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UBA - CienciaS • Ver Tema - Para practicar álgebra I
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Fecha actual 19 Abr 2021, 11:39

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 Asunto: Para practicar álgebra I
NotaPublicado: 09 Mar 2009, 18:14 
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Registrado: 05 Jul 2008, 14:02
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1) Mostrar que todo numero entero se puede expresar como suma de numeros enteros consecutivos (una cantidad mayor a uno obviamente). (Gracias Pablo)
2) Caracterizar los numeros naturales que no se pueden escribir como suma de numeros naturales consecutivos (una cantidad mayor o igual a uno obviamente).

Un hint:


Última edición por Quimey el 17 Mar 2009, 22:56, editado 1 vez en total


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Quimey
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 Asunto: Re: Para practicar álgebra I
NotaPublicado: 09 Mar 2009, 23:12 
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Registrado: 29 Sep 2008, 23:45
Mensajes: 68
Agrego (¿puedo?): ¿Cómo puede saberse de cuántas formas puede un número natural descomponerse en suma de naturales consecutvos y cuáles son estas?


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 Asunto: Re: Para practicar álgebra I
NotaPublicado: 17 Mar 2009, 18:38 
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Registrado: 23 May 2008, 10:26
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quisiste decir mayor a uno, no Q?


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