13. Σ n-2 -1. In n

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.2: Exponents And Radicals
Problem 89E
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#13

h positive tems and 2 b
u say about Σan? Why?
u say about San? Why?
h positive terms and Σ bn
ou say about Σan? Why?
ou say about Σan? Why?
it to show that the first
it to the second series.
Σ
-2
t to show that that the first
it to the second series.
Σ
n=2 }
est to show that the first
it to the second series.
Σ
απ?
st to show that that the first
it to the second series.
es can be used to show that
9)
Τ
72
Σğın/(n2 + 1) diverges?
6. Which of the following inequalities can be used to show that
(a)
(c)
7. Σ
9. Σ
MY AND I
11. Σ
15. Σ
n
n' + 1
9"
n=1 3 + 10"
13. Στη
In n
17. Σ
7-40 Determine whether the series converges or diverges.
1
1
m=1_n3 + 8
n
n? + 1
8
19. Σ
n + 1
n.n
21. Σ
να
και να + 4k + 3
41
8-1 38 - 2
Ζ
23. Σ
e
I + €OS /
>
2η
1
Σ
1 vh? + 1
1
n² + 1
-
1
n + 1
3
n³ + n
(b)
8. Σ
π=2 νη-
10. Σ
ΣΤΗ
12. Σ
Π
n' + 1
14. Σ
16. Σ
18. Σ
n - 1
(2k – 1)(k* – 1)
κι (k + 1)(k? + 4)
20. Σ
n + 1
Β
6″
5T - 1
k sin-k
+
n=1/3n* + I
22. Σ
1 + K3
Στ
2
πως δη+ 2
-
n’ + n + I
n n
24. Στο + π
35.
Ν Ν Ν
Σ
37. Σ sin
Σ
n!
39. Σ
41-44 Use
of the series
41. Σ. 5
43. Σ 5
25
45. The m
0.didzc
2.
O.d
Show t
46. For wh
conver
47. Shaw t
Transcribed Image Text:h positive tems and 2 b u say about Σan? Why? u say about San? Why? h positive terms and Σ bn ou say about Σan? Why? ou say about Σan? Why? it to show that the first it to the second series. Σ -2 t to show that that the first it to the second series. Σ n=2 } est to show that the first it to the second series. Σ απ? st to show that that the first it to the second series. es can be used to show that 9) Τ 72 Σğın/(n2 + 1) diverges? 6. Which of the following inequalities can be used to show that (a) (c) 7. Σ 9. Σ MY AND I 11. Σ 15. Σ n n' + 1 9" n=1 3 + 10" 13. Στη In n 17. Σ 7-40 Determine whether the series converges or diverges. 1 1 m=1_n3 + 8 n n? + 1 8 19. Σ n + 1 n.n 21. Σ να και να + 4k + 3 41 8-1 38 - 2 Ζ 23. Σ e I + €OS / > 2η 1 Σ 1 vh? + 1 1 n² + 1 - 1 n + 1 3 n³ + n (b) 8. Σ π=2 νη- 10. Σ ΣΤΗ 12. Σ Π n' + 1 14. Σ 16. Σ 18. Σ n - 1 (2k – 1)(k* – 1) κι (k + 1)(k? + 4) 20. Σ n + 1 Β 6″ 5T - 1 k sin-k + n=1/3n* + I 22. Σ 1 + K3 Στ 2 πως δη+ 2 - n’ + n + I n n 24. Στο + π 35. Ν Ν Ν Σ 37. Σ sin Σ n! 39. Σ 41-44 Use of the series 41. Σ. 5 43. Σ 5 25 45. The m 0.didzc 2. O.d Show t 46. For wh conver 47. Shaw t
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