This is the proof of ratio test in my text book. I understand that $(|x_M|r^{-M})r^n$ converges to zero. Then, as n goes to zero, $|x_n| $ converges to less than $0$, but how can it be possible??
Thank you in advance.
This is the proof of ratio test in my text book. I understand that $(|x_M|r^{-M})r^n$ converges to zero. Then, as n goes to zero, $|x_n| $ converges to less than $0$, but how can it be possible??
Thank you in advance.
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