> 0 for all n 2 1 Let 2 a, be a series such that an . If lim 7"-'a,=0, then n+ 00 Select one: a. Non of them b. The series 2 a, is divergent by nth-Term Test. С. The series 2 a, is convergent by Limit Comparison Test. d. The series 2 a, is divergent by Direct Comparison Test. е. The series 2 a, is divergent by Limit Comparison Test.
> 0 for all n 2 1 Let 2 a, be a series such that an . If lim 7"-'a,=0, then n+ 00 Select one: a. Non of them b. The series 2 a, is divergent by nth-Term Test. С. The series 2 a, is convergent by Limit Comparison Test. d. The series 2 a, is divergent by Direct Comparison Test. е. The series 2 a, is divergent by Limit Comparison Test.
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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Transcribed Image Text:Let 2 a, be a series such that a, >0 for alln21
. If lim 7"-la,= 0, then
in
n+ 00
Select one:
a. Non of them
b.
The series 2 a, is divergent by nth-Term
Test.
С.
The series 2 a, is convergent by Limit
Comparison Test.
d.
The series 2 a, is divergent by Direct
Comparison Test.
е.
The series 2 a, is divergent by Limit
Comparison Test.
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