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Cap\303\255tulo 12-Calculando integrais m\303\272ltiplas

Esta planilha tem como objetivo fornecer modelos que um aluno possa usar para verificar problemas de tarefas de casa. 1-Integra\303\247\303\243o m\303\272ltipla

Grande parte deste cap\303\255tulo trata de problemas nos quais voc\303\252 precisa avaliar uma integral m\303\272ltipla. Vale a pena observar a sintaxe do Maple usada para v\303\241rias integrais, para que voc\303\252 possa usar o Maple para verificar seu trabalho, Fazemos m\303\272ltiplas integrais no Maple aninhando os comandos de integra\303\247\303\243o. \303\211 \303\272til observar que o comando Int (mai\303\272sculas i) configura apenas a integral. (\303\211 uma boa pr\303\241tica usar os dois para que voc\303\252 veja que a integral est\303\241 configurada corretamente, al\303\251m de calcular seu valor.)

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Observe que algumas vezes a integral \303\251 mais f\303\241cil de avaliar em uma ordem ou outra.

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2-Tra\303\247ando regi\303\265es de integra\303\247\303\243o

Um dos principais problemas com m\303\272ltiplas integrais \303\251 corrigir os limites da integra\303\247\303\243o. \303\211 \303\272til tra\303\247ar a regi\303\243o para verificar os limites da integra\303\247\303\243o. As se\303\247\303\265es a seguir possuem blocos de c\303\263digo para visualizar a regi\303\243o de integra\303\247\303\243o. 2.1-Cortando para cima e para baixo Come\303\247amos com uma integral da forma int (int (f (x, y), y = g (x) .. h (x)), x = a .. b). Para essa integral, estamos interessados \342\200\213\342\200\213na regi\303\243o com x entre aeb, ey entre as curvas y = g (x) e y = h (x).

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JSFH

2.2-Cortar \303\240 direita e \303\240 esquerda

Tamb\303\251m queremos um exemplo com a ordem de integra\303\247\303\243o invertida, ou seja, uma integral da forma int (int (f (x, y), x = g (y) .. h (y)), y = a .. b ) Para essa integral, estamos interessados \342\200\213\342\200\213na regi\303\243o com y entre aeb, e x entre as curvas x = g (y) e x = h (y).

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3-Integra\303\247\303\243o num\303\251rica Algumas integrais sufocam at\303\251 o Maple se forem feitas simbolicamente. Se simplesmente queremos o valor num\303\251rico da integral definida, compomos evalf com a integral inerte Int.

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