All リ (-1)* 1 1. n0 n! 2. If lim an = 0, then an converges. n00 n=1 If an >0 and E an converges, then (-1)" an converges. n=1 n=1 3.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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All
(-1)"
n!
1.
n=0
2.
If lim an 0, then an converges.
100
n=1
If an >0 and E an converges, then (-1)" an converges.
3.
n=1
n=1
E 3ne- diverges
n=1
4.
5. The series>" is converges.
n=0
6. The series E 3ne diverges
n=1
Transcribed Image Text:All (-1)" n! 1. n=0 2. If lim an 0, then an converges. 100 n=1 If an >0 and E an converges, then (-1)" an converges. 3. n=1 n=1 E 3ne- diverges n=1 4. 5. The series>" is converges. n=0 6. The series E 3ne diverges n=1
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