2.3 - POSICIÓN RELATIVA DE RECTAS

En función de como estén situadas dos rectas en un plano, pueden darse tres [b]situaciones relativas de rectas [/b]distintas.[br][br][img]data:image/png;base64,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[/img]
Hay un caso particular de [b]rectas secantes[/b] llamado [b]rectas perpendiculares. [br][br][/b]Las [b]rectas perpendiculares[/b] son aquellas que cuando se cortan forman un [b]ángulo de 90º[/b].[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASoAAAEPCAYAAAGCXLk8AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AADhGSURBVHhe7Z0JvFVT+8ebVBKhpEHKmCIhQ5JIkyYiSSTVqzQYGhGaCH+iwSxR9CYaUTJVpHlSonmkiQaleX7+9/t01nlPx627d3ef2vd6vp/PvnefffbZe+21f+u3hr3W2hkkpFjA/GIB84sFzC8WML8c14CtXLlSDh48GPl0dBIbsB3z9d+WLVtk2bJluu6VxAZs+9zIin8CCdjff/8tOXLkiHyKIQwBS5bAAla58jEvHe7sIBkyJB0udnubWod/9rJESKzGUoEFzC8WML9YwPxiAfOLBcwvgQbszz//jKwd4tdff42s+cdXwAoWLCiNGzeWfv36SZMmTTTT/uWXXw5l3kmUKFFC5s2bJx06dNDPbJ87d67+L1u2rAwcOFAOHDig36XEMcdYw4YNI2uJIe1o7Pzzz9cKw+7du+WCCy7Qzz179tR1d4tee+01ufDCC3X9yiuv1P+XXHKJ1KtXT9cLFCig/4cOHSoXXXSR7N27Vz8XKlRI/0+YMEE6deokuXPn1s/sF88/AnbmmWfKunXrZNKkSZEtIoULF5bbb79dKlSooJ/bt28vN954o647qlSpIkWKFJGRI0fqSW+66Sb5+OOPpXz58vLiiy/qPuecc47+7969u8yff6iiwu+SI+3cyrAQyoBZoLyS6kBdffXV+r98qwn6PwgCiykLlFdCGag6XaZF1lLPvzNQ5Ifr16+XadOmyWeffRbZenQCC9RdnZMP1MKFC/X/zp079b8XTFNeOSxQFNyOlcQEKrlWOh8LFYf5Ne9L9jvPS4TAbl+9536KrKWewALVsuecyFrqsUB5xQLlFQuUV9J3oILEAuUVz4Eiw121apXky5dPXn/9dRk1apScccYZ8s0330jz5s3l0ksvje7H8vTTT8uIESOkd+/eMnnyZG2xoQXQC3b7vJJsoGjFu+eee6RMmTLSpUsXbeWD8847L9qS99Zbb+n/Rx99VFsCd+3apb9r0aKFtiJfccUV+n2vXr2kaNGiuv7www/rPg6ORythsWLFIlsOkWygaGm77rrrVBvbtm2T4cOHawvxpk2btPkQaDmGBx98UHbs2CFXXXWVfi5durT+z549u/6///77o+0NtWrVknLlyuk65xgyZIiux2Oa8kooAxVWLLJ8EMrIKtX0+8hauAhFZLnswhFk82CQhFJZFlk+sMjyQcU2EyNr4SKUkRVk+2WQpIvI4qG66zHQrFkzrSssWrRIZsyY4blDhxdCGVlNX05Khn9+fPRl4+eRvf/Hvn37NHKGDRumXaWppHntv+2FtKusVHQ6PlYssnxwxMii447fHv+pwXVbP/fcc01ZfihWsa080L5v5NMRsMhK8u6/dkiGjJkkQ6Zssic4bw6EUCoryKcKQWKR5QOLLB9YZPnAIssHFlk+sMjygUWWD0IZWa1fP/6lcy+EMrLCikWWDxISWXREoLcDHViOFXpEwJo1a/R/PJzjeJOwyAJaLh944AGZM2eOvP/++7qNcX8M7sqcObP20OA7unSfdtpp8sMPP8hff/2l/Y8ZxwWMveJ4HTt2lJNPPlnGjBmjY7bYdv3112vTMb2G3DnpxsIxGc/FOY84Y8ExcPxvTxomxchq1aqV1K5dO/Lp2BkwYEBk7Z98/vnh7en79++PrB0ZRpemxAsvvBBZO5zY63HrrVu3/sdQ23hSjCzXk6pmzZr6n+RSsWJFXT/99NP1//bt2+Xyyy/XJEEnJzrQMRRy8+bN+j0PD0h6JA9wQx2XL18u/fv3l0qVKulnkiMd8G644QYpWbKkbvvyyy91DOfFF1+sE8hA/vz59Xg8wYFu3bppGG677Tb97CB5EhbCVKNGjchW0c958uSJXlu7du20E+DYsWP185FIE8mQyHJjSE8k5lk+sMjygUWWRyyiPGIR5RGLKI9YRHkklBE1a9GhgmuYCEVETZ06NbJ2iDlLt0TWwkMoImr16tWRtUNYRHnEIsojFlEesYjyiEWURyyiPPLTYitHeWLszPWRtfBgEeURiyiPpIuImjlzpj5L7NGjh8yaNUvnB+XhAnOHBkWajyg3eRdj73liBEyMefPNN0eHwQdBKCNq1fw+/xxfE7/Ecdlll0WnKn3ooYd0rA2TGgRFKCPquxkeigeLmuk/Hum7mdggdj1I0m7Si0TU8cIiyiMWUR4JTUQxnQCTCEGaiSjmo4Ygh7OmBBE1e/ZsXU8zEcUcQrBnzx79fzxw8xSBJT0PzJq/Ts6+vI6sWpdCU8sJj6hax/CenwCXDJmzahfErHkvSfb76LIsKaKS2x7UEhld7widogpcUVcj6rZmh6YUCwuhiyiYMm9rZC08hDKiPhl3qJgQJiyiPGIR5RGLKI9YRHnEIsojFlEesYjyiEWURyyiPGIR5RGLKI9YRHnEIsojFlEesYjySCgjaugPyQ/xP5GEMqLCiEWURyyiPGIR5ZHQRpSb4yA5eJLtZWKJIAk8olasWCHPPPNMdB6VY4XJHN54443Ip8MZP368TkJxPAk8opj9onjx4jqBDa+xYmaLN998UyOOThgnnXSSTvnBq4p4rVWmTJl0whqmKWHCG15PROdV3pbOb959912d+IZZOD755BONQGbw2Lp1q76gnDeif/vtt/Lcc8/JHXfcoedr1KiRnqdu3bqRUKWehCjKvead2XyYdoTZeJzCsmTJIg0aNNB3Nz355JP6PbP8ADP9EFG8C4z3PfEbevoSESRFIoJt06dP12PyXqdTTz01Oj0Tb3LnePTG4f1jHC8oAo+olIh/fX1a4bhHVFrFIsojR40opi1izqVPP/00suXYYSqi5GjZsmVk7RBMZO8FXpyXEu7FGLEw7ZI7Z8OGDWX06NG6XqdOHf1/JI4aUUyx5sB4mRUf+vXrp+UY3swxaNCg6LxMZcuW1aLBb7/9pqMG6PNNNs73nTt3lgULFkT3Bd4g+N1330U+iXzxxRc6AgGYlo0X9gG/ufXWW/V145yX3xEJDOVwx+P/0qVLdR2j5zPzTJFDxp5z8ODBmmO6chhvLOQ8KZXLPEfUzz//rP95G+HixYt1nYKfuzBysYIFC2ouRM4HfHfKKafoOhFVqlQpXWeyLWAyrbZt2+p71qFp06bRd2gRcN5wyIRa7E9HWIobbOe8FC2Y6w64cWQS3CBw7+9mlrKzzjrrsKEeqKh+/foambxFpG/fvrJ27VqdeOtoHDWiKOs46GPJhYF7hSdJk9d/unXuHONR3DsgSEYUDnklI4p89tlndT32NSeUhRwUCdzsZ0RIvXr1tFhAVs+0ckRctWrV9FyPPfaYlr84HvAftQDJic+om9+5fYD1yvSoS4JZ1ZjI0AuhN3N3A1DsiST0ERUWLKI8YhHlEYsoj1hEGYFjojICx0RlBI6JyggcE5VHtu3cJ/sPhOxlgiHFRBWBtj8aPqtXr65tlfHw5vQwTpwWRkxUEWiUPtJba8BE5R0TVQQa191sGclhovKOicojJirvmKg8YqLyjonKIyYq75ioPGKi8o6JyiMmKu+YqDxSp8s0b1P0GSYqr5iovGOi8oiJyjsmKo8kWlR0K2cwFSPPYmEEG9tdV3Jw2+hfH0ZMVB5JpKgY2BHbRT5v3rza05wXfDtGjRqlg0sYLskADaBr/caNG3U9TJioPIKoxsxMzA1k/Md9992n4z0YL8toIcSSI0eOyB4iU6ZMiY4FYQwIY2sRXhgxUXmk5as/yl+Luoms6pG6ZWXXJFUcGm7mQBxDhw7V5ZprrlEBQffu3aVq1aoyZMgQdaX169NGmc5E5ZHAsr/tc4/7hPfHGxOVR0xU3jFRecRE5R0TVRyMDmeENwOYb7/99ug4XxOVd3yJilpK165ddVB1mzZtIlvTF0wXULJkycgnkXPOOUd27/hb7u463UTlEd9O1b59e8mYMaMMHz48siV9QYMi7UPUupjCwWFO5R1fovrjjz90bg4mC6H7bez8GukFNzNNPHWfnSmTfgmgl4KJylizcbvkvuQ2nYPu0JJRKjXsIcf8KsO9C01USuvWIs2b/yuXjg1fkIyZs8eIKoNkO7uYLGz+RLL7p7h0aCXS/9nkv0sry+uvR4SRPOZUHliwfKNcXr2jFCnbQpp3/q9s2Lw98o2RHCYqj7TsOSeU7wQIIyYqj5iovGOi8oiJyjsmKo+YqLxjovKIico7JiqPmKi8Y6LyiInKOyYqj5iovGOi8oiJyjsmKo+YqLxjovKIico7JiqPmKi8Y6LyiInKOyYqj5iovGOi8oiJyjsmKo+YqLxjovKIico7JiqP8AqRdDjOIyGYqIzAMVEZgWOiMgLHRGUETpoQ1V9//SVXXXWVXHHFFXLdddfJZ599Fvnm+NO0aVPJly+frhOen376Sde9MH78eB03uHnz5siW9EmaENXKlSv1ZgBD7Vl/7733ZPXq1XL++efr57p168ru3bulf//+Ousc7+8rV66ctGvXTurUqaPb2M/Nlzlr1iw566yzdFvLli1l37590qlTJylfvrzOZsf2t99+W/ddvHixnHHGGbrt+uuv1ykUgc9M6nrgwAF5/PHH9XOZMmX0WKwPHDhQ9ytevLg8+eSTMmPGDN3O+wQHDx4s2bJl08+8Fg6hjRkzRgoXLqznOPvss3WGvZtuukn3KV26tGzatEkTGN+z7bnnntPjh400JSpmnOnVq5e+Qo0IJ+LZ7pZWrVpJv379dN3RqFEjqVSpkq4zAzDfMQNwzpw5D/vtO++8I507d5ZcuXLpvpMmTdI5NxEA+3700Ue6vW3bttG5FvjdwoULpUWLFjq/RCx8N2zYMF1n/omnn346KiomAeF8TlQsvXv31hmHWXcw+4z7ngXBM7URCYjPHTt2VEGHjTQhKiYGIRJxolh+/vlndQEX6SNGjJBBgwbpugNR4Txkm5kzZ9Z94Mcff5RChQpFf8vErM8//7yceuqp+j3CQ1QbNmyQ+fPnq4CzZMmiwot3qv379+vswnxmste9e/fK2LFj9TNO+sgjj6hT/frrr7qN6YpwpaxZs2pWWrRoUU0sEyZM0O8da9eu1Xmy2MbCMebNmyenn366fn7llVdCOUlKmhBVasABcBLj+JHuRWUcf9KdqChjkB0FyZ49xzxx0D8IKnwcI+jrDIpUiYqaCGWGMMGc49TivNK3b1+tHVJLTA7KaH/++WfkU+phrvQOHTpEPh07ZOtean/Tpk2LViz69Okj99xzj67fcsstWiYFasHULDneiy++qPOeUg49VlIlKqrBvPKiRo0aujCpfLdu3bRACRRyc+fOramzZs2aWntzUPPhzQWQPXt2GTdunK4zxyYXRe3LUaxYMS3c8n4W1oHmBKrWcOedd8rkyZN1nQIzkcP+riYHFNRpRoiF6vqqVau01vXoo49Gth6CZoHRo0fr+ty5c6VBgwa6TmS7wj7rhIPrdq8Bad68ubZHxYYVR8mfP79eF6J66qmndD32NSFcCxUCwjFgwADdxudYaK7gfHDHHXdoxYLaIM0NjjPPPDOydggSRfXq1XWd+0GcLF26VEqUKKHbgKaPxx57TMNMhQTBvf/++5Fv/RO4UzVu3DjaOElkIjpuELUiqt8OajBELJx33nla3Qfak9heqlQpveFAwycRvGLFCp0xGGLPzes33L68JQHxUnOKDVuTJk3ku+++i3wSrUnSNPH777/rTaSWyDEdVP+rVaum61OnTo02GVDNd9nOgw8+qMfEHUlM1ARp/gBeA0LbFnAublasqEiQtKU5XPhowoA5c+ZoE0Is1HRdEwLOiqgQCmJzHK02OHHiRHnooYd0nfYwV5vmOqiNEj7igyU1b5ewgnoAcPOdYGk/cw76b8VEZQSOicoIHBOVETgmKiNwTFRG4JiojMAxURmBY6IyAsdEZQSOicoIHBOVETgmKiNwTFRG4JiojMAxUXmAGV+27dwX+WSkhInKA7MWbZZSTb+PfDJSwkSVBL0sGcLOiGZ6ccYzZ+kWKd9qQuSTkRImqiR++eUX7cN+JExU/jBRJcHABgZuHAkTlT9MVEkgKjfiJDlMVP4wUSWxYMECuf/++yOf/omJyh8mKg+YqPxhovKAicofJioPmKj8YaLygInKHyYqD5io/GGi8oCJyh8mKg+YqPxhovKAicofJioPmKj8YaLygInKHyYqD/y8zETlBxOVBxb+tlUqtpkY+WSkhInKAyYqf5ioPGCi8oeJygMmKn+YqDxgovKHicoDJip/mKg8cDxExYT+vCSAOcwdzGvONvfiAgdznvPWr7BiovJAokX10ksv6ZsieCMFk/hv2bJFt/OeQLbx+o/atWvrtmuvvVbfRFG/fn35/vtwjkU0UXkg0aLizRTuTQ68sYJ3Cg4fPvywd9jwjkEm/uf9gLxBAwfjJZJhxETlgUSLCndyrw/hDaj33nuvdOnSRV8s6eD1JbyUiLdL8N4Y3sfDy4zCiInKA4jqltb/ewFT0PBOG97hQ3Z388036/uYcasePXpE9hB9QRHv5qGcRZboXhYVRkxUHvh5+Q75aOAbIn9+nLrlj49Edv8WOWry8K5lCuJffPHFYa+L46VQwAvJcTGWZcuW6bawYaLywOxlO+W7kS+IrEpyjtQu8+9NqtYtjRz5EGRjvF2LN9HHDmrFvdjO63oRUVrBROUBsr9yj02JfEolCxomiWp55MMheI0cr62Lz9J4lx/beT9fWsJE5YFAC+rJiCq9YaLygInKHyYqD5io/GGi8oCJyh8mKg+YqPxhovKAicofJqo4+vbtKzVr1pQqVarIO++8o9tMVP4wUcXB6/RHjhyp6zwyoYfAolXbTVQ+8CWqNWvWSPHixaVIkSKyffv2yNb0BaL65JNPdB1x8XB3yZqdJiof+BJV48aN9eEnME9meiTWqUqXLq0CM6fyhy9RrVu3Tssbd911l6xcuTKyNX3RtGlTnVO9atWq0U5wVqbyhy9RuR6JdBArU6aMrqc3cCoe4sZiovKHL1HROQwxFSxYUN+SkB657777ZMCAAZFPh1iSlP1Vbjc18imVmKiMHTt3y9O9v5KCV9aTojc2laFjFkS+OUZMVMYTr46WDBmyJC0ZdMl6ZlH5ZvKSyLfHAKI6uCbyIX2Ssqjo41O58r90qSJnlLg9Kii33FTj6WT29bisaS7yUM3kv0srSwpdmVMWFbW85kkR8a9cWkiey+/4h6gq3NklmX09Lh91E2n3aPLfpZUlhZq/ZX8p0OWtMZIhS86ooE7Jd6WMm5a+y0SpxUSVAjt37ZUX3hsnhW9oKVdWf1y+mhjOwQZhwkTlgaVrdkjl9uEcYxdGTFQeWLFuh1RpN0l27dkf2WIcDROVB0xU/jBRecBE5Q8TlQdMVP4wUXnAROUPE5UHTFT+MFF5wETlDxOVB0xU/jBRecBE5Q8TlQdMVP4wUXnAROUPE5UHTFT+MFF5wETlDxOVB0xU/jBRecBE5Q8TlQdMVP4wUXnAROUPE5UHTFT+MFF5wETlDxOVB0xU/jBRecBE5Q8TlQdMVP4wUXnAROUPE5UHTFT+MFF5wETlDxOVB0xU/jBRecBE5Q8TlQdMVP4wUXnAROUPE5UHTFT+MFF5wETlDxOVB0xU/jBRecBE5Q8TlQdW/rFDbntqqonKIyYqDxxMWvYf4K/hBROVETgmKiNwTFRG4JiojMAxURmBY6IyAsdEZQSOicoIHBOVT3799VfZt29f5JM/eJn56tWrI5/SL2lCVE899ZRceeWV+hZ2Xpy9YcOGyDfHl02bNunr2davXy8vvvii3HPPPXLwoPeW9muvvVbq1asX+ZR+SROiuvPOO+Xcc8+Vzp07S+HCheWiiy46ZrdIDTt27FBR/fnnnzJ+/Hj55JNPfInqxhtvlEaNGkU+pV/ShKhq164t5cuX1/UmTZro2+YRVZcuXfQmn3rqqfLjjz/qDT7llFOkWbNmun3t2rX6v2fPnvq/WLFisnnzZt2vZcuWui1//vwyb9482bt3r2TMmFE6dOig20uWLKn7QuvWrXVbxYoV9f/GjRvloYcekmuuuUa/nzlzphQqVEi/++KLL2TgwIGSPXt2DeO4ceMka9assmXLlsNE5Y7F8vbbb+u2AgUKSNOmTXXbihUr5OOPP47u07dvX93nrbfe0s/syzHDSJoRVY4cOaR48eKSJUsWadCggUyaNEkjd9asWfLBBx/ISSedpPtyMy+77DKZOHGi3nxuKE43ffp0yZUrlzRv3lwGDx4smTJlUjF169ZNjw0cr1y5cnpM1tkPsbLODe7Ro4euc1zCULp0aRVjvnz5NFtDQI899pgMGjRIhb5//3755ptvVOjxoiL75PzPPPNM9PznnHOOOvKECRNkzZo1ei5+z8I62S7X2b17d3n55Zc1DsJImhFVkSJFVACff/65bnvllVc0omMXnIFIHz16tO7DjWT7nDlz9DOCqVu3rrRr1y7Z3/J/+fJDr7JFmE8++aR89NFH6owHDhyQ7du36z6I6oEHHlBR7dy5U7dNnTpVfwe4ymmnnaaOiNBiRdW4cWMVW4UKFaLnPvvss/V3uM9rr72m6y7RxC5Lly6VoUOHysknnyxXX321fg4jaUZU3JBYvvrqK41oIh/RzJ8/X10DJxs2bJjuw43EqapXry5jx46VbNmyqVBwNpwKR+K3ixcvjgqG2h2QVSK+adOm6XbKTy5rjHcqHJAw4mqPPPKIipr9Ro0apQ7mRFW2bFmtaPz222/6/YwZMzSrRoCAqHAgcFk32SlhZNm9e7dUq1ZNfvrpJy1XPv/887pv2EgTouLGxIsKF+jatatGPMt5552n23GqWFFlzpw5Wn5CXBS2EQLZlPsttTJgPVZUHTt21HW3L1knWR0Fddavu+46/Z5CO8JC0F9++aUev3Llyvobyn2nn366ls8qVaqk2R9OhQj5vmHDhpIzZ049DtmfExX069dPEwL7sQBiZv2qq67S2mgYSROiOlZc9jdlypTIFuN4kK5FhStRa3RlKuP4kK5FZZwYTFRG4JiojMBJd6Las2dPZC04du3aFVlLPUGFLxHXGRSpEtWIESPk3nvv1erx3XffLVu3bo18c+KgSeGvv/6KfEoZHofwaORIwqE5gdbvoKA2SjtXaqEJg4ZXL/znP/+Ru+66S9vqHLR1cd/q168f2SIye/Zs3UZ7XGpIlahoHBwyZEjkUzigddo9s0sJUjvtW3ny5JG///47svVw3nzzzchaMNBmFUT7EuH24qC0pc2dO1fX8+bNq49/aHSl1wcMHz5cbrjhBl3nYT3w1OHrr7/W9WMhVaJq3769PhOLhZR/8cUXywUXXKBdVmDVqlXagEkr8EsvvSR9+vTRhUchXBB9jEqUKKELj0OAFmyOweMZfg+0SPPci+04o+shwKMNttGwyANi99CYfdhOyzet0fG0aNFCfvjhB7nwwgv/ISpcgN/RCEpDJ0yePFlTPTeKG0D/KKCFnJt8/vnn64Pl77//Xtq2bRt9NsejlV69eum6ExXhI7yEj4fXLjtz1/Lwww9Hr8/Bs0e+o0GVuERUxBcNqGzHZWJ/wzUgJBpbgcZinmfSqs8TCQct+tu2bdNnq/D6669HH2AfC6kS1RNPPKGKr1Gjhj60BZyCFmWoWbOmtjYjGtzAQeSQGgCRuR4IuAJCBfcsjRvgjs2N42EtlClTRm/aokWLopGxZMmSaATRs+CNN97Q7aRUhBPL77//ruEGBBIvKrICx80336x9uHjQi3CA524kCqAl3EHvA+BG89wPBgwYoM8twbWu8ziH55dAKz4iAR4oA2GOdSIeJSEcwGlcTw3ikV4SQG+HVq1a6TrwPY+IeAIAJGzihKyQx08OHg8Rz3xPnFx66aWpctNUO5V7JAKIh450jv79+2tk/vHHH5rqHQiJ1AB05ejUqZOuIxi6lAAd4HgAjCvUqlVLt3FDERGQ9dLFhN+QAh2I2rkMjZ+AC+BgLsUCn3EPwpg7d+5o9xMHrfA4J2FACDyLQ1QIDLhhLrsgUdDboHfv3ipm4HEKjgXxokLAJIp169bpNiDchBMn5rhcWyzE2bPPPhv5JCow3Jf44ViEk4fULl4dJDDCx/e47MiRI6VOnTry3XffRfYQfRREOfTbb7/VcjJFmtR0hEy1qIgwBxeJ/TvI/ogcboh7TgZHExVZDY9XbrrpJt1GrwEiC2JF1aZNG8166RaCKwAiwhH5T1bgWtI5f6ybAIVlslWyLlI93VBiIcW6bBchsR4rKtyYrJlrrlKlymEPfeHxxx/XGwQI1j38RVRc3+233x51C24oxyIrI/viP1lirJt8+umn0UI1DkZPBYRN8cE9r4TYhBMPzx65jldffTUqUBzJnZvEj4OzpKZ2mSpR8aA2Pu8lwKQMIpoHuLBs2TItmzhwFlIk0IHOZXkffvhhNOLIVjkGKd4J7Mwzz9TeCMDTfVyGm8v3RBhlBXolEFFEDFkJx+BYsREfCzeRmhQ3OhZSK07FtZQqVUqPh/PwIBc4LwIBskESCQv7Uhhmf9yEB8uEi3IQuNqfK3sSPn7vCtM4CttwWlzGgVgIC8cj6yQ7R8Bk+e44xLeLHwdddPiOcLtuQ/TIIM7izx0UqRKVceihtSsPATc9tm/VvxETVSrB6ciKcSWy56CbINIiJiojcExURuCYqIzAMVEZgWOiMgLHRGUEjonKCBwTlRE4JiojcExUhmGEHjMqwzBCjxmVYRihx4zKMIzQY0ZlGEboMaMyDCP0mFEZhhF6zKgMwwg9ZlSGYYQeMyojMBat2iZNuv+kC+uGERRmVEYUpjpjrhre/cVEj0w7x2yoTCfn5iI8GnOWbpHyrSbowrphBIUZlRGFKQaZ45GJP5l270hzfx8JMyojUZhRGVGY75M5UZkvNHa2ZK+YURmJwozKiBJrVEyD7xczKiNRmFEZUXidALOwM0O7exWBH8yojERhRmVE4ZURvEeFV1TwThK/mFEZicKMyggMMyojUZhRGYFhRmUkCjMqIzDMqIxEYUZlBIYZlZEozKiMwDCjMhKFGZURGGZURqIwozICw4zKSBRmVEZgmFEZicKMyggMMyojUZhRGYGBOd0cMaqfzaiMADGjMgJj3oq/peZTU6RC6wkyae6myFbDSD1mVEZgLPxtq9TpMk0qtpkoY2euj2w1jNRjRmUEhhmVkSjMqIzAMKMyEoUZlREYZlRGojCjMgLDjMpIFGZURmCYURmJwozKCIy0blTbt2+Xd999V8466yy54IILdMmbN680atRIli1bFtnrELw+bMCAAXLjjTdG9y1UqJA0bNhQZs+eLfv379f9+D958mQpXbq0FClSRPcrVaqUvPPOO7Jz507dx0gZMyojMNKyUTFf/NVXXy0XXnihzJs3L7JVZOPGjVK1alU544wzZNiwYXLw4EFZvny5Gs/111+vpuRgKmfehVi4cGE1Ihg8eLDkzJlTnnvuOf0MGBz79OjRQ7Zu3RrZahwNMyojMNKyUfXp00fy58+vRhPPiBEj1MRatmwpmzZtkldeeUWyZ88uL7/8cmSP/zFx4kQpVqyY1KxZUzZv3qy/Pe2006RTp06RPUT69u0rBQoUkNdee01LcUbKmFEZgZGWjYoXWtSvX1+rb927d5eFCxfK4sWLtaR13333aamIKuCGDRukS5cuuh/mFs/8+fPl2muvlVtuuUV+//133TZ9+nS59dZb5bLLLpMSJUrIHXfcIZMmTdLvDG+YURmBsSjJqGp3niZlH5kq387w95blsLBkyRL57LPPtMrGMnToUOnatatUqVJFS1C8Pbpnz56SI0cOeemllyK/+h+xJSraoHhNftOmTaVSpUpqViys33333TJt2jQ5cOBA5JfG0TCjMgJj+uI98uQb3ycVrR4U+a2ayC+3ndhlblIY5tcXWd1bZHNSuPb7N88PP/xQLrroIm0k37Ll0EBrXilGg3jRokVlypQpug3Wrl2rpSWMatCgQZGtRhCYURmBQdXv7qSqX5W2E2TczD9EDu4/wUtSaWXbHJEFDZIC11Rk1+FP7mKh5NOmTRs1JbfQsN65c+dk3xpNSahXr166j9sf43rvvffsaV4CMKMyAiOUbVTb5yYZVcOkemmzJKNaHtlopDXMqIzAMKMyEoUZlREYZlRGojCjMgLDjMpIFGZURmCYURmJwozKCAwzKiNRmFEZgWFGZSQKMyrjqNATu169epItWzYpV66cjoVjqVGjhvYh6tChg6xcuVL3NaMyEkXCjYrR59OmTZMff/xRJkyYoL16jbQDRvXggw9KyZIldUiJg+lL+vXrJ3ny5JFmzZrJgf37ZPHqHXJ3l+lmVEbgJMyoGGX+/PPPy8UXX6w9eKdOnSojR47UUeQffPBBdL4eI9wcyaj27dsn77//vuTOnVtLWAcOmFEZiSNhRsXEYhhSrly5pEKFCvL000/LihUrIt8aaQXmS2JQbb58+fQ+NmnSRJfy5cvrZyaaY0YBsKqfkSiOWxvVww8/rKWrc889Vzp27GijxtMIrkR1xRVXyJAhQyJbk8eMykgUCTOqGTNm6KyGo0ePll27dum2gQMHSsGCBaVWrVqyd+9e3WaEG4yqcePGOpdSSjMCMM1LHa36TZLvZx0qZZ1wzKjSBQktUdGQ/uyzz8rjjz8u7du31/ap8ePHR7410gJ79uyRr7/+Wvr37y8LFiyIbE2eWQvWS7XWo+X6/wyXJ3r/KP8d9bPMXrhWDhyM7HAiMKNKFxy3qp+Rfhk/c4Xc/WgfyV/yHjnlrKKSOWsOyZApi5x0Sl7JdV55ubZWJ+nRf4Js2bY78ovjiBlVuiA4o6LNyZZ/3fLhiBlydbU2kvm0wpIhQ4bkl0zZJf9lVaVl149l9bq/kz1OwpZtPyeZVCORJc1Fdi5Nfh9bjs+SCoIxqgkTko6UdChb/nVL64vvkJOLVU1aTcagYpaMec6Xa254RH7JkDnZ4yRsOTVpebusSI/rkv/eluOzFCt2yCeOkaQjGMaxM2TMPClb+ynJkuuCJD0mb1IZMmaXc6+4U9q9PFzW7Uhdzmr8OzGjMlLNhFkrpGGHgXLRjQ/JafkulZNOPl0yZc0pWU8tIGdfWkMqNughbw2aLNt27In8wjD8YUZlBMashRuk5uNjpGyzr+Slj2bLt1NXyMIVG2XfPitFGanDjMoIjCWrt0vDF2dJ5bYTZdTkP05stwQjXWFGZQTGinU75OGec6RKu0kyaNwq2bXHxnMawWBGZQQGRtUyYlSfmFEZAWJGZQSGGZWRKMyojMAwozIShRmVERhmVEaiMKMyAsOMykgUZlRGYJhRGYnCjMoIDDMqI1GYURmBYUZlJAozKiMwzKiMRGFGZQSGGZWRKMyojMAwozIShRmVERhmVEaiMKMyAsOMykgUZlRGYJhRGYnCjMoIDDMqI1GYURmBYUZlJAozKiMwzKiMRGFGZQSGGZWRKMyojMAwozIShRmVERhmVEaiMKMyAsOMykgUZlRGYJhRGYnCjMoIDDMqI1GYURmBYUZlJAozKiMwzKiMRGFGZQSGGZWRKMyojMAwozIShRmVERhmVEaiMKMyAsOMykgUZlRGYJhRGYnCjMoIDDMqI1GYURmBsTzJqJq9OlsqtJ4oH4/93YzKCAwzKiMwNm3dI0PHr5F3vlghs5dskX37Dka+MYzUYUZlGEboMaMyDCP0mFEZhhF6zKgMwwg9ZlSGYYQeMyrDMEKPGZVhGKHHjMowjNBjRmUYRugxowqIgwcPys6dO+Xvv//+x8L2AwcORPb897Bv3z7p1q2b5MmTR66++mr5888/dfuuXbs0XrZv3y779ydmmM2cOXOkTp06eu5HH31Uz2ekXcyoAuL333+XqlWrSoYMGf6xZMyYUUqUKCEdO3aUzZs3R36R/sGYmjdvrnFwwQUXyKZNm3T73XffrdvOOuss+e6779Tkg2b8+PFStmxZPU+jRo1ky5YtkW+MtIgZVUCsXLlSateurQmjfPnyka2iJYaGDRvq9vz580uvXr20RAHr16+XH374QYYMGSKDBw+Wr776ShYuXKjfOX777Tf57LPPZMKECbo+adIk3XfixImye/dumTt3rn6eP3++bNu2TaZNm6afWUisyZUkOA4G4fYbO3asbnNQ+ps3b54MGzZMZs2apeGcOXNmNJycm3PFs3r1ahk9erTu88UXX+h+TZo0iRrVH3/8oftxjZx/+vTp/zjOunXrZNy4cXoMzsf5KZECmQHbhw8fruF1BrdhwwY9Htt/+eUX2bt3r8bTjTfe+A+j4nzE2ZdffqnHcsdj/9hMhGseNWqUHpd7SzjYl3u0Y8cO3Ydwsf3zzz/X70aMGKHX5MLrcPeF+GQ/rs+VLg1vmFEFRKxRlS5dWhPlxo0bVcTXXHONbr/kkkvk22+/VeE+9thjcsopp+iSO3duraKcfvrpki1bNi2ZIWzo27evnHTSSfp7vnO/qVatmqxZs0ZatmypJTa+wwg5Rs6cOSVTpkz6myJFiki/fv00UWMkNWrUkKxZs8qpp56q52Q57bTTJEeOHPLAAw/I8uXL1aiefvpp/T3H5rtcuXLpb9xxCxUqpCYLVOHY34Uze/bsekx+Q7jYdtFFF2l8QP369XVbqVKltIoGy5Ytk7vuukuPkSVLluh1cu77779f43PgwIH6O4758ccfR6uNX3/9tV4nv33yySfVlGbMmHGYUTlzoYRHHJ1xxhl67cQ95+C6KPUOHTpU9+OY+fLl098TXy48xYsX1zgi87j88svl5JNPljPPPFOPxX+und+98847Go9kAtwX4pH7wvn4f9lll8nUqVP1XEbKmFEFRKxRxS8XX3yxtG/fXksp5LbvvfdeNBGULFlSS1z/+c9/1HwwA7aT4BA6JkNCYVuPHj2iCQ5IkCRCEgGJhhzbsWDBArniiiv0d/fcc48aQpcuXTRhYQRlypTRczZu3FjKlSsnmTNn1n0//PBDPW/nzp31M4mY0hHbgJLIOeeco4mN8OzZs0dNI2/evGoATz31VLTEiJG60iQlKmdUGCLbMHRKV+zfunVrDQOGRknKQcmDfTB3wsbviKNPPvkkalTffPONXHjhhWokGGZyRuVKlhyPeCIuHn74Yb1+4oLrJPw9e/bU/chQChYsqL9v1aqV/PXXX7odKLUR33x37rnnalWWuOQ/n9les2ZNNV9KtWRQbCM8hO+DDz5Qk9+6dWtCqr3pETOqgDhS1S8ejOrNN9/UXJZ9KW21aNFCE4NbaPylCkUVBlG7kkqsEYEzKkoD5NCxCZyqIrk/v7v33nvl119/1TYyEiTHu+WWW7RUF3veNm3aRKsuzqgoGfFbBwmsWLFianjt2rXTMFCdOfvss7UE9cQTT0QNhJIHJslxjmZUnA/T4DowHEzIwW84P4naGRXX8O6770b2EI0XTAWjeuaZZ/5hVA8++KD+nmNhymzDPB555BGNA9qyKAlRyurdu7ceE6MqUKCA7vvyyy/rNsfs2bM1g+G7888/X+9BbDyyUBKmFEgp9qefftKq83//+1+pV6+eGi3X8Pbbbx+W8RhHxowqIDCq22+/XcV73XXXafvRkaAd5o477tCERTWGRI9w3YLpUGWE999/X4/JgiHEQoIkJ+cYmA8JgJKOKx3x/4YbbtBqDNA2w9M3zkfCjD0nC4mYNhdyeVf149iUIBy0r5A4MRUSJG05JDZKgByT3/AdpUCMi6oO2woXLqz7gqv6XXXVVdGqH21st956a9SUCTvHIKyUymifWrRokWYG7vo4D+GmJMS52b9Dhw7a1oRRYYTs16BBAy1RYVR33nmnligphXJswsjv2c+VEoFSmgv7Cy+8oNsclC55mknJMrl4ZMHo4dNPP9WHBlyXCyPhx7gxZFf6NI6OGVVAUAUi5xw5cqQ2zLqq0tGgEZh2CqpT/M4tVBdcY+vatWuj32NwsbgSFYmJEhKJi9yefWn0pSSSXEIgl6fERWNx7HkJi6siLV26NHocSiMOEvv333+vJb7FixfrdTtWrVqlRsbvCAvnwZzYxuLMm3CxD2HgGhzEGdWlMWPGRI/BvrGN05zv559/jsbJlClT9GkiRoYhY3iURGk3o52PfTBDukoA/6kWsy/f/fjjj7JixQpt+OeYlAKBqp4LB3GRHIQLE6f0xX6xC6YKhHfJkiXReOEclFpd6dLwhhlVGoZEft9996lR0RBMw61hpEfMqNI4lB4oNVFa8VKKM4y0iBmVYRihx4zKMIzQY0ZlGEboMaMKOTxhoysD/anih5uEBZ5iMQCY/kqxTwHDAE9Q6Y3fp0+fUAxMpq8bfcs++uij0MVVmDlhRsXjXzr50b+E/jR0SnQLQyboxBfWhHk8cZ0pO3XqlJABzXSDoKMn/Yp4ekjfqNguA0eD/lb096JnNx0nw9gniCEx9JOif5UbFH0ioef7eeedJ88991wg8UUXCcYY0nG4YsWKmn4YilS0aFHteEwXDdc1A2Okywc96Onk6tIbfdwYxeD62wFdOOj6Qp8+9rntttu0P9grr7wS7Q93PDmhRsWwEjoPMoYrJRAZHRbpJ8RC/5X4hMsTMPry0COYTohuf4ZykKg4J4NZ+Y4+PnxPHxv6ybjcjf4tHJvf0Rcmtg+Rg99zI11YOE7sEAsgLHQCJYx85/ZnX/pGJQfGTE9td1yuhQGz9GJPzqi4LvoUuf0Jr5+ezvRjYqgHwh40aJD2OPc6JQrxRZ8lOojSf4zhQfECJhG5vlSs0yeKcBK/RxqUy3Z3Tdwb4oO449oIF73eub/Ebfy1cq/oh4VW3NCUoxkVx4mNP85F/6t4OC7Xxz7sz/3z8oSV3zktsdBvDqOis2dyRkVcuX1ZuP9HOw/X+Prrr+v1oY/YDIZ4qFWrlo4/pI8Y/N///Z+aEj3t0aeDa+a+04GVLi5uIP2ll14aHQ2B2b311luqEYaAHW9OuFG5HrpHgoRNDkAOwcwDdDRkIQcnATNWy3UkpLNe5cqVtZRGL2uGWbAvAuSmvvrqq1pq4JwMtaADHiUWekRzA+lRTi9mEi2/q1Chgg61oNOjg5v10EMP6bHJgfiOXtzs9/zzz0eFRUIiB6Lnc926dXX4BMfs2rWrjotj+IkzLBIcVTuukeoT4WJf9kE89KCmd7QzKjqU0uOc/Rmqwb4sDMVxpa+UzIZrJFdlX0SIQImDlIyKxEXGQg7bv39/jQMWfsc4PYYHOQOh2krvcHpkU/0i5yeclOC4dwyodqAH7iX3gGEs7Md5GMJD3FJVwvDIaKg6MSiajpYOEhdxSO9yhgo5E4g1KpeZ0MmT+GO4jrvXLJQgGIPJvu4+UmXkGviO6+R4zZo1098dqeTptEZ8cD/p5Mnx0Q293bl27qcr6XBcNMjwGhef6Oraa6/VYUBUX5MDg0HH6IxrjzUf4gND4VxoFq2hQ645ual10BGjEB5//HE1dO6BK/kBmsD4iAt+f7w5YUZFomNcGAkLU0EIbuGGkktTwiC3Z1AvOXc8jJUix3BTp9Bzm+Ivw0Qwp3jIURjPxU2NBTFyA/k+FkRJkZgEFJt4yfkwpbZt2+rCiHwEQVjp5Qz8p7SIybK/AxGwPzmTy60QJebZtGnTf5Q0EC3HxlAoldDL+eabb9axZvGlOL5nsC3CJezxYgQSIMZKIiDxOOjhTXi5J17ANMiZMVPigGExGEr16tW1pAKU2Bi8W6lSJf3sIJyM9yPOXSKkBMHYROI6NtxUO7if9KIHeqCT2xN/9PZ2kDAHDBigccXwlnij4pq5h5RCiT+qSsmVbIlnzIp7Q1xRoiWur7/+eunevXu0x/nRIFNCs2g5HsyDeEY/lEoxXmaRYH8M3GmKBT2RsTKbxpHgergHDMthf/dbMgGaVLh2xkgSbww/opTEvY6HuOO6aY5xJU/SEOFEE5g3Gc2JItRVPxIt4+fodU2ROx4MhxwXgyEXJ4FgVOTKyRnVSy+9pDeO4nJssZsch9wDkcYW/ck1SWgYJ6IiB3QzHDAGDyGTqDBIEj7DWKgOgTMqwh8rbq4bQfIdsw4ApTrC5QbUxkKCwcwZO0YCpwpCaQARxldLyVERFkZFYiHxxkJYGRzLNWAKLJgLCyUUSqIYOYkmfnybg2Ez5PzEFybgcnGOW6VKFS0BUGUBjIpEjjHEhoXfUNJgahZMmnikBEqCZBvGxMJ9pHQUO3SIBIcBUFqhxBYL8chA4thqVbxRUeomjBhP/JAk4LeUeOMbu0m8VNs4L2P50MqRhsGwH6VdzhkPJRVKycQvNQG0gb7RCfrlHhEfLH5xvwV0xPhL4tNNGcTcYNw3SnjxUBImLb322muqs8mTJ+sDEowtduEY1HKONyfUqMgJiEhEcSQoklJ9ohoWmzBJ5CRgEoHLGcmdMAtyyyOVqNzNiDUqbhLVHhJFrFFxDhoTKek4oyIcmIyrdnBTSThUb6gOxRoV18a2eKNiShO+cwZNewKJH7MgZ3NwfnI5DARhIz7CQLWCAblUQWLbrUgEmBSlleRKC0eDkg1xQG58tERCvLpSrsuZSfBUxUnANKy7c2NUJEJKzPFGxWBqpkShcZdrwrAwJoyAY7iFDAADx8jcb6lyUpKmmuLuF3GJARAvxI+7vzxl456TaIkrrg0zp5rDfYvVAQaDqVGKc1qj9OZmVACun9IvpcTkMk/gfnLfiU/mrXJwfKp+hIcwEBbihetgsDLhidU4hkApzm9JhnjH6IlLwuiqmDQZYNDcE4zIQQM5YaJUHN8OGhZOmFGRwKnWMFrdjaA/EoiTnJHiLKUbFkwl/ndEMvM30X5Ew2U83EAEwuBbd/OAHAdx004Tm4silDfeeEOfbLnt5FqIj4RJOCgV8nie6iMJyDUoExaujQQUm/Ny3SRKvosXOlUZitgYEMem2kFJkaot7QKxiYrwcAyqkS5OuAZKHH7hmqhSIlhy26PN/ACEg+uiXYrzYrzMEoB5E/+uVIi5kAm40qeDxEkcEl7Oy/EwAxIX1ZR4SPRXXnmlti05KFli3u76iX9KJJSWiUd3f9mPe07YiHsHBsfkdrHxhym4qruDayGzdPvwVJT5uWJ1khxcL+Fgf/db9Ed4uEamy3GlUUCv6DY2PFRhMb2jwfeU3NxvWDDlI03KR7jQEvfM7c99cBlBWDlhRmUYDowK06FEScLBkFhIzCRWTMo18hr/TsyojNBAmySlWx6nu4WSQXxbnPHvw4zKMIzQY0ZlGEboMaMyDCP0mFEZhhF6zKgMwwg9ZlSGYYQeMyrDMEKPGZVhGCFH5P8B3OXkzzZ8mFcAAAAASUVORK5CYII=[/img]
Vídeo.
En este [url=https://www.youtube.com/watch?v=drzHCXmwF3E][b][color=#cc0000]vídeo[/color][/b] [/url]podrás encontrar una [b]explicación [/b]de las [b]posiciones relativas de dos rectas[/b] y algunos [b]ejemplos[/b].
Actividad individual.
[b]Observa [/b]la siguiente imagen y [b]contesta [/b]las preguntas:
[b]¿Qué par de RECTAS son SECANTES?[/b]
[b]¿Qué par de RECTAS son PARALELAS?[/b]
[b]¿Qué par de RECTAS son PERPENDICULARES?[/b]
Actividad individual.
Para realizar esta tarea necesitarás REGLA, ESCUADRA Y CARTABÓN. [br][br]En una hoja en blanco, [b]dibuja una RECTA r y un PUNTO P. [br][br][/b]Seguidamente,[b] dibuja una RECTA PARALELA, una RECTA PERPENDICULAR y una recta SECANTE a[br]la RECTA r que pasen por el PUNTO P.[/b]
[b]¿Cuántas RECTAR PARALELAS a la RECTA r pueden pasar por el PUNTO A?[/b]
[b]¿Cuántas RECTAR PERPENDICULARES a la RECTA r pueden pasar por el PUNTO A?[/b]
[b]¿Cuántas RECTAR SECANTES a la RECTA r pueden pasar por el PUNTO A?[/b]
Actividad individual.
[b]Observa [/b]las siguiente imagen y [b]contesta [/b]las preguntas.
[b]¿Estas rectas son PARALELAS? ¿Por qué?[br][img]data:image/png;base64,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[/img][/b]
Actividad en Pareja.
[b]Observad [/b]y [b]experimentad [/b]con el siguiente applet, en el que dos RECTAS PARALELAS son cortadas por una RECTA SECANTE.[br][br][b]¿Qué relación hay entre las dos RECTAS PARALELAS con respecto a la RECTA SECANTE?[/b]
Copia de Tim Brzezinski
Actividad en pareja.
Ahora, [b]observad [/b]la siguiente imagen y [b]responded [/b]las preguntas.[br][br][img]data:image/png;base64,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[/img]
[b]Las RECTAS r y s, ¿son PARALELAS? ¿Por qué?[br][/b][b][br][/b]
[b]¿Cómo podemos saber si las RECTAS r y s son PARALELAS observando la RECTA t (azul)?[/b]
[b]¿Cómo podemos saber si las RECTAS r y s son PARALELAS observando la RECTA u (roja)?[/b]
En el siguiente applet, [b]desplazad las líneas hasta [/b]conseguir que las [b]RECTAS r y s sean paralelas.[/b][br][br][b]Justificad con los conceptos aprendidos por qué las RECTAS r y s son ahora paralelas.[/b]
Actividad individual.
[b]Observa [/b]a tu alrededor y encuentra 3 casos de [b]rectas paralelas[/b], 3 casos de [b]rectas perpendiculares[/b] y 3 casos de [b]rectas tangentes no perpendiculares[/b].
Realiza [b]una fotografía [/b]en la que aparezcan los [b]tres tipos de posiciones relativas. Márcalos e identifica cada tipo.[/b]
Close

Information: 2.3 - POSICIÓN RELATIVA DE RECTAS