Prove ramanujan sum of infinte series is negative

1.	Prove ramanujan sum of infinte series is negative
Answer» You are talking about the sum of a infinite SERIES which implies that the series is geometric, since an infinite arithmetic series can never converge. It depends on which TERM it converges and what is the common ratio. ... Thus if the common ratio is POSITIVE there can be no negative sum. please marked it as brilliant

Answer»

You are talking about the sum of a infinite SERIES which implies that the series is geometric, since an infinite arithmetic series can never converge. It depends on which TERM it converges and what is the common ratio. ... Thus if the common ratio is POSITIVE there can be no negative sum.

please marked it as brilliant

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Prove ramanujan sum of infinte series is negative​

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Prove ramanujan sum of infinte series is negative