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Substitute 4. Using ratio test, determine if the following series are convergent, divergent, or no conclusion. 4a. -1)n+1 4n.n 00 ant! 1im (+しん。 Inti) (1-) n=2 nう0 lamoonqga of i oed)1 te bym leirne an= in 4n.n lim 4 an1 %3D - in+2 %3D t () = .nti to (2n)! H U3( lo - ta bousinen laitonyloq Tolventerm da 4b. (2nt1)!-) othiould end upiwl 3'(2n!) 3n (2n+1)! 3 n=0 L= lim 2 valuRsthet 2n! (2n).! give Lil give 2n+)!

Substitute 4. Using ratio test, determine if the following series are convergent, divergent, or no conclusion. 4a. -1)n+1 4n.n 00 ant! 1im (+しん。 Inti) (1-) n=2 nう0 lamoonqga of i oed)1 te bym leirne an= in 4n.n lim 4 an1 %3D - in+2 %3D t () = .nti to (2n)! H U3( lo - ta bousinen laitonyloq Tolventerm da 4b. (2nt1)!-) othiould end upiwl 3'(2n!) 3n (2n+1)! 3 n=0 L= lim 2 valuRsthet 2n! (2n).! give Lil give 2n+)!

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Su bstitute 4. Using ratio test, determine if the following series are convergent, divergent, or no conclusion. 4a. anti 2 L= lim 4h 4n . n n=2 an It o li sel () lo 1 te byn an= 1- g e or bopwoune lim 4 njco nt l - in+2 %3D 4ntl .nt1 い) ontl 1o asu 00 (2n)! 4b. ) H())- ()e to - sts borstneo leimoryloq Tolye term 3n (2nti)!-)sthould end upw 2 valuRs thet しに1 (2n+)! n=0 L= lim 3n lim 3nti 2n! 3'(2n!) (2n).! give Lil (2n41)! フ 5
Transcribed Image Text:Su bstitute 4. Using ratio test, determine if the following series are convergent, divergent, or no conclusion. 4a. anti 2 L= lim 4h 4n . n n=2 an It o li sel () lo 1 te byn an= 1- g e or bopwoune lim 4 njco nt l - in+2 %3D 4ntl .nt1 い) ontl 1o asu 00 (2n)! 4b. ) H())- ()e to - sts borstneo leimoryloq Tolye term 3n (2nti)!-)sthould end upw 2 valuRs thet しに1 (2n+)! n=0 L= lim 3n lim 3nti 2n! 3'(2n!) (2n).! give Lil (2n41)! フ 5
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