For what values of x does the series
(a) converge absolutely?
(b) converge conditionally?
A) (a) x = 0 only, $~~~~~~~~$(b) nowhere
B) (a) -1

Question

For what values of x does the series 
 (a) converge absolutely? 
(b) converge conditionally?
A) (a) x = 0 only, $~~~~~~~~$(b) nowhere 
B) (a) -1 < x < 1, $~~~~~~~~$(b) nowhere 
C) (a) -1 < x < 1, $~~~~~~~~$(b) x = -1 and x = 1 
D) (a) all real x, $~~~~~~~~$(b) nowhere 
E) (a) -1 < x < 1, $~~~~~~~~$(b) x = 1

Quizplus · Accepted Answer

The Answer of For what values of x does the series 
 (a) converge absolutely? 
(b) converge conditionally?
A) (a) x = 0 only, $~~~~~~~~$(b) nowhere 
B) (a) -1 < x < 1, $~~~~~~~~$(b) nowhere 
C) (a) -1 < x < 1, $~~~~~~~~$(b) x = -1 and x = 1 
D) (a) all real x, $~~~~~~~~$(b) nowhere 
E) (a) -1 < x < 1, $~~~~~~~~$(b) x = 1

For What Values of X Does the Series ~~~~~~~~

For What Values of X Does the Series
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