2πη? + eπ (b) Find the limit of the sequence {² converges. Otherwise, state that the sequence diverges. (d) Find the limit of the sequence state that the sequence diverges. 3n² пе - (c) Find the limit of the sequence {In(5n³ if it converges. Otherwise, state that the sequence diverges. {1 - [In(3n²) In(8n) 3n (−1)³n 3n + } if it n + 1) − ln(7n³ − n +1)} if it converges. Otherwise,

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.3: Geometric Sequences
Problem 49E
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2πn² + eπ
3n² пе
(b) Find the limit of the sequence
{
converges. Otherwise, state that the sequence diverges.
(d) Find the limit of the sequence
state that the sequence diverges.
~
3n
(−1)³n
3n
+
In(3n²)
In(8n)
(c) Find the limit of the sequence {In(5n³ − n + 1) − ln(7n³ − n + 1)}
if it converges. Otherwise, state that the sequence diverges.
}
if it
if it converges. Otherwise,
Transcribed Image Text:2πn² + eπ 3n² пе (b) Find the limit of the sequence { converges. Otherwise, state that the sequence diverges. (d) Find the limit of the sequence state that the sequence diverges. ~ 3n (−1)³n 3n + In(3n²) In(8n) (c) Find the limit of the sequence {In(5n³ − n + 1) − ln(7n³ − n + 1)} if it converges. Otherwise, state that the sequence diverges. } if it if it converges. Otherwise,
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