8W Σ K=1 4k8+8 0 A. The comparison test with Σ 2 shows that the series converges. K=( B. The Limit Comparison test with 2 shows that the series converges. & K:1 3 C. The Limit Comparison test with E Shows that the series diverges. 24 ksi D. The comparison test with { + shows that the series diverges.

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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Use the comparison test or the limit comparison test to determine if the series converges
×
8
Σ
K=1
K
4k8+8
A. The comparison test with {
K=1
shows that the series converges.
B. The Limit Comparison test with & ₂K shows that the series converges.
2K
K=1
C. The Limit Comparison test with
Shows that the series diverges.
D. The comparison test with { + shows that the series diverges.
2k
k=1
k=1
24
Transcribed Image Text:× 8 Σ K=1 K 4k8+8 A. The comparison test with { K=1 shows that the series converges. B. The Limit Comparison test with & ₂K shows that the series converges. 2K K=1 C. The Limit Comparison test with Shows that the series diverges. D. The comparison test with { + shows that the series diverges. 2k k=1 k=1 24
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