Re: Sum of infinite series - 1/n^2

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Homework Help Overview

The discussion revolves around computing the sum of an infinite series defined as SUM(X / (Y^X)), where X is an increasing sequence of positive values and Y is a constant. Participants are exploring the implications of the series' structure and the variables involved.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants are questioning the definitions of X and Y, as well as the nature of the increasing sequence of X. There is a focus on the lack of information regarding the specific sequence and its impact on the ability to compute the sum.

Discussion Status

The conversation is ongoing, with some participants expressing concerns about the insufficient information to determine the sum of the series. There is an acknowledgment that without a clear definition of the sequence X, the problem remains unresolved.

Contextual Notes

Participants note that the increasing sequence of X is not explicitly defined, which raises questions about the feasibility of calculating the sum. The constraints of the problem, particularly regarding the nature of X, are under discussion.

obelu
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Please I have a similar problem, how can I compute the sum of this infinite series:

SUM(X / (Y^X) ); where X(i)>0
 
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Is this your series?

[tex]\sum\frac{X}{Y^X}[/tex] X(i)>0, what is X, what is Y?
 
Y is a constant, while the X's are increasing from zero to infinity
 
Knowing only that Xn is "some" increasing sequence there is no way to find the sum.
 

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