- #1

godistring

[tex]\sum_{n=0}^{+\infty} \frac{1}{1+x^n}[/tex]

here [tex]x>1[/tex].

Thanks!

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- Thread starter godistring
- Start date

- #1

godistring

[tex]\sum_{n=0}^{+\infty} \frac{1}{1+x^n}[/tex]

here [tex]x>1[/tex].

Thanks!

- #2

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Probably completely useless- but

S=1/2+1/([x^1.2]-1)

gives an empirically reasonable fit

S=1/2+1/([x^1.2]-1)

gives an empirically reasonable fit

- #3

- 529

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Get that smart *** Gib Z to have a go.

- #4

Gib Z

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lol what did I do >.< I can't tell if thats derogatory or a compliment..

- #5

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lol what did I do >.< I can't tell if thats derogatory or a compliment..

The 'smart' bit is a compliment, the *** bit- not so much.

- #6

Gib Z

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lol but as a whole? Did I say something mean? If so im sorry >.<

- #7

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lol but as a whole? Did I say something mean? If so im sorry >.<

It's all a compliment! Just in a snarky way. Don't worry- I just express myself sarcastically. I thought you might know the answer to the above math problem. Sorry if I worried you!

- #8

Gib Z

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Lol its alright, Just trust me I'm working on it as i type. Looks familiar :)

- #9

Gib Z

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Ok I stuck here lol. What level of mathematics did you get this question from, and are you sure it even has a solution?

Have you done Hyper geometric series yet?

EDIT: Forget the hypergeometric series, all I get is nested series.

Have you done Hyper geometric series yet?

EDIT: Forget the hypergeometric series, all I get is nested series.

Last edited:

- #10

Gib Z

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