Ejercicio 117.

[br][img]data:image/png;base64,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[/img] Identidad propuesta.[br][br]Demostración:[br][br][img]data:image/png;base64,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[/img]     Lado izquierdo.[br][br][img]data:image/png;base64,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[/img]    Identidad recírpoca.[br][br][img]data:image/png;base64,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[/img]     Simplificando cosenos.[br][br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAH8AAAAjCAYAAAC98dWfAAAAAXNSR0IArs4c6QAABPlJREFUeF7t2oGN5UQMBuC7Do4KeBSABB08OoAKiKjgSkgHXAeEDqACHhWw0AChAq4D8IdsaZR9L3m5Wx2bXCxZmfF47N/+Z7K7yr58cchH24GXH23l+yj8HGVc3rWUg/x37dz/v+91QPgptA99E/qwFtJB/tqOPQ9/Nx75X4e241XoDvJXtetZOjsExO1fJQf5q9r1yLkLy/B+Id5r96t87dcBWBXsIH9Vux4599n894vybrsR7/C58afQcW2YOfLPGVTMSxNcIknZvmiS+/nzNtQvHnwon/YXkYrJZq8Cpj731FCFK1ieeuWxFw72ITGJaW7NHuKXpbJbgweWGvd3AOFzj59Q54xtrP7qS1uL8RBadcAkfu2Fr/bx+zMx/pX7VtVzi/xKJoGGFQiNKRuiNd0rhxqzdaEaK0YBB0ocdoWNGdMeNjHvlWqQPPKJZawpYhX58rNTIkeN7TmlimdvH1qxxbG+JPbQJRGr+qSXcJjLdwk9h1bvzPnA0PZTjCF97eNTMsaA8rm7nlvkA/ZtKHJ+TRCAAPZbAvsyM/ORlNqn+aRLgGwEWE0+h/b5zKVHDzHk/+aKg6a0B0a8S+iQ8eGpfGzVJPi/D/05dAw1L0z8xbRXrGtySkztWuUum7g/XtksDyzy/97kl/PvXOPzSWifuOCzXvjlavt7DeOael7MvfYl6kI/Df0sFJh/Qr9K8AptBWg+1fwiyLMVcV9lkdcKYFOEYitW6weDJsk1tcNZuLoYU3GIp7mDBcMw2S8eXLfEWhFRPuK1ccR4uBGg8IhBx9Q+npcct1v584OV6IXYbb4ZuP/1Z66eq+RrjqRAEckqscZPD4wEEikAUADZxnyec+2UNodBPP61NldEuyaGn3PXMLhBrV38PvPIqS4iZ5damNQLk7XysX9JxKdzIrbc5ScPPOLP9XNIP75kDK2DcwvbqfFbrOfazS8CJUAi0HX6AOlCkS3ROQGatyeN3T6+AIujAeKIUTnYhtA1Apd9UwxtXHnl1AA45YCJwMX3IZUvjJ58xLY23gFKLDonaoUVhsIkF2kPgjV2fvzlh8uYXEJhm+sZ3GLcVc+t1341FyCNKjEX2BM4yUokHSbzajD/cxbCZkza2M3W2aFYhW+Kgd165a1AMJ9y0hILB/9LaNXVri9h6sOBLkkXDrDCMEycYS5p+/E6jG+atcI617Oq8656jr/zl2ibX0eIRm9SDvI3SdvTgD7If5o+bjLKQf4maXsa0Af5T9PHTUaZkv95VPHdJis5QC914I9w+KF1Om7+Ust2vH6Qv2Nyl0o7yF/q0I7XD/J3TO5SaQf5Sx3a8fpB/o7JXSptj+R3TdE+grzN+S27ZR9XTqFjaH04qY9R7Gzn9PGxpWIu9fdZr++N/CG6jRxf5vokyZwdgbT9iocc61Nf+x0I/p6+sCHf4TC3vnnZE/kI8kmzS1aMiyzEld1y+08Ul5j/EurfuwhiT6FuN+3TXs/Nk14F7Il8pDkAyGzFfEhldyjYvAFqbp8bzc+4Fbff22Ead+K2vemeyL/2v331im8PRZ80eVKEj3kYEH2e0Oj210GxtptDsCfy63YikHSh3gaeCGN36x0ENsLuxiMYsafQIX2tjaHisttbhym3b/uxJ/IxgVSEFUlIbe1FbrFWhNYc4aTstd8+41rfNuuJfm/k74KUD1XEQf6H6vQzzPMvcTFVMy/omGgAAAAASUVORK5CYII=[/img]    Mínimo común múltiplo.[br][br][br][img]data:image/png;base64,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[/img]    Extrayendo factor común hallamos el término de la derecha.[br][br][br][br]
Demostración gráfica: Las gráficas de ambos lados coinciden.

Information: Ejercicio 117.