Problem are mixedsome may require use of the integration by- parts formula along with techniques we have

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Problem are mixed—some may require use of the integration by- parts formula along with techniques we have considered earlier; others may require repeated use of the integration-by-parts formula. Assume that g(x) > 0 whenever ln g(x) is involved.

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College Mathematics For Business Economics, Life Sciences, And Social Sciences

ISBN: 978-0134674148

14th Edition

Authors: Raymond Barnett, Michael Ziegler, Karl Byleen, Christopher Stocker

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Question Posted: Apr 18, 2022 11:42 PM

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Problem are mixedsome may require use of the integration by- parts formula along with techniques we have considered earlier; others may require repeated use of the integration-by-parts formula....
Problem are mixedsome may require use of the integration by- parts formula along with techniques we have considered earlier; others may require repeated use of the integration-by-parts formula....
Problem are mixedsome may require use of the integration by- parts formula along with techniques we have considered earlier; others may require repeated use of the integration-by-parts formula....
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Problem are mixedsome may require use of the integration by- parts formula along with techniques we have

Question:

x In (1 + x² ) dx

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To evaluate the integral lets use the substitution u 1 x2 then dudx 2x dx whi...View the full answer

College Mathematics For Business Economics, Life Sciences, And Social Sciences

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