3n + 2n + 1 1, test for convergence or divergence, using each test ermining Convergence or Divergence In Exercis n?(n +4) 1 24. E n/n? + 1 (n + 1)2"-1 nk-1 k > 2 26. T sin nk +1' n=1 once. Identify which test was used. th-Term Test (b) Geometric Series Test (d) Telescoping Series Test (f) Direct Comparison Test -Series Test ategral Test imit Comparison Test 28. Ž s() 50 3 n=0 1 1 30. n3 - 8 5" + 1 n=3 1 1 2n 32. n+1 n+ 2 Зп - 2 n=1
3n + 2n + 1 1, test for convergence or divergence, using each test ermining Convergence or Divergence In Exercis n?(n +4) 1 24. E n/n? + 1 (n + 1)2"-1 nk-1 k > 2 26. T sin nk +1' n=1 once. Identify which test was used. th-Term Test (b) Geometric Series Test (d) Telescoping Series Test (f) Direct Comparison Test -Series Test ategral Test imit Comparison Test 28. Ž s() 50 3 n=0 1 1 30. n3 - 8 5" + 1 n=3 1 1 2n 32. n+1 n+ 2 Зп - 2 n=1
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
Number 30 please
Transcribed Image Text:3n + 2n + 1
27-34, test for convergence or divergence, using each test
Determining Convergence or Divergence In Exercis
De
1
43-46,
23.
4)
24.
43. 200
n n.
n2 +1
(n + 1)2"
44. 200
25.
nk + 1'
k > 2
26. Y
45. 201
sin
n=1
46. 201
EX
least once. Identify which test was used.
47.
(a) nth-Term Test
(b) Geometric Series Test
(c) p-Series Test
(d) Telescoping Series Test
(e) Integral Test
(f) Direct Comparison Test
48
(g) Limit Comparison Test
n
27.
28.
in
n=1
n=0
1
29.
1
30. T
5" + 1
n3 - 8
n=3
n=
2n
1
1
31.
32.
3n
n + 1
n +2
|
n=1
n=
3
33. T
34.
(n2 + 1)2
n(n + 3)
n=1
n=
M M: it
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