3n The two convergent subsequences of the sequence (−1)³¹ +2 is = a) x₁ = (-1)" +2 and x [(-1)] +2 b) X₁, =(−1)³" +2 and x₁,3 = [(-1)³ ]²™** +2 би X2n-1 3n 2n+1 c) x₂n = (-1)³¹ +2 and X2n-1 = (−1)²¹+¹ +2 3n d) x₂n =(−1)³¹ +2 and x2n-1 =(−1)²¹ +2 2n
3n The two convergent subsequences of the sequence (−1)³¹ +2 is = a) x₁ = (-1)" +2 and x [(-1)] +2 b) X₁, =(−1)³" +2 and x₁,3 = [(-1)³ ]²™** +2 би X2n-1 3n 2n+1 c) x₂n = (-1)³¹ +2 and X2n-1 = (−1)²¹+¹ +2 3n d) x₂n =(−1)³¹ +2 and x2n-1 =(−1)²¹ +2 2n
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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![3n
The two convergent subsequences of the sequence (−1)³¹ +2 is
a) x₁ = (-1)" +2 and x = [(-1)] +2
b) X₁, =(−1)³" +2 and x₁,3 = [(-1)³ ]²™** +2
би
X2n-1
3n
2n+1
c) x₂n =(-1)³¹ +2 and X2n-1 = (−1)²¹+¹ +2
3n
d) x₂n =(−1)³¹ +2 and x2n-1 =(−1)²¹ +2
2n](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2dbc13b0-7582-4884-aaf7-242a8ea24816%2Fa565307a-ee78-4b21-8d75-05a42550c2c3%2Fy7tk6ui_processed.png&w=3840&q=75)
Transcribed Image Text:3n
The two convergent subsequences of the sequence (−1)³¹ +2 is
a) x₁ = (-1)" +2 and x = [(-1)] +2
b) X₁, =(−1)³" +2 and x₁,3 = [(-1)³ ]²™** +2
би
X2n-1
3n
2n+1
c) x₂n =(-1)³¹ +2 and X2n-1 = (−1)²¹+¹ +2
3n
d) x₂n =(−1)³¹ +2 and x2n-1 =(−1)²¹ +2
2n
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