[u]Sección cónica:[/u] curva que resulta de la intersección de un cono doble y un plano que no pasa por el vértice. [br]Según la relación que existe entre [math]\alpha[/math] (ángulo entre el eje y la generatriz del cono) y [math]\beta[/math] (ángulo entre el eje del cono y el plano) se obtienen las cónicas: circunferencia, elipse, hipérbola y parábola.[br][center][br]Circunferencia[/center] 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[/img][br][br][br][center]Elipse[br][br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYMAAAIOCAYAAABaomGJAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAACw5SURBVHhe7d0LjFbF/cbxUYvFoAQCxaCEDfxxN25AEKEYEOUSUEohGrxANGtICVbqJaVaCAhKFaMxWhEDhWCIRKOiFIuiFApFLhtQQdclWLYEiqGiiOGSWilE/L/PeOblLHJZ9lzec/l+ks2Z3VdbWN/3PGdmfjNzzvcFBpmyceNG88ILL5gxY8aYn//8595PAeDUzvWuyAgFwf3332+OHTtm7rvvPvP+++97rwDAqREGGeKC4LnnnjNr1qyxVwIBQEMQBhlSW1trA8ANDemq7/VzADgd5gwyqry83NTV1XnfAcDp0TMAABAGAADCAABQQBgAAAgDAABhAAAoIAwAAIQBAIAwAAAUEAYAAMIAAEAYAAAKCAMAAGEAACAMAAAFhAEAgDAAABAGAIACwgAAQBgAAAgDAEABYQAAIAwAAIQBAKCAMAAAEAYAAMIAAFBAGAAACAMAAGEAACggDAAAhAEAgDAAABQQBgAAwgAAQBgAAAoIAwAAYQAAIAwAAAWEAQCAMAAAEAYAgALCAABAGAAACAMAQAFhAAAgDAAAhAEAoIAwAAAQBgAAwgAAUEAYAAAIAwAAYQAAKCAMAACEAQCAMAAAFBAGAADCAABAGAAACggDAABhAAAgDAAABYQBAIAwAAAQBgCAAsIgZWbPnm3Ky8u97wAgHIRBiigIWrRo4X0HAOEhDFLCBcGoUaO8nwBAeAiDFGhoEMycOdMOITGMBOBsnfN9gddGQp3q5l5XV+e1fkz/zuleBwA/wiCFGnKjJwwAnA2GiQAAhEEa8cQPIGyEAQCAMAAAEAYAgALCAABAGAAACAMAQAFhAAAgDAAAhAEAoIAwAAAQBgAAwgAAUEAYAAAIAwAAYQAAKCAMAACEAQCAMAAAFBAGAADCAABAGAAACggDAABhAAAgDAAABYQBAIAwAAAQBgCAAsIAAEAYAAAIAwBAAWEAADDnfF/gtZEh5eXlpq6uzvsuv/bt22cOHTpkvvnmG3P06FGzf/9+891339nrsWPHvH/quGbNmtmv888/37Ro0cKcd955pnXr1qZ58+amadOm3j8FZA9hkFF5CoPDhw+b3bt3mx07dpidO3eaPXv22C/d8PVaWFwoXHrppaZ9+/amY8eOpqyszLRp08b7J4D0IgwyKqthoKd63fB14//000/N1q1bzd69e+3PS0U9BgVD165dTadOnexXy5YtvVeBdCAMMipLYaChns2bN5uPPvrI3vz1xH8qGtZp166d/dIwj656mndDPrpJ69qqVSt7PZGGk/T17bff2uElN7SkP8MXX3xh2wqj0/0ZROHQvXt307lzZ1NZWckQExKPMMiotIdBbW2tqa6utiGgIZ+T0U1eN1o9kXfo0KF444+L/lzqoej3XFNTY4eqjhw54r16nEJHf84rr7zS9OvXzw43AUlDGGRU2sJAwzy68a9evdoO/+hJ/ES62evG37NnTzsUE+eNvyH0d1AgKBj0pUA7cc5CwaDg6t27N8GARCEMMiotYaDhlkWLFtkQ0LCMn272Xbp0sU/U3bp1S91ErcLBBYO+1Is4kcJt6NCh5uqrr/Z+ApQGYZBRSQ4D3SQ/+OADs2LFCnuT9A+taGxdN0Y9/esrS2PtCoONGzfarxODQUE3cOBA+0V1EkqBMMioJIaBbvorV640b731lh1OcTR0oidk3Qh79epla/yzbteuXTYMNS/iHxLT72Lw4MFm2LBhdlgMiAthkFFJCgNV5yxfvty8+eab9apwtLirT58+ZsSIEaZt27beT/NFvSQXkAoIP/1ubrnlFluZBESNMMioJISBJk81H/Duu+/Wmw/QMMjw4cPtEzAll8dt377dvPTSS3Yi3U+9pjvvvNNOmgNRIQwyqpRhoBD4y1/+Yv7617/WGwLRzUyTpaqiOVmNP36gktWFCxeatWvX1ptPcb0oQgFRIAwyqlRhsH79ejN//ny7KtjRzWvUqFF2ERYh0HAKUg2tLVu2rF4oDBkyxFRVVdlhNiAshEFGxR0GmhCeN29evSEOTYDefvvt9okWjadQWLBgge0paI5BVHarQNBQGxAGwiCj4goDDQlpSGPJkiXFp1fdqBQCulHREwiPAnfOnDm2HNepqKgwd911F0NHCIwwyKg4wuDEISFXFqkgSNrq4CxRD+HFF1+sNxTH0BGCIgwyKsowUGXQjBkz7MIxR0NBuhnltUQ0bhouUrmuho9UuisK4PHjx9u5GeBsEQYZFVUYKAAUBK5UVDeg+++/364WRvz03+GZZ56pN1ejii2VolK2i7NBGGRU2GGguYGZM2faIQpHvYG7776bIaEEUC9BQ3aul6AN8H7729/avZ2AhiAMMirMMNi2bZvtDbgtJOgNJNOJvQTN4YwcOdLcfPPNTOTjjAiDjAorDFQlpHFpVymkAFAQ0BtILq34njt3brEMVb2DBx54gNPXcFqEQUYFDQMNC82aNctuLe2MGTPGjkfzlJl86sU9+uijxYOBFARTpkyhBBWnRBhkVJAw0I3kySefLG6cpvFnPVnqtC6kx4mBrhAfO3asLUMFTkQYZFRjw0ALmp566qlitZCGGCZMmMCwUIpp2OiFF14oDvUpDBQK9PDgRxhkVGPCQE+Qzz//fPGmoZ1F77jjDkoUM0BFAI8//nhxC3EdIKTeXh7OjkDDnOtdkXNvvPGGrRhyQaAtDjRHQBBkg7atUI/PHZizYcMGM3ny5GIPECAMYPe7UcWQqk+0ncH06dPtRDGyRedIqPS0b9++9nv1FiZOnFhvWwvkF2GQY+oFaOhg6dKl9ntNFOvpkYVK2aWe3oMPPmiHAEXFAvpeB+sg3wiDnFIQqGJIwwWioxWffvppzt3NCQ0BakNB0TyCyk4JhHwjDHJIJYfTpk0rbjSnYxU1NMSipHy57bbbzD333GOrirSNxaRJk+ptj418IQxyRh963fhra2vt99rhUk+FbH2cT9py3AWCHhL87w3kC2GQIwoC3fjd05/OItbTIOWF+TZw4EC7lkTvgxN7jcgPwiAnNEfwyCOPFMeFdQPQHkMEAUTrDtyDgZtPooeQL4RBDriqIZUSioLADQ0AjhsydIGg9wyTyvlBGGSc1g7oKc9ta6wnQIIAp6JiAq1MdpPKCocdO3Z4ryLLCIOM02IyN/7rtiAgCHA6ep9oDsEFwmOPPVbcxgLZRRikgJ7qtUhIu4aq+mPdunXeK6c3b948s3jxYtvWv8teNGgoBYI2s5N9+/bZhWkEQrYRBimgLQOmTp1qtm7daq96ajuT//73v/ZgGtHKYlctAjSUdjd125JoywoNN2ouAdlEGKSAzrft0aOHbXfr1s00adLEtk9FE8UHDx60ba0f+MMf/sCCMjSKNixUL0H0MKKtsJFNhEHKqAZcY7gnowPrta2EjqbUzuQa81U5KVtMIAj/wUY6G0E73CJ7OM8gJY4ePWpv7Ndff7259tprvZ/WpwVD48ePt5uPrVq1yvztb38rPtUBQWgiWfMGem+Jqoz00IHsoGeQAtXV1aaqqspO6J0qCETbE7sP60UXXUQQIDQabtSiNLdtiXa3de81ZANhkAL6EG7atMkMGjTInmCmrxO99tprxR1Itc2EwgAIk4YbVcygQgT1QrUoTT0GZAPDRBmgdQT6YGqBmcZ2NWHcuXPnRh+ID5yOChp0PKr41yQg3egZpJy66hoeUhDo0HpKSBE1rXXRl6g3yoRyNhAGKXZiV13bTFBCijjocBxXpfbyyy8XtztBehEGKaYVxm4STweVMGGMuOj4TP+E8owZM1ihnHKEQUppnkBjt1JRUWFGjhxp20Bc1DNQD0EUBJpH0HAl0okwSCF98PQkJponUP03E3goBW2Hruo10QPKsmXLbBvpQxikkCaMDx06ZNujR482bdq0sW2gFMaNG2fatm1r2/Pnz2fL65QiDFJG2wG4Yyv79u1bfCoDSkXzB+6MDG1kx3BROhEGKaLJYj15iaqG9ETG8BCSoEuXLsV5K52O9uqrr9o20oMwSBE9camcVHR+savkAJLgpptuKpabau0Bw0XpQhikxNKlS+0WwqI95nVeLZAkWuyoclMNG2mY6LnnnmO4KEUIgxTQSVMvvviibeugmjvvvNO2gaRRz0A9BFHPwB2whOQjDFJg9uzZxeEh7VyqJy8gqW699dbicNErr7xiT0lD8hEGCadl/u5A+z59+rDKGImnogadq6GrHmJU9MBwUfIRBgnmyvREvYFf/epXtg0kXadOnYplz+vXry9ur47kIgwSTKs5NV8gWlym+QIgLfSedRVvKjXlMP1kIwwSas+ePWbBggW2rfFXt2UwkBbaKkXzB7Jr1y6zaNEi20YyEQYJtXDhwuKT1N13383iMqTS8OHDTceOHW1blUVuGxUkD2GQQFpPsHr1atvWuKtWdwJppIcYN9elczdcbxfJQxgkkA4LUfWFPkijRo3yfgqkkx5m3APNypUr7RAokocwSJja2lr7JZoncLtBAmlWVVVlH270kKO1B0gewiBB9EGZO3eubWsjOlVjAFmgA5g0fyAaAnVbqyA5CIME0YdEVRdy4403stIYmeJ/T2soFMlCGCSEegWqIBL1CoYMGWLbQFb439f+4VAkA2GQEOoVuIk1egXIKv97mzMPkoUwSAB6BcgLegfJRRgkAL0C5Am9g2QiDEqMXgHyht5BMhEGJVZdXU2vALnjf6+7hyGUFmFQYosXL7ZXegXIE//7vaamxh6ij9IiDEpIh9a4D4FWG9MrQJ7oLG+3ASOrkkuPMCght6WvDhK//vrrbRvIizZt2hRP7tODkVtwidIgDEpk9+7dZtu2bbY9aNAgDq5BLt1yyy3F3sGqVavsFaVBGJSIegWqJNIHwe3ZAuSNzjro3r27bS9fvtxuc43SIAxKQEdZuvMK9EFgZ1Lk2YABA+xVQfD222/bNuJHGJSAyknVKxCV2AF5pnkD90C0bt264mcD8SIMYqY3+tKlS21bXWROMUPe+YdKNYm8efNm20a8CIOY6Y3uFpldd9119grkXe/evYul1UwklwZhEDPXK9DT0MCBA20byDstQuvZs6dtb9iwwezdu9e2ER/CIEb79+83W7ZssW0ddN+8eXPbBvDDIjTRUOqaNWtsG/EhDGL0zjvvmCNHjtj2sGHD7BXADyorK02nTp1s+6233mIiOWaEQYxURy2aOC4rK7NtAMe5oVP1oplIjhdhEBPtQaQ3uFxzzTXFVZcAjuvbt2/xs7Fx40Z7RTwIg5isWLHCaxnTp08frwXAT/NoXbt2tW3NGxw+fNi2ET3CIAaaJ1i/fr1ts+IYOL0bbrjBXhUE7nOD6BEGMdCK40OHDtm2qogAnJoemFylnb9HjWgRBjHQ9ryiraq1uAbAqelz4oZSt27dWnyQQrQIg4ipPM5VReiJR290AKfXq1cvr/XDqn1EjzCImIaI3La8/jc4gFPr3LmzadasmW0zVBQPwiBia9eutVe9sVU2B+DM1IN2aw5qa2uLZdmIDmEQIVUR6Y0sDBEBZ8ftVSQMFUWPMIjQp59+Whwi8r+xAZyZf6joww8/tFdEhzCIkKsi0opK9QwANJz/c7Np06bivl6IBmEQIde1raioYIdSoBFcj1oL0LZt22bbiAZhEBEdYLN7927b7tGjh70CODvqGbi9ihgqihZhEBH/hJfOeAVw9tSjVs9amESOFmEQEffG1T5E7dq1s20AZ8/1rHU+8r59+2wb4SMMIqCJrpqaGtvu1q2bvQJoHH/xhSvKQPgIgwjs3LmzWPlw5ZVX2iuAxtFhUDojWerq6uwV4SMMIuCvenDjnQAaz32OtHEdokEYRMDNF/ifaAA0nuthq0pv7969to1wEQYhUz30li1bbJuFZkA4/HNvzBtEgzAI2Y4dO4rzBawvAMLhr8pj8Vk0CIOQ+d+oGiYCEI5OnTrZK2EQDcIgZG6VpN64TZs2tW0AwWnjOvGv7kd4CIOQuaeWyspKewUQDv9nit5B+AiDEPnnC1yXFkA4NG/gtrTW9vAIF2EQIldFJFQSAeHShnVdunSxbXoG4SMMQqSVx6LNtdiyGghfWVmZvWregPMNwkUYhIj5AiBal19+ub0qCOgdhIswCImOt9TTivzf//2fvQIIV4cOHbyWMdu3b/daCMM5l1122fdeGwH873//M19//bVtawuKCy64wLYBhOuLL74wx44ds58xtnsJzznfF3jtRCsvL0/0joVLliwx8+bNs21d27RpY9ulkvTfV5Lwu2q4JPyuHnnkEbv/l+YPZs6c6f00edL2vmKYKCT+yeNWrVrZNoDwuZX9GpbVXmAIR2rC4N577/VayaRTmERPK+7MVqRD0t9bSZKE31X79u3tVZPIn3/+uW0nUdreV4RBSFzPwL1RkR6EQcMlKQwkyZPIhEEOqVfw3Xff2ba/2gFA+DRM5Hrf7iEMwREGIfBvmqUl8wCi5T5nHHQTnlSFgSoIhg8fbhd1DR482Kxbt857pbQ+++wzrxVNGKxcudJcddVV9u99/fXX2+8RXFLfT0k3e/ZsWylTSq5az83VJcnBgwfNuHHj7C6r/fv3N9XV1d4ryZaqMJg4caKZOnWqPQdV1wkTJnivlJbrGajmuXXr1rYdphdffNE8+eST9u/9m9/8xrz++uveKwgiqe+nJFMQtGjRwvuudPw9g6RVFD377LNmxIgRdq+y6dOnmylTpnivJFuqwmD58uXF08N0DF6TJk1su9TcyuOo1hbU1NSYAQMG2PYvf/lLs3HjRttGMEl9PyWVC4JRo0Z5Pykdd+qZfPnll14rGZYtW2Zqa2vNFVdcYYNgxowZ3ivJlto5g2nTppnHHnvM+6603LhlVPMFKqE799wf/lPpqtXOCFeS3k9JlKQgEH+hhnsYS4oDBw7Ye8Enn3xi5syZYx566CHvlWRLdBhoXNJ9OUePHjWTJ082w4YNM9dcc43309I6dOiQvV588cX2GjY9sWr5vej605/+1LYRXBLfT0n0xz/+0Tz88MP1Po/+z2Xc/L1w9/lLCn1eb7vtNtvWuSZpWYWc6DDQL9F9iSZiqqqqzNixY821115rf1Zq/mqGqMZSe/bsaf7+97/b9nvvvVfc0x3BJPH9lFT+z6L7PLprKWhuzpWXaq+iJNGksbanEe2s6o7rTLpUDRNNmjTJbNq0yQwaNOhHPYZS8Y9XRjVMpKeM8ePH27/v73//ezN69GjvFQSRxPcTGs71DpI2Z6BhIRV5qEpNRQlPPPGE90qypWajuqTSJOTzzz9v27Nmzao3sVVKurGV8skNiJomZ1VcUVFRYZ566invp2is1E4gJ4W/ixpVzwDAj7k5OhaehYMwCGj//v326h/DBBA9tzuwPoNuOxg0HmEQkAuDJCzEAfLEf864O1gKjUcYBORqnKMqKwVwcv5h2aRNIqcRYRCQq3H2P6UAiF6zZs281g9nkCMYwiAg9yZkmAiIl//8Y8IgOMIgAP/Kx6ZNm3otAHHwf+aStgo5jQiDAPy7JTJMBMTL/5njLOTgCIMA/E8j/vFLAPFwnzt6BsERBgF8++23XoswAErBzRsQBsERBgFoq1qHYSIgfi4M/J9FNA5hEIDOGXAuuOACrwUgLu5AIn8vHY1DGATgn7TilCwgfgwThYcwCMD/BvTXPAOIhysvpZooOMIAQGq5uTp6BsERBgG4zbHoFQBIO8IgALdtLvMFANKOMACQWv71PQwVBUMYBODefBdeeKG9AoiXPwyYRA6GMAjAvflYfQwg7QgDAABhAAAgDAAABYQBAIAwAAAQBgCAAsIAAEAYAAAIg0DOPfeHX5/bowgA0oowCMDtVrpv3z57BRAv/2evRYsWXguNQRgEcN5553ktAKVw7Ngxr2XM+eef77XQGIRBAC4M/G9IAEgjwiCAVq1a2SvDREBpuAOmWrduba9oPMIAQGq54g1XzIHG4zcYgH/r6v3793stAHFxnzvOFAmOMAiAgzWA0jp69Ki9cqZIcIRBAM2bN/da9AyAUnCfO/9nEY1DGATgfwNy/ioQP/e5IwyCIwwCcIvOhDAA4uc+dyw4C44wCMD/BnQlbgDiwerjcBEGAWjFo1t45iayAMTD/5lj9XFwhEFAbqiICWQgXv7PnH/IFo1DGATkJq4IAyBe/qFZJpCDIwwCuuiii+yVCWQgXv/5z3+8FmEQBsIgoEsuucRe9+7da68A4vHFF1/Yq+bt3D5haDzCICBXxaCeAYfcAPFxvXHNF7CdfHCEQUD+kjZ6B0B8XGkpZaXhIAwCuvjii70WW1kDcXIPX23btrVXBEMYBOSfuDpw4IDXAhA19iUKF2EQUJs2bbyWMZ9//rnXAhAlBYHbKdj/GUTjEQYB6anEbZ/rqhsARMs/P8cwUTgIgxC4N+OePXvsFUC0/J81egbhIAxC4CaRCQMgHv7Pmlvrg2AIgxC0b9/eXjWOyUpkIHo7d+60V/UKmjZtatsIhjAIgQsD2b17t9cCEBX3OSsrK7NXBEcYhMA/gcVQERA9N4HMfEF4CIMQdOzYsbgc3nVfAURj165d5siRI7bdoUMHe0VwhEFIKioq7FVv1LBt3rzZDB8+3FRWVprBgwebdevWea8A+eMfitWDGMJBGITEjV1+9tln9hqmiRMnmqlTp5qtW7fa64QJE7xXgPxxnzGdbtauXTvbRnCEQUjKy8vtVRVFYe9RtHz5ctOjRw/b7tatm2nSpIltA3m0bds2e6WSKFyEQUj8Y5dRzhtMmzbNPPbYY9539c2cOdOGkgsmIItcz4CVx+EiDEKiYSI3iVxXV2evjeVu6P6bug7/njx5shk2bJi55pprvJ/Wd++999r/76D//0BSffPNN8WeN/MF4SIMQqIgcE8q//jHP+y1sdwN3d3Uq6urTVVVlRk7dqy59tpr7c+APKqtrfVax4dmEQ7CIESuokjDRGGeejZp0iSzadMmM2jQoB/1GIA88Q/BsuAsXIRBiNy8gbakCHMl8urVq+v1FlyPAcgb/+QxC87CRRiESOsAHBafAeFSb3v79u22rao6hIswCJFqnlX7LJ9++qm9AgiHtqBwG0H69wNDOAiDEKnm2c0b/POf/7RXAOHwTx537drVayEshEHIrrzySntVd1ZlcADC8dFHH9mr5gqYPA4fYRAy1zOQKPYpAvLKfZ78nzGEhzAI2WWXXVacN/jwww/tFUAwmi9wFXqEQTQIg5D55w202yiA4D7++GOvZUz37t29FsJEGETAbSq3Y8cOjsEEQuDmC7TKn51Ko0EYRMDfjXV10QAaz1XnMUQUHcIgAtpAy80bMFQEBKOjZN0xl4RBdAiDCGjeoHPnzrb9wQcf2CuAxvF/hnr27Om1EDbCICJukktPNWHuUwTkzcaNG+1V8wXsRxQdwiAi/icYhoqAxjl8+HBxczp6BdEiDCLir3pgqAhoHG3dfuTIEdvu1auXvSIahEGE3FDRli1b2JoCaAQ3RORfv4NoEAYRct1abb3rXzQDoGHcEOtVV11VrNBDNAiDCF1++eWmWbNmtu0WzQBoGM0VuEWbbiEnokMYREhPMl26dLHt9evXM1QEnIUVK1Z4LbagiANhEDGdWywKAiaSgYbR0KoeoETDrS1btrRtRIcwiJgO4dDkl1BiCjSMhohcT5oqongQBhHTUFGfPn1se8OGDbZuGsDpvffee/aqz8/VV19t24gWYRCDfv362auCQIEA4NQ0RLRmzRrbVq+gefPmto1oEQYx0D5F7g3t6qYBnFxNTU1xiIheQXwIgxicd955ZuDAgbatnsH+/fttG8CPuSoiPUCxBUV8CIOY9O7d217VBa6urrZtAPVpKNVV3alX4IovED3CICZaSt+pUyfbXrt2rb0CqE/lpG4vol/84hf2ingQBjFyQ0Vbt241u3btsm0Axy1btsxedUBUWVmZbSMehEGM+vbta+cPxL3pAfxAD0jumNjrrruu+FlBPAiDGGlCTIEgGipizQFwnCaONaemtQWDBw/2foq4EAYxc2sOtAHXu+++a9tA3qnCbvny5batfYjcBo+ID2EQM73R3USyW2UJ5J0q7FxPeejQofaKeBEGJeB6Bzt27DC1tbW2DeSVhoaWLFli2zohUIs0ET/CoARUVeS6wW+++aa9AnmldQV79uyx7RtvvJGJ4xIhDEpAQeAmyLT0ft++fbYN5JF/Uzq3qSPiRxiUiCud0wKbRYsWeT8F8kVDpW7zRp39waZ0pUMYlIgW1bh9V1RSR+8AefT666/bOQM9GI0YMcL7KUqBMCghjY+KegcrV660bSAv9ADkegWaNG7durVtozQIgxKqrKwslpmuWrXKPiEBeeEWmcmtt95qrygdwqDEXE21qilWr15t20DW6bwCV06qh6IuXbrYNkqHMCgxrTlw3eOFCxfSO0AuKAjcATZuuBSlRRiUmH/ijN4B8sDfK/AXUqC0CIMEUEkdvQPkhb9XcMstt7DILCEIgwTQYht6B8iDE3sFnHGcHIRBQvh7By+//DLbWyOTtMCSXkEyEQYJ4e8dqP6a7a2RNdqm+u2337ZtegXJQxgkiL93oA3s6B0gS/zv6ZEjR9IrSBjCIEHUOxg7dqxt6ynqlVdesW0g7XSk5dKlS21b1UP0CpKHMEgYfUi0CEc00ea29gXSbN68eXbbFfUGbr/9du+nSBLCIIGqqqrsh0Ylpio1BdJMBzhpq3bRWR6aL0DyEAYJpJ6BOw1NZaba5hdIK1XHic7x0IMOkokwSCht3KU5BPUOnnvuORaiIZU0T7B161bbHj58OOcVJBhhkFA6C9Y9RalnoAPDgTRR5ZA7uKmsrIzzChKOMEiwG264oVhqOmvWrOJiHSANNGnsDm1SKal6ukguwiDB9OG55557bFtBQKkp0kK9Wbetis41ppQ0+QiDhOvevXtxV0eVmm7bts22gSR7/vnnbSlp06ZNzejRo1lglgKEQQrcfffd9kMls2fPth8yIKkWL15stm/fbtujRo0ybdq0sW0kG2GQApo3GDNmjG2r+z1//nzbBpJm9+7dxeFMrSdQBRHSgTBIicGDB5uuXbvatr9cD0gK9Vgff/xxW0WkYaH77ruP4aEUIQxS5P777y8OF7kxWSApNDyknoGoR8BK43QhDFJEw0V33HGHbetDt2DBAtsGSk1bTrz66qu2rRDQXAHShTBIGT1x+auLNm/ebNtAqWhYSD1VrZJ3w0OuB4v0IAxSSMNFLVu2tO0ZM2bY7a6BUtGCSLe7rnYkZXgonQiDFNL+LgoEPYUpCBQIQCmsXLmyuLhMa2Juuukm20b6EAYppQ/e0KFDbVtDRW5nSCAumrfSlhOiYSGVP1M9lF6EQYppI7t27drZ9muvvWY2bNhg20DUNE+gMlK3X9aDDz5YfC8inQiDFNPeRZMmTbL7xIsm8Zg/QBzUI3BlpJoncEUNSC/CIOX0NDZ+/HjbPT906JB58sknWX+ASC1fvtx+iYYrb775ZttGuhEGKaO9icrLy73vfqCnMm0RLFqZ/MILL9g2EDZtlDh37lzbVkWbK2RA+hEGKaIgaNGihfddfbfddpvp0qWLbb/77rucfYDQ7d27t9jzVABoiNKVOCP9CIOUcEFwupWdDzzwQHGHyIMHD5oPPvjAtoGgNGH8yCOPFA+r0U66FRUVto1sIAxSoCFBIC+99JJZtWpVse77qaeeKk7yAUE888wzxfeSSpq1cSKy5ZzvC7w2EsI/J1BXV/ejOQJHr52MegQDBgww/fv3t/sZPf3003Tn0Whz5syxO+WKTiybMGEC8wQZRBikkMLhVEHgXHLJJaZHjx62re0Bpk+fXixBBRrqjTfeKG6IqMo19TZ5H2UTw0QZdeGFF5ohQ4bYtg7E0ZYV2kgMaCgNN7qV7QoA/5oWZA9hkEJn6hU4Y8eOLS4G0upkt7MkcCba4sS9XxQA6hGwwjjbCIMM07iuxnddyak2FSMQcCY1NTV2qwmVkGqV+8SJEwmCHCAMMs5tWdGpUyf7vQKBTe1wKhpSfOKJJ4pBoIcJd9wqso0wyAF18x999FHTtm1b+70mBVWuSg8BfuoRTJ06tbhgUauL2XMoPwiDnFAgqKLIHTyiVcrz58+3bWD79u32/aH9reSee+4xffv2tW3kA2GQI1pz8PDDDxd7CDo2U4uJ2Ngu3zRZrKFErTLWPJN6BCwqyx/CIGe0+ExDRm7bCpUP6nvdCJA/2n3U/fdXEKhHMHDgQO9V5AlhkEMKApUKuklljRWrYoSzEPJFByK5uSNNFk+ZMoUgyDHCIKdcD8EFgqpIfve737GXUU7ocBpVlSkIdGSlNjnU2QTIL8IgxzSprHpyVzGiHSl1fKH2rEc2aX5IvULNF0nz5s3te0B7DiHfCIOc01Ohhgfc1hUqK9SQEecpZ4/+206bNs2sXbvWfn/icCHyjTCApf3pdZataOhAT4vu6RHpt2fPHjN58mRTW1trv1cAqJLMVZYB7FqaUQ3Z2fRkVF2kLStcuWm/fv042jDltKW5Nip0awg0N6Den3qFgEMYZFRjw0B0jrKON3TVRXqK1M3DlaMiPTRJrBXnbrW5Dq9XD5Bwx4kIg4wKEgaiIFAgKBhET5Hjx49nojEl1AvQUB///dBQhEFGBQ0D0dOkShDdKVeiLQrGjRvHvvYJps0ItdWIGxbSjqNaYczOozgdwiCjwggDZ/369XZxkru5aFsLnZXAU2ayqFpI8z367+VoEdmYMWMIb5wRYZBRYYaBaA3C3Llz65Wc3nTTTfaQfiYiS0/7C+msYlUNidYPqEKsT58+9nvgTAiDjAo7DBwNGb300kvFbY7VSxg9ejQ7XJaI5nbUa/OHtBYR3nXXXUz446wQBhkVVRiInj5Vo+5fqazT1PQkyrh0fBYvXmwWLlxYDGYNBVVVVdkdR6kWwtkiDDIqyjBwtChNvQS346k2Oxs5cqQdPuJmFB2dPTBr1ix7dbR2QL0BFpGhsQiDjIojDERzCapccVsciHoHujFxXGK4NIGvdQPadtqtG9BQkIbpmBtAUIRBRsUVBo62OdDYtX/XUz2t3nHHHex9E5B6XosWLbKn07mKLvW81AO79dZbmcBHKAiDjIo7DERPq24c239Yjp5ateqV+YSzo9+hegFvvvmm7YE5ClmVi/L7RJgIg4wqRRg4unG9+uqrdp8j/5GaCoVBgwaxb/4Z6PenhWPvvPNOvQOH1MNST4D1HYgCYZBRpQwDRze1BQsW2PkEN8YtFRUVZujQobYclYnm4zTEptJdBYG/Z6UegHpWzAsgSoRBRiUhDByVoqryaNmyZfVCQZUvAwYMsKtktV4hj/T70K6iq1atslf/70c9gREjRtieAKGJqBEGGZWkMHDUU9DQh8bB3USo6EanyiMNIWnBlEpUs27Xrl1mxYoVprq6ut58gOh3od1FO3fuTAggNoRBRiUxDBzNI2go5K233vrRmcuqjNFwiOYVevXqlalg0DnTGzdutF9q+7m/t3oCTAyjFAiDjEpyGPhp4ZSCQfMK/t6CaH8drWzu0aOHfVpO21CShny2bNli9w2qqan5UQCI/n4aKlMQUCKKUiIMMiotYeDoxqmbpiqQ9OTsr0JyysrKbCio16BJ6KTtxKm/g+ZHdOPX18cff1xvItjRk/91111n+vfvz/5BSAzCIKPSFgZ+2mtH2zDrhqpJ1ZPdUEU9Bc0xtG/f3nTo0MGGRZwBoRu/nvY/++wze4iM9mo61Z9VfzaFWO/evW2QAUlDGGRUmsPATz0E3WQ/+ugj23PQxKu/4uZEmnDVjffSSy+1w0x6Cte1RYsWNjzchGyrVq1OOjmrIHIbv2nYyn19+eWX5quvvrJ1/zt37vzRpO+JFErdunWzk8DqzTAPgKQjDDIqK2FwIt2M9RT+r3/9y26BoaA4XTjEpWXLlvbJX+Wg7otKIKQJYZBRWQ2DEykIVJGkoZrPP//cHDhwwLb1JK8n+lMN2zSGbvj60voIPemrt6G2hqj0cyDNCIOMyksYnImGcxQKGvr5+uuvbXjoS+2T0fCOm3fQVUNMLgSo9kGWEQYZRRgAOBvnelcAQI4RBgAAwgAAQBgAAAoIAwAAYQAAIAwAAAWEAQCAMAAAEAYAgALCAABAGAAACAMAQAFhAAAgDAAAhAEAoIAwAAAQBgAAwgAAUEAYAAAIAwAAYQAAKCAMAACEAQCAMAAAFBAGAADCAABAGAAACggDAABhAAAgDAAABYRBChw8eNCMGzfOdO7c2fTv399UV1d7rwBAOAiDFHj22WfNiBEjzJYtW8z06dPNlClTvFcAIByEQQosW7bM1NbWmiuuuMIGwYwZM7xXACAchEEKHDhwwLRt29Z88sknZs6cOeahhx7yXqlv5syZpry83H4BwNk45/sCr42E8N/M6+rqbI9AQeBUVlaarVu3et+dnP439O8CQEPQM0gg3cTdl2jSeMmSJba9bds2O5EMAGGiZ5ACX331lRk/frzZtGmTfeJ/5plnTMeOHb1XT46eAYCzQRhkFGEA4GwwTAQAIAwAAIQBAKCAMAAAEAYAAMIAAFBAGAAACAMAAGEAACggDAAAhAEAgDAAABQQBgAAwgAAQBgAAAoIAwAAYQAAIAwAAAWEAQCAMAAAEAYAgALCAABAGAAACAMAQAFhAAAgDAAAhAEAoIAwAAAQBgAAwgAAUEAYAAAIAwAAYQAAKCAMAACEAQCAMAAAFBAGAADCAABAGAAACggDAABhAAAgDAAABYQBAIAwAAAQBgCAAsIAAEAYAAAIAwBAAWEAACAMAACEAQCggDAAABAGAADCAABQQBgAAAgDAABhAAAoIAwAAIQBAIAwAAAUEAYAAMIAAEAYAAAKCAMAAGEAACAMAAAFhAEAgDBIg+rqajNkyBBTWVlphg4dat5//33vFQAIxznfF3htJFSvXr3Mn//8Z3PppZeaf//732bUqFFmzZo13qsnV15eburq6rzvAOD06BmkwIUXXmh+8pOf2LauTZo0sW0ACAs9gxTQMNGvf/1rc/jwYdO0aVPzpz/9yfTu3dt79biZM2faL4eeAYCGIgwSSEM8jm7o/fr1M6+//rr52c9+ZoeJbr/9drN69Wrvnzg5hokANJwx/w/Cbh4LDdJQ0gAAAABJRU5ErkJggg==[/img][br][br][br]Hipérbola[br][br][br][img]data:image/png;base64,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[/img][br][br]Parábola[br][br][br][img]data:image/png;base64,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[/img][/center]
Analizar la relación que existe entre los ángulos [math]\alpha[/math] y [math]\beta[/math] para que obtener las diferentes cónicas.[br]Mover el deslizador "[math]\alpha[/math]" para indicar el ángulo del cono y el desliazdor "Rotar plano" para obtener el ángulo [math]\beta[/math] entre el eje y el plano.
Para que represente una circunferencia, se debe cumplir:
Para que represente una elipse, se debe cumplir:
Para que represente una hipérbola, se debe cumplir:
Para que represente una parábola, se debe cumplir: