(2) Σ(1+1) (b) 1 ΣΕ η k=1 2 /3k + 1 + V3k – 2 n k + 1 (Σ (k+2)! k=1 η (a) Π k=2 k3 - 1 - k³ +1
(2) Σ(1+1) (b) 1 ΣΕ η k=1 2 /3k + 1 + V3k – 2 n k + 1 (Σ (k+2)! k=1 η (a) Π k=2 k3 - 1 - k³ +1
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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Question
Transcribed Image Text:9. Use any method to compute limit of the following sequences.
Dr. Lin Mongkolsery
Institute of Technology of Cambodia
»ΣΗ(1+1)
k=1
(b)
με
η
k=1
1
'3k + 1 + V3k – 2
η
k + 1
(0) Σ (k+2)!
k=1
η
(2) Π
k=2
k3 1
k³ +1
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