n3 + 5n 8n2 + 5n + 1 4- n=1 (A) diverge (B) converge 1 5- (A) diverge (B) converge n( Inn)² n=2

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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Please solve number 4 and 5 with details.
Q4/ ( solution and choose) the correct answer if the following series is
(converge or diverge)
sin²n
nº
1- n=1
(A) diverge
(B) converge
п! п!
(2n)!
2- n=1
(A) converge
(B) diverge
00
3- п31
(A) diverge
( B) converge
4
n3 + 5n
8n² + 5n + 1
4- n=1
(A) diverge
(B) converge
00
1
5-
(A) diverge
(B) converge
n( Inn)²
n=2
Transcribed Image Text:Q4/ ( solution and choose) the correct answer if the following series is (converge or diverge) sin²n nº 1- n=1 (A) diverge (B) converge п! п! (2n)! 2- n=1 (A) converge (B) diverge 00 3- п31 (A) diverge ( B) converge 4 n3 + 5n 8n² + 5n + 1 4- n=1 (A) diverge (B) converge 00 1 5- (A) diverge (B) converge n( Inn)² n=2
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