In(n) 4. The series is convergent. Show that this is so by using the Integral Test and then again by using a Comparison n3 Test. Hint: In using each test, carefully describe why the test can be used and show all details, including those in the integration.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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In(n)
4. The series
is convergent. Show that this is so by using the Integral Test and then again by using a Comparison
n3
n=1
Test. Hint: In using each test, carefully describe why the test can be used and show all details, including those in the
integration.
Transcribed Image Text:In(n) 4. The series is convergent. Show that this is so by using the Integral Test and then again by using a Comparison n3 n=1 Test. Hint: In using each test, carefully describe why the test can be used and show all details, including those in the integration.
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