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UBA - CienciaS :: Ver Tema - duda sobre el final de álgebra del 25 de Julio
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duda sobre el final de álgebra del 25 de Julio
http://ubacs.com.ar/ubacs/viewtopic.php?f=5&t=394
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Autor:  Elliot [ 25 Jul 2008, 18:59 ]
Asunto:  duda sobre el final de álgebra del 25 de Julio

Holas, hoy di final de álgebra y me quedó una duda... el enunciado decía p perteneciente a los naturales, p primo, a congruente a b módulo p, a y pertenecen a los enteros; demostrar que a elevado a la p a la n es congruente a b elevado a la p a la n para todo n perteneciente a los naturales, ¿se les ocurre alguna forma de hacerlo sin usar binomio de Newton en la inducción?
Gracias!

Autor:  exequiel131719 [ 25 Jul 2008, 19:08 ]
Asunto:  Re: duda sobre el final de álgebra del 25 de Julio

Es esencialmente la misma idea, pero hacés que te quede . Por acá el ejercicio sale muy fácil. Fijate que la hipótesis inductiva asegura que . Luego solo probás que . Cuando tomás congruencia módulo p, si a,b son divisibles por p, el resultado es trivial. Sino, vale el P.T.F. Después de reordenar un poco, te queda algo como . Fijate si te ayuda esta manera.

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