[a / b / c / d / e / f / g / gif / h / hr / k / m / o / p / r / s / t / u / v / vg / vm / vmg / vr / vrpg / vst / w / wg] [i / ic] [r9k / s4s / vip / qa] [cm / hm / lgbt / y] [3 / aco / adv / an / bant / biz / cgl / ck / co / diy / fa / fit / gd / hc / his / int / jp / lit / mlp / mu / n / news / out / po / pol / pw / qst / sci / soc / sp / tg / toy / trv / tv / vp / vt / wsg / wsr / x / xs] [Settings] [Search] [Mobile] [Home]
Board
Settings Mobile Home
/r9k/ - ROBOT9001


Thread archived.
You cannot reply anymore.


[Advertise on 4chan]


If (2^15-1)=32,767 where xy=32,767
Find a number x where: 1<x<(2^(32,767)-1) and x is divisible by 2^(32,767)-1
>>
>>77996401
Sorry 2^(32,767)-1 is divisible by x
>>
>>77996401
>basic
>shit i never seen before
Ok
>>
>>77996401
We are not doing your math homework
>>
>>77996438
It's so fucking easy are you just a retard?
>>
>>77996440
Can't do it chud? Lmao low IQ don't ever come over to /sci/, fag.
>>
15=5*3
(2^(5)-1)*(1+2^5+2^(2(5)))=31*1057
31*1057=32,767

2^(31*1057)-1=(2^(31)-1)*(1+2^(31)+2^(2(31))+...+...)
x=(2^(31)-1))
>>
>>77996441
Get better bait next time



[Advertise on 4chan]

Delete Post: [File Only] Style:
[Disable Mobile View / Use Desktop Site]

[Enable Mobile View / Use Mobile Site]

All trademarks and copyrights on this page are owned by their respective parties. Images uploaded are the responsibility of the Poster. Comments are owned by the Poster.