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Author Question: For what values of x does the series n (a) converge absolutely? (b) converge conditionally? (Read 66 times)

Cooldude101

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Question 1

For what values of  x  does the series  (a) converge absolutely?  (b) converge conditionally?
◦ (a)  -1 < x < 1,    (b)  x = -1  and  x = 1
◦ (a)  x = 0  only,   (b)  nowhere
◦ (a)  all real  x,    (b)  nowhere
◦ (a)  -1 < x < 1,   (b)  x = 1
◦ (a)  -1 < x < 1,    (b)  nowhere

Question 2

For what values of  x  does the series n  (a) converge absolutely?  (b) converge conditionally?
◦ (a)  on the interval  (1, 5),   (b)  at  x = -1  and  x = 5
◦ (a)  on the interval  [1, 5],   (b)  nowhere
◦ (a)  on the interval  (1, 5),   (b)  at  x = 1
◦ (a)  on the interval  [1, 5),   (b)  at  x = 5
◦ (a)  all real x,    (b)  nowhere


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Marked as best answer by Cooldude101 on May 26, 2021

cam1229

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Cooldude101

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Reply 2 on: May 26, 2021
Gracias!


bblaney

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Reply 3 on: Yesterday
Thanks for the timely response, appreciate it

 

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