1/998001 ?

File: 30 KB, 401x318, 1325042154001.png [View same] [iqdb] [saucenao] [google]

Anonymous Thu Jun 21 16:40:29 2012 No.4798463 [Reply] [Original]

1/998001 ?

Anonymous Thu Jun 21 17:17:44 2012 No.4798533

1/999 = 0.{001}, which is the standard for recurring decimals of period 3.

998001 = 999^2, so 1/998001 is a copy of 1/999 at every appearance of a 1 in 1/999.

nice find, though; i never noticed before.

also babby's first fun expansions: 10/89 is the sum of 10^-n times the n-th fibonacci number. fun implications when you consider the fact that it has a period.

>>	Anonymous Thu Jun 21 17:23:51 2012 No.4798550 File: 23 KB, 400x400, wizard.jpg [View same] [iqdb] [saucenao] [google] >>4798533 lolwut?

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