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UBA - CienciaS • Ver Tema - Final 28/12/04 Ejercicio 3
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Índice general » Materias » Álgebra I » Ejercicios de Finales - Álgebra

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Juosja
 Asunto: Final 28/12/04 Ejercicio 3
NotaPublicado: 26 Dic 2008, 18:04 
Estudiante

Registrado: 07 Dic 2008, 17:48
Mensajes: 28
Espero que me den una manito!

Demostrar que todo número natural n se expresa unívocamente en la forma:



donde y es libre de cuadrados.
ACLARACION: Un entero se dice libre de cuadrados si 1 es el único cuadrado perfecto que lo divide.
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axelbrz
 Asunto: Re: Final 28/12/04 Ejercicio 3
NotaPublicado: 26 Dic 2008, 18:15 
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Registrado: 10 Oct 2008, 18:51
Mensajes: 39
Ubicación: Capital Federal
Bueno, pongo lo que se me ocurrió:


Espero haber sido de ayuda!

Saludos!
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exequiel131719
 Asunto: Re: Final 28/12/04 Ejercicio 3
NotaPublicado: 26 Dic 2008, 18:45 
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Registrado: 17 May 2008, 23:04
Mensajes: 812
. Acá estaba resuelto... pasa que en ese entonces no existía el foro de finales...



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Juosja
 Asunto: Re: Final 28/12/04 Ejercicio 3
NotaPublicado: 26 Dic 2008, 19:04 
Estudiante

Registrado: 07 Dic 2008, 17:48
Mensajes: 28
Si muchas gracias, lo acabo de ver! Como no vi la fecha lo postie de una! Bueno por lo menos ahora hay dos soluciones!

GRACIAS!!
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Christian
 Asunto: Re: Final 28/12/04 Ejercicio 3
NotaPublicado: 26 Dic 2008, 21:56 
Ayudante de Primera

Registrado: 01 Ago 2008, 00:26
Mensajes: 104
Claro que boludo no lo había visto al principio Tenía una duda con respecto a ese tema
acá está la duda si alguno me puede ayudar desde ya muchas gracias
viewtopic.php?f=14&t=801
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Índice general » Materias » Álgebra I » Ejercicios de Finales - Álgebra

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