# User:lambyuk

Nothing really to see here. My main webpage is here [1].

## Random things

### Proof that 0.111... = 0

Firstly,

${\displaystyle 0.999...+0.111...=1}$

as 9 + 1 = 10 is trivially true. Then, as

${\displaystyle 0.999...=1}$

(see Proof that 0.999... equals 1) we can equate both sides leaving

${\displaystyle 0.999...+0.111...=0.999...}$

which, after subtracting 0.999... from both sides cancels to:

${\displaystyle 0.111...=0}$

QED. *cough*

Update: See here.

### Solution to P=NP

${\displaystyle P=NP}$
${\displaystyle P/P=NP/P}$
${\displaystyle 1=N*1}$
${\displaystyle N=1}$

QED.