3. Determine which of the fol 2" (a) n=1 n! (d 1 (b) (e n=1 2n 3n n+1 (c) (E 3n n=1

Calculus: Early Transcendentals
8th Edition
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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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3. Determine which of the following series converge:
2"
1
1
50+
2n
2
(a)
n=1 n!
) (8) Ž
s) Σ
п (Зп — 2)(3п + 1)
(d)
(3n – 2)(n + 1) 6) È =,
n4 +3
n=1
1
п? +п - 2
(n!)²
( 1 ) Σ
n=1 (2n)!
( ) Σ(-1)"
(b)
(e)
n=1 (2n² – 3)2
-
2n
3n
n=1
-
n=1
n+1
00 2+ Cos N
£
(1) E
(f) Č
Č
(1) E
(c)
(i)
3n
2n
3n
n=1
n=1 n"
n=1
n=1
Transcribed Image Text:3. Determine which of the following series converge: 2" 1 1 50+ 2n 2 (a) n=1 n! ) (8) Ž s) Σ п (Зп — 2)(3п + 1) (d) (3n – 2)(n + 1) 6) È =, n4 +3 n=1 1 п? +п - 2 (n!)² ( 1 ) Σ n=1 (2n)! ( ) Σ(-1)" (b) (e) n=1 (2n² – 3)2 - 2n 3n n=1 - n=1 n+1 00 2+ Cos N £ (1) E (f) Č Č (1) E (c) (i) 3n 2n 3n n=1 n=1 n" n=1 n=1
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