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Consulta teoremas y demos a saber http://ubacs.com.ar/ubacs/viewtopic.php?f=37&t=828	Página 1 de 1

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Autor:	ezeq [ 05 Ene 2009, 23:07 ]
Asunto:	Consulta teoremas y demos a saber
Hola que tal. Boludeando encontre esto http://www.dm.uba.ar/materias/analisis_ ... /final.pdf Es una lista de los teoremas que entrarian para el final, y esta publicada en la pagina de mate1 del verano de 2008. Alguien sabe si esta lista es aplicable a todas las fechas de final, o si les dieron fechas especiales a los que cursaron en ese verano (donde tomaban esos teoremas)?

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Autor:	exequiel131719 [ 06 Ene 2009, 00:28 ]
Asunto:	Re: Consulta teoremas y demos a saber
De integrales faltaría la ídea detrás de las integrales de Riemman(partición de un intervalo, suma inferior, superior, integral superior, inferior, etc...). Y también, tal vez, el polinomio de Taylor para funciones . Igual, antes de rendir un final, es recomendable que preguntes por la cursada que le corresponde. Saludos.

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Autor:	ezeq [ 06 Ene 2009, 04:21 ]
Asunto:	Re: Consulta teoremas y demos a saber
Entiendo lo que decis, pero yo la curse el cuatrimestre pasado y en la pagina esto es lo que dice : 1. Modalidad: Para el final entra TODO lo que se dio durante la cursada, esto incluye las demostraciones de todos los teoremas. En el examen se podrá requerir tanto la resolución de ejercicios como la demostración de algún/os de los teoremas/resultados dados en clase. Durante el examen habrá tablas de integrales que los alumnos podrán consultar en caso de requerirlo. Yo me preguntaba si el pdf con la listma de teoremas era una buena guia o no, porque "Para el final entra TODO lo que se dio durante la cursada..." es un poco amplio Igualmente ya me parecia que es como decias, que faltaba lo Riemann y Taylor. Gracias por la respuesta

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Autor:	laejl [ 18 Feb 2009, 15:54 ]
Asunto:	Re: Consulta teoremas y demos a saber
Yo cursé en aquel verano del 98..digo, del 2008.... La aprobé por suerte. Está buena esa lista de teoremas como una lista base, más allá de lo que le falte, se supone que eso está incluído en las cosas que te pueden tomar, cierto? Igualmente, yo haría incapié en que más allá de las demostraciones (que ya son bastantes) practiques ejercicios, yo me preparé pensando en que lo fundamental era demostrar los teoremas y finalmente me encontré con algunos problemas en ciertos ejercicios.

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