Question: For n > 0, let R > 0 and c n > 0. Prove that if the interval of convergence of the series then the
For n > 0, let R > 0 and cn > 0. Prove that if the interval of convergence of the series
![n=0 c(x - x)" is [xo - R, xo + R], Xo](https://dsd5zvtm8ll6.cloudfront.net/si.question.images/images/question_images/1678/7/7/5/55364101501c6fce1678775553440.jpg)
then the series converges conditionally at
n=0 c(x - x)" is [xo - R, xo + R], Xo - R.
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