7. Read about the Integral Test in Section 11.3 and, specifically, through example 2 to see how 1 the Integral Test can be applied to determine the convergence of the p-series n=1 Then, carefully apply the Integral Test to determine all values of p for which the series In(n) пр n=1 is convergent. As part of your solution, you should convince us that all the conditions of the Integral Test are met.
7. Read about the Integral Test in Section 11.3 and, specifically, through example 2 to see how 1 the Integral Test can be applied to determine the convergence of the p-series n=1 Then, carefully apply the Integral Test to determine all values of p for which the series In(n) пр n=1 is convergent. As part of your solution, you should convince us that all the conditions of the Integral Test are met.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:7. Read about the Integral Test in Section 11.3 and, specifically, through example 2 to see how
1
the Integral Test can be applied to determine the convergence of the p-series >
пр
n=1
Then, carefully apply the Integral Test to determine all values of p for which the series
In(n)
n=1
is convergent. As part of your solution, you should convince us that all the conditions of the
Integral Test are met.
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