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Ejercicios de integrales

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Ejercicios de integrales

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Esta actividad te ayudará a reforzar tus conocimientos, responde correctamente, suerte!

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diana
diana
Mexico

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Ejercicios de integrales
 

Ejercicios de integralesOnline version

Esta actividad te ayudará a reforzar tus conocimientos, responde correctamente, suerte!

by diana
1

Resuelve la siguiente integral

2

Resuelve la siguiente integral

3

Resuelve la siguiente integral

4

Resuelve la siguiente integral

5

Resuelve la siguiente integral

Explicación

Primero se localiza u y dv, u=In(x) y dv=dx, una vez ya localizados, u se deriva y dv se integra quedando de la siguiente manera, du=1/X y v=x, se aplica la formula de integral de U*DV y se resuelve al final

Primero se localiza u y dv, u=x^2 y dv=cos(x) , una vez ya localizados, u se deriva y dv se integra quedando de la siguiente manera, du=2xdx y v=sen(x), se aplica la formula de integral de U*DV y se resuelve al final

Primero se localiza u y dv, u=e^x y dv=cos(x), una vez ya localizados, u se deriva y dv se integra quedando de la siguiente manera, du=e^x y v=sen(x), se aplica la formula de integral de U*DV y se resuelve al final

Primero se localiza u y dv, u=x^3 y dv=e^x, una vez ya localizados, u se deriva y dv se integra quedando de la siguiente manera, du=3x^2 y v=e^x, se aplica la formula de integral de U*DV y se resuelve la segunda integración por partes donde u=x^2 y dv=e^x quedando du=2xdx y v=e^x, se vuelve a aplicar la formula anterior, y habrá otra tercer integración donde u=x y dv e^x quedando asi du=dx y v=e^x, se vuelve a aplicar la formula, resuelves la integral y simplificas factorizando

Primero se localiza u y dv, u=In(x) y dv=x^2dx, una vez ya localizados, u se deriva y dv se integra quedando de la siguiente manera, du=1/X y v=x^3/3, se aplica la formula de integral de U*DV y se resuelve al final

 
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