$\frac{decimal}{For every repeating digit, write 9}$

$\frac{9}{999} = \frac{1}{111}$

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Started by
daijobu
, Jan 11 2018 01:14 AM

9 replies to this topic

Posted 11 January 2018 - 01:14 AM

$\frac{decimal}{For every repeating digit, write 9}$

$\frac{9}{999} = \frac{1}{111}$

Posted 11 January 2018 - 01:14 AM

<img src="https://latex.artofp...0b973c1e47.png"alt="$\frac{9}{999} = \frac{1}{111}$"/>

Posted 11 January 2018 - 01:15 AM

Posted 11 January 2018 - 01:17 AM

<img src="https://latex.artofp...2b75090af0.png"alt="$\frac{1}{3}$"/>

Posted 11 January 2018 - 01:18 AM

$\frac{1}{3}$

Posted 11 January 2018 - 01:19 AM

$latex \frac{1}{3}$

**Edited by daijobu, 11 January 2018 - 01:19 AM.**

Posted 11 January 2018 - 01:22 AM

$777 + 773 + 737 + 733 + 377 + 373 + 337 + 333$

Posted 11 January 2018 - 01:24 AM

$10$ points for $/emph{perseverance}$

Posted 11 January 2018 - 01:26 AM

Yeah, it just isn't my day.