- #1
mattmannmf
- 172
- 0
Im given the following power series:
[tex]\sum[/tex] (x-3)^n/ n
I determined that the radius of convergence is R=1 and the interval of convergence is [2, 4)
They ask what values of x for which series converges absolutely?
and values of x for which series converges conditionally?
From what i read, my series should converge absolutely at |x-3|<1 (am i right?)
Im not sure about values of x where the series converges conditionally.
[tex]\sum[/tex] (x-3)^n/ n
I determined that the radius of convergence is R=1 and the interval of convergence is [2, 4)
They ask what values of x for which series converges absolutely?
and values of x for which series converges conditionally?
From what i read, my series should converge absolutely at |x-3|<1 (am i right?)
Im not sure about values of x where the series converges conditionally.