n2 + n %3D1 (2n)! 11) (9.) Determine the absolute convergence of the following. Σ 8. (-1)"-1, (-2)" 12) (9.7) Find the center, radius and interval of convergence for the
n2 + n %3D1 (2n)! 11) (9.) Determine the absolute convergence of the following. Σ 8. (-1)"-1, (-2)" 12) (9.7) Find the center, radius and interval of convergence for the
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.1: Infinite Sequences And Summation Notation
Problem 73E
Related questions
Question
11
![10) (9.) Determine the convergence of the following.
Σ
00
1
3
n2 + n
(2n)!
n%31
11) (9.) Determine the absolute convergence of the following.
8,
Σ
Vn
(-1)"-1
00
(-2)"
3n
n31
12) (9.7) Find the center, radius and interval of convergence for the power
series. > (-1)"*- 2)"
n%3D1
13) (9.7) Use a power series for to find a power series for g(x) =
What is the radius of convergence?
21
%3D
x-1
14) (9.) Use the definition of Taylor series to find the series for f(x) = cos(E
with center 0. Find the radius of convergence.
%3D
15) (10.) Sketch the parametric Gurve r =?+3rin(t)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4c55557c-e8e2-4e1c-ae31-5a26c23cdaaa%2Fb8f5be4c-a35c-4211-8ef1-d8d86f914005%2Fwu16n5_processed.jpeg&w=3840&q=75)
Transcribed Image Text:10) (9.) Determine the convergence of the following.
Σ
00
1
3
n2 + n
(2n)!
n%31
11) (9.) Determine the absolute convergence of the following.
8,
Σ
Vn
(-1)"-1
00
(-2)"
3n
n31
12) (9.7) Find the center, radius and interval of convergence for the power
series. > (-1)"*- 2)"
n%3D1
13) (9.7) Use a power series for to find a power series for g(x) =
What is the radius of convergence?
21
%3D
x-1
14) (9.) Use the definition of Taylor series to find the series for f(x) = cos(E
with center 0. Find the radius of convergence.
%3D
15) (10.) Sketch the parametric Gurve r =?+3rin(t)
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