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UBA - CienciaS :: Ver Tema - Final 10/12/04 Ej. 4 y 5
UBA - CienciaS
http://ubacs.com.ar/ubacs/

Final 10/12/04 Ej. 4 y 5
http://ubacs.com.ar/ubacs/viewtopic.php?f=39&t=806
Página 1 de 1

Autor:  Juosja [ 27 Dic 2008, 14:25 ]
Asunto:  Final 10/12/04 Ej. 4 y 5

Bueno les dejo ootro mas de complejos, y uno de polinomios del mismo final!

4. Sea y sea . Hallar los posibles valores del término constante de , sabiendo que 0 es raíz de multiplicidad del polinomio .

5. Sea una raiz 18-ésima primitiva de 1. Caracterizar los tales que

Espero respuestas!! GRACIAS!!
SALUDOS!

Autor:  Christian [ 27 Dic 2008, 15:32 ]
Asunto:  Re: Final 10/12/04 Ej. 4 y 5

A ver lo que se me ocurre para el 4, esperemos que este bien

A ver el 5

Autor:  Juosja [ 27 Dic 2008, 15:59 ]
Asunto:  Re: Final 10/12/04 Ej. 4 y 5

Hola! Gracias por la respuesta!!
Se entendieron perfectamente tus resoluciones, pero te hago una consulta: En la resolucion del ejercicio 4: Vos hallas un y decis q ese es mi termino independiente, luego el polinomio, puede tomar cualquier valor, menos esos dos, para q no aumente la multiplicidad de 0.
Pero el ejercicio pedia hallar los posibles valores para el termino constante... Es lo mismo que el termino independiente?? Yo habia entendido que el termino constante era por ejemplo:

Donde era mi constante... estoy confundidisimo no? Si lo pienso el termino independiente es constante porq no depende de x...

En cuanto al de polinomios yo lo encuentro joya, la logica es indiscutible jaja.

Gracias!! SALUDOS!

Autor:  Christian [ 27 Dic 2008, 16:05 ]
Asunto:  Re: Final 10/12/04 Ej. 4 y 5

Gracias menos mal que se entiende, la verdad no entendí muy bien el enunciado por eso pense que era el término independiente al principio pensé que g era constante.
Igual creo qeu el c sería el coeficiente principal
saludos.

Autor:  BiFo [ 28 Dic 2009, 10:23 ]
Asunto:  Re: Final 10/12/04 Ej. 4 y 5


Autor:  FJL [ 28 Dic 2009, 15:45 ]
Asunto:  Re: Final 10/12/04 Ej. 4 y 5

Mm no entiendo muy bien. Si sabemos que , entonces , por definición de .

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