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-   -   Mind F#ck?! (http://forum.vcoderz.com/showthread.php?t=19750)

Neoxter 02-15-2011 08:22 PM

Mind F#ck?!
 
http://www.lolblog.co.uk/wp-content/...0616506315.jpg

mr_j 02-15-2011 08:43 PM

the perimeter of the circle is 3.14 which is pie, so the sum of the corners is 0.86 something, anyway, I don't get the whole picture and its point :p

Neoxter 02-15-2011 09:04 PM

the perimeter is 2*pi*r or d*pi d=1 so perimeter of circle=pi
the square parameter is 4, with the corners as such, it stays 4...you do corners till infinity it becomes like the perimeter of the circle so pi=4

I can explain it, but later.

mr_j 02-15-2011 11:35 PM

I understand the third picture, he flipped the corners inwardly and thus the perimeter remained the same... but I am not sure how he go to the fourth part "removing more corners" if he removes 2 adjacent corners he might lose a part or a segment, that will cause the perimeter to decrease

Kingroudy 02-16-2011 12:25 AM

Quote:

Originally Posted by mr_j (Post 228367)
I understand the third picture, he flipped the corners inwardly and thus the perimeter remained the same... but I am not sure how he go to the fourth part "removing more corners" if he removes 2 adjacent corners he might lose a part or a segment, that will cause the perimeter to decrease

http://www.rageshirtstore.com/files/.../trollface.jpg

Adam 02-16-2011 01:36 PM

It will never be a circle until you flatten out the corners, and when you do it'll be 3.14 :D

Neoxter 02-16-2011 03:20 PM

But if you do the corner thing till infinity times ( its similar to the method of integration) you will get a perimeter that is approximately equal to the perimeter of the circle.

Kingroudy 02-16-2011 04:11 PM

chillax brothers, if pi is really 4 we wouldn't have cellphones, cars, went to the moon...
the only goal of this pic is to trollface Archimedes, and it did quite a good job.

Neoxter 02-16-2011 04:44 PM

True, you might think it will fully touch the circle, but it will not. It will touch the circle only at degrees of 0,90,180,270.



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