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Lal 3+4" 2" which of the following is correct? To use the comparison test on the series O None of them. Using the series Ln=1 4n 2n we conclude that 2" is convergent. n=1 3n+4 3" we conclude that Zn=1 3n+4" 2n is convergent. Using the seriesE n=1 2n 2" we conclude that 4n Using the series 2 2" n D1 n=1 3n+4" is diverggent. 30 we conclude that 2n Using the series Ln =1 2" is divergent. n31 3n+4"

Lal 3+4" 2" which of the following is correct? To use the comparison test on the series O None of them. Using the series Ln=1 4n 2n we conclude that 2" is convergent. n=1 3n+4 3" we conclude that Zn=1 3n+4" 2n is convergent. Using the seriesE n=1 2n 2" we conclude that 4n Using the series 2 2" n D1 n=1 3n+4" is diverggent. 30 we conclude that 2n Using the series Ln =1 2" is divergent. n31 3n+4"

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.2: Arithmetic Sequences
Problem 67E
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2R To use the comparison test on the series which of the following is correct? n=1 3"+4" O None of them. 2" we conclude that 4 2" is convergent. Using the series L =1 n=1 3n+4" 3 we conclude that Zn =1 30+4" 2n is convergent. Using the series 2 2n we conclude that 2" Zn=130+4" Using the series 2, =1 4 is diverggent. Using the series Ln=12n we conclude that Zn=1 3n+4" 2" is divergent.
Transcribed Image Text:2R To use the comparison test on the series which of the following is correct? n=1 3"+4" O None of them. 2" we conclude that 4 2" is convergent. Using the series L =1 n=1 3n+4" 3 we conclude that Zn =1 30+4" 2n is convergent. Using the series 2 2n we conclude that 2" Zn=130+4" Using the series 2, =1 4 is diverggent. Using the series Ln=12n we conclude that Zn=1 3n+4" 2" is divergent.
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