjsDMyoYFKLS21actBl069IDGs2Id6jKI0qMHDGD16Gx9qjKA1ae39ajLAFaPztanKgNYfXpbj7r+Ad/RvtrJDv2zAAAAAElFTkSuQmCC[/img] e selecione o Cubo construído, observe que foi construído a planificação e o controle deslizante.[/*][/list][br]
Octaedro:[br][br][list=1][*]Passo: Na barra de comandos selecionar Ponto [img]data:image/png;base64,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[/img], na janela de Visualização 2D, construir os pontos A e B;[/*][*]Passo: Na janela de Álgebra, digitar Octaedro e selecionar [img]data:image/png;base64,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[/img], digitar nos espaços: A, B e dar Enter; Observe na Janela de Visualização 3D o Octaedro formado.[/*][*]Passo: Em seguida clique na janela de Visualização 3D e escolha a ferramenta [img]data:image/png;base64,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[/img] em seguida clique em [img]data:image/png;base64,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[/img] e selecione o Octaedro construído, observe que foi construído a planificação e o controle deslizante.[/*][/list]
Dodecaedro:[br][list=1][*]Passo: Na barra de comandos selecionar Ponto [img]data:image/png;base64,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[/img], na janela de Visualização 2D, construir os pontos A e B;[/*][*]Passo: Na janela de Álgebra, digitar Dodecaedro e selecionar [img]data:image/png;base64,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[/img], digitar nos espaços: A, B e dar Enter; Observe na Janela de Visualização 3D o Dodecaedro formado.[/*][*]Passo: Em seguida clique na janela de Visualização 3D e escolha a ferramenta [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACMAAAApCAYAAAC/QpA/AAAF1ElEQVRYR+2Ya0yTVxjH/y1taWthBYqOi1oqSvESlQp4YU4Fr4uO4NRBWCLOqZkOjXEZLoboFomOLJuwTecydFtcHEbDwpxDLk5th6AMURRkLVOgyK1AQUtvtDvndZCxDWlh6/iwk7wf2rznnN/7f57zXA7LaDTaMUoG63+YQSwxOpVRq7koLWXj6lXXONBzzwERETYEB1v6N2SUuXaNh+pqFsaNA2JjXQOTkwM0NwNyuR1z55qZTVmVlb12pZKNmTOBSZMAX1/XwLS2AhoNUFEBREU9UYiVlWW3e3kBCxa4DqTvcymQSgV0dAAJCSawkpLs9qys4amh1WqRknIALBYLhw/vh5+f37AW2rQJOHp0BDAGg4HYexEaG88TADsCA9egpuYKeDye00AjhtEQgysUR6DXZzCbi8Wvo6xsD2QymethbDYbgoJiUFeXRja3QCp9hzhkHthstuth6I5Fn7yL3Wk54LrxkLYjCkvfTHcahE4YsZkeNzegJOMtBK+IR3XuF3AXeWLa+u2QyMOcBhoxTElGCgTeY6GruQVDWyOmrt0Kdf43WHoo27UwrVVluPdtFiYsWAWr0YC75z7FrFf2oKGkgFEmeGWCU0AjUubH/UmQxawDizirG9cdd7I/hmzpOnD4QlSezsSy9LPgjvFwGGjYMHXK79FcoULQkjjc/voIpIteRJ3qAsZOj4BQ4gfdvZuwmo2I2H7w34e5kLwKitdSweZwYTE8AlcogjrvNOM/YqkcvcRstUVnMWtjisPOPCxlqomfmPQ6BIQvISCP0UQUGj9vGahavRYzow6FMeiaoL1xCcvfJ6nZgeE0jKm7E5eJr4Rt3scsr69Xo/PXKkxcuJpA/YSueg0CIqMZGKvJgMayKwiIiMbkVYlD4jgNU56VBr7YF76hYaT20aCkpJxE3QlYuDAcnferoS0tZPyoD4Yqpyk4g5UffjekMzsFo39Qg/KThzCdBLWaGg0KC++SQmw1urqq4O3dgOh503Av9yRCVm8cAEMhqU9FvHHoqeo4BaN6Lxn+iufh4S9Ffr6SVGhSCIWBzAZtLV8hIXYRKrM/woz4nQNges09RLFLCCcnSyKfPSiQwzBNN5WoLTyLKcT2NqsVZRfO4Xo9Cz4+y9HdXYmxwgZM5uuh++UWc5oC5iyGzWaBtccACtOja0H7/SqEJGeQzC4mSnr/BcphmIK9L2Nq3BbY7SxorxeAJ/REq5WHm1X1GO/nA8W0iUxxVZXzOUS+AQQoBDRCu3t6MUqauvXYe/witIZI8J+xIikpCrt3bx4A9FSYvLzr2LUrHV26TsQvkWL5+HZyhFeAIxAMKrX6YjbEE6cQJ/chihhhJIrY7DYoiwqQplqMR8bPmLkSyXxiZuWAUmNQGFqnSCSzSV1aTKYKMUawDGcORmKyXP5UJ6xT/QAeSQEivwkMTK+xh8QeE2obmvBqphCm3ie1rUQSTWDyHYMxm83w918Pne5JwOKwU5Cx6Q7CFWHwDJCRyMv5WyjqWxbiJ16y0H4YfUMturS1OKULRd5VIzicJlIrJ2PbtvWOmykuLhm5uWNgtT6LGdPzcf74Tjz8+TJabhcTu0uYHOQRGASBWNK/6OWL+SgorsPm+PkQscwkR1XAJ3QOwrcdYD6AlqnUeb1oK/KnMaQD55Auq4P0EImJieByuf3T29W3ScQtRlP5FZi6OiAgYKdKH+PLPG+Yresgct+H9LUcvJT6ASQhgx/nP/IMCTNkDCcv9LS3oPXuDcyPTYVWV0L+cSNPEXbsuIbMzLcdWYJ55x+B6dstOnoLioq2kp8K0qqk4sSJSNKUvfDfwLS1tSEmJgkPHjzEhg1rcOxYqsMgA5QZVe3tqGr8R9WVSN+d3qi5LHLK235/maYN2spaSSa3WCwkunLg5kaPNobV4tJ5w7rTs9vtDITJZAK9jeiDEYlE4PP5DAzN5M4Op2GoIvTR6/UMiIeHBwQkm9PfFI6GewpEVXIW6DfWglFWdpNMFgAAAABJRU5ErkJggg==[/img] em seguida clique em [img]data:image/png;base64,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[/img] e selecione o Dodecaedro construído, observe que foi construído a planificação e o controle deslizante.[/*][/list]
Icosaedro:[br][br][list=1][*]Passo: Na barra de comandos selecionar Ponto [img]data:image/png;base64,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[/img], na janela de Visualização 2D, construir os pontos A e B;[/*][*]Passo: Na janela de Álgebra, digitar Icosaedro e selecionar [img]data:image/png;base64,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[/img], digitar nos espaços: A, B e dar Enter; Observe na Janela de Visualização 3D o Icosaedro formado.[/*][*]Passo: Em seguida clique na janela de Visualização 3D e escolha a ferramenta [img]data:image/png;base64,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[/img] em seguida clique em [img]data:image/png;base64,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[/img] e selecione o Icosaedro construído, observe que foi construído a planificação e o controle deslizante.[br][/*][/list]
[size=100][size=150]Utilize a Janela para construir um Prisma Pentagonal:[/size][/size][br][br][list=1][*]Passo: Na barra de comandos selecionar Ponto [img]data:image/png;base64,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[/img], na janela de Visualização 2D, construir os pontos A, B, C, D e E;[/*][*]Passo: Na janela de Álgebra, digitar Polígono e selecionar [img]data:image/png;base64,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[/img], digitar nos espaços: A,B,C,D,E. Observe na Janela de Visualização 2D o Polígono formado.[/*][*]Passo: Em seguida clique na janela de Visualização 3D e escolha a ferramenta [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACMAAAApCAYAAAC/QpA/AAAF1ElEQVRYR+2Ya0yTVxjH/y1taWthBYqOi1oqSvESlQp4YU4Fr4uO4NRBWCLOqZkOjXEZLoboFomOLJuwTecydFtcHEbDwpxDLk5th6AMURRkLVOgyK1AQUtvtDvndZCxDWlh6/iwk7wf2rznnN/7f57zXA7LaDTaMUoG63+YQSwxOpVRq7koLWXj6lXXONBzzwERETYEB1v6N2SUuXaNh+pqFsaNA2JjXQOTkwM0NwNyuR1z55qZTVmVlb12pZKNmTOBSZMAX1/XwLS2AhoNUFEBREU9UYiVlWW3e3kBCxa4DqTvcymQSgV0dAAJCSawkpLs9qys4amh1WqRknIALBYLhw/vh5+f37AW2rQJOHp0BDAGg4HYexEaG88TADsCA9egpuYKeDye00AjhtEQgysUR6DXZzCbi8Wvo6xsD2QymethbDYbgoJiUFeXRja3QCp9hzhkHthstuth6I5Fn7yL3Wk54LrxkLYjCkvfTHcahE4YsZkeNzegJOMtBK+IR3XuF3AXeWLa+u2QyMOcBhoxTElGCgTeY6GruQVDWyOmrt0Kdf43WHoo27UwrVVluPdtFiYsWAWr0YC75z7FrFf2oKGkgFEmeGWCU0AjUubH/UmQxawDizirG9cdd7I/hmzpOnD4QlSezsSy9LPgjvFwGGjYMHXK79FcoULQkjjc/voIpIteRJ3qAsZOj4BQ4gfdvZuwmo2I2H7w34e5kLwKitdSweZwYTE8AlcogjrvNOM/YqkcvcRstUVnMWtjisPOPCxlqomfmPQ6BIQvISCP0UQUGj9vGahavRYzow6FMeiaoL1xCcvfJ6nZgeE0jKm7E5eJr4Rt3scsr69Xo/PXKkxcuJpA/YSueg0CIqMZGKvJgMayKwiIiMbkVYlD4jgNU56VBr7YF76hYaT20aCkpJxE3QlYuDAcnferoS0tZPyoD4Yqpyk4g5UffjekMzsFo39Qg/KThzCdBLWaGg0KC++SQmw1urqq4O3dgOh503Av9yRCVm8cAEMhqU9FvHHoqeo4BaN6Lxn+iufh4S9Ffr6SVGhSCIWBzAZtLV8hIXYRKrM/woz4nQNges09RLFLCCcnSyKfPSiQwzBNN5WoLTyLKcT2NqsVZRfO4Xo9Cz4+y9HdXYmxwgZM5uuh++UWc5oC5iyGzWaBtccACtOja0H7/SqEJGeQzC4mSnr/BcphmIK9L2Nq3BbY7SxorxeAJ/REq5WHm1X1GO/nA8W0iUxxVZXzOUS+AQQoBDRCu3t6MUqauvXYe/witIZI8J+xIikpCrt3bx4A9FSYvLzr2LUrHV26TsQvkWL5+HZyhFeAIxAMKrX6YjbEE6cQJ/chihhhJIrY7DYoiwqQplqMR8bPmLkSyXxiZuWAUmNQGFqnSCSzSV1aTKYKMUawDGcORmKyXP5UJ6xT/QAeSQEivwkMTK+xh8QeE2obmvBqphCm3ie1rUQSTWDyHYMxm83w918Pne5JwOKwU5Cx6Q7CFWHwDJCRyMv5WyjqWxbiJ16y0H4YfUMturS1OKULRd5VIzicJlIrJ2PbtvWOmykuLhm5uWNgtT6LGdPzcf74Tjz8+TJabhcTu0uYHOQRGASBWNK/6OWL+SgorsPm+PkQscwkR1XAJ3QOwrcdYD6AlqnUeb1oK/KnMaQD55Auq4P0EImJieByuf3T29W3ScQtRlP5FZi6OiAgYKdKH+PLPG+Yresgct+H9LUcvJT6ASQhgx/nP/IMCTNkDCcv9LS3oPXuDcyPTYVWV0L+cSNPEXbsuIbMzLcdWYJ55x+B6dstOnoLioq2kp8K0qqk4sSJSNKUvfDfwLS1tSEmJgkPHjzEhg1rcOxYqsMgA5QZVe3tqGr8R9WVSN+d3qi5LHLK235/maYN2spaSSa3WCwkunLg5kaPNobV4tJ5w7rTs9vtDITJZAK9jeiDEYlE4PP5DAzN5M4Op2GoIvTR6/UMiIeHBwQkm9PfFI6GewpEVXIW6DfWglFWdpNMFgAAAABJRU5ErkJggg==[/img] em seguida clique em[img]data:image/png;base64,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[/img] , selecione o Polígono na Janela de Visualização 3D, aparecerá a janela Altura, digite o valor desejado e confirme. Observe a construção do Prisma Pentagonal.[/*][*]Passo: Clique na janela de Visualização 3D e escolha a ferramenta [img]data:image/png;base64,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[/img] em seguida clique em [img]data:image/png;base64,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[/img] e selecione o Prisma construído, observe que foi construído a planificação e o controle deslizante.[/*][/list]
[size=100][size=150]Utilize a Janela para construir uma Pirâmide Quadrangular:[/size][/size][br][br][list=1][*]Passo: Na barra de comandos selecionar Ponto [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAsCAYAAAAXb/p7AAAC30lEQVRYR+2YTSikYRzAfyNjIgcOPmJJmUIKB02ElFbLpFZupki4SLm4GHsh2T1MtBe5SCnNWbY22rKHGR/5Kh9JGie0i42L0YyPsc9r8tVghnfMvGre4/T8n+f3/P7Px38e1dra2hUK/lQOhyMEKCdBIYNy7Emx79egzaZmfj4Mi0WuA9/iS0pAp3Oh1Z4/CHjU4NxcBJubKhISoLratwHkthobg/19yMy8oqDg7LY7D0DJnNUaRm4upKdDXJzcoX2LPzyE7W1YWYHi4juTHoBms4bYWCgqChzczRQkyOlpOD4Gg8F5/bMHYEuLhuFh32b9Vq0aG2FwMAT4er8BNXh0BKurkJcHMTG+QQcUsL0d+vuhsxN6exUG6BTrPDERcnJgYwN2d0Gj8Q4ZMINDQ9DRAVtbkJIi7Uyor1cQYHY21NRATw+0tsLsLCwvKwTQaoXSUtjbc6dZuiW0WpiZgcLC5yEDkuLaWsSVCU1NdzADA1BeDmZzkAEPDiA5GfLzH24Kh8OdYmmzxMc/DfnmBru6YHQUbLaHEFfi309aGjQ0QHd3kAAvLtw71miEtjZPCJMJ+vrcFsPDH4d8U4N2OywsSMUnREV5ApycwOKiO/3R0UEA9H6IeG8h26DL5WJiYkLcsatkZWWh1+tRq9XeR/axhSxAu8hhWVkl6+v7nJ9LYL+v15zF8ktU3/4pv2UBNje3iR26hdP5Q/iQrLkEpIGKijDGx70ccIEwmJqax87OVzGU/t5w80RGfuL0VNTqfvhkGdRqdeLa+iIwPt9DWRA7thK7/Z8f8EAWoNH4DZNpisvLn7cpVqkM1NUlMjLyPfiATlHk6XQfRQn1h7OzD0RE/CUpKYqlpSlRMftYMnuZhiyDUt/SMTM5OXl9zGRkZFBVVSVuhSeuhVc4lQ34ijFfFBICfJGuRxo/a1DxTx+KfzySjCv6+e1mSSj6AVPuIvdn/Pt9o/anBTl9Kd7gf+dgD5DXApOQAAAAAElFTkSuQmCC[/img], na janela de Visualização 2D, construir os pontos A, B, C, D;[/*][*]Passo: Na janela de Álgebra, digitar Polígono e selecionar [img]data:image/png;base64,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[/img], digitar nos espaços: A,B,C,D. Observe na Janela de Visualização 2D o Polígono formado.[/*][*]Passo: Em seguida clique na janela de Visualização 3D e escolha a ferramenta [img]data:image/png;base64,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[/img] em seguida clique em[img]data:image/png;base64,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[/img] , selecione o Polígono na Janela de Visualização 3D, aparecerá a janela Altura, digite o valor desejado e confirme. Observe a construção da Pirâmide Quadrangular.[/*][*]Passo: Clique na janela de Visualização 3D e escolha a ferramenta [img]data:image/png;base64,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[/img] em seguida clique em [img]data:image/png;base64,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[/img] e selecione a Pirâmide construída, observe que foi construído a planificação e o controle deslizante.[/*][/list]