Exercicios_de_Integral_2009_2

Exercicios_de_Integral_2009_2 - Instituto de Estudos...

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Instituto de Estudos Superiores da Amazônia Curso Engenharia de Telecomunicações Disciplina Cálculo I Prof.: Francisco Junior Exercícios de Integrais II 1ª) Calcule as integrais definidas: a) dx 3 0 2 1 b) dx 4 0 c) dx x + 5 1 ) 3 ( d) dx x 3 1 3 1 e) dx x x - + 2 0 2 ) 5 4 ( f) dx x - 3 0 4 3 2 5 g) dx x - 0 1 5 2 h) dx x 3 0 i) dx x x + 4 1 2 3 2 ) 2 ( j) dx x 4 0 sen π l) dx e x - 1 1 2 m) dx x - 0 3 sen n) dx x + 3 0 ) 3 cos 2 ( 2 a ) Calcule as Integrais abaixo: a) dx x x x x + - 4 2 3 6 2 3 b) dx x x + 5 5 5 5 c) dx x + 3 2 3 d) dx x x - 2 2 1 e) dt t t + 4 2 2 f) dx x x - 2 1 g) dx x x x + + + 3 2 2 3 1 3 4 h) α d a a cos sen i) dx x e x - 3 j) dx x e x 2 sen 2 cos l) dx x + sen 1 1 m) dx x x - cos 4 sen 3 a ) Calcule as integrais abaixo aplicando integração por partes. a) dx x x 2 sen b) dx nx x cos c) udu u 2 sec d) ydy y 3 sen 2 e) dx xa x f) - dx e x x 2 g) - tdt e t 2 sen h) ln xdx i) 2 cos xdx j) ln x xdx 4 a ) Calcule as integrais abaixo aplicando frações parciais:
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Exercicios_de_Integral_2009_2 - Instituto de Estudos...

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