etomacatangay: padspadspadz: etomacatangay: So irritating… how I can’t seem to disprove this. Tanga much?  Proof: The figure of the “cut-down” square will not approach the figure of the circle when the process is repeated for an infinite number of times. This is precisely because even if the “cutting” process is repeated to “shape” the square into a circle, more corners are actually made in the process, representing “areas” outside the circle. Pi = 4 my face. :| I knew I could count on you, Gorby. ♥ And now I get ette. Thanksies. Gorby Llado, super smart man.

etomacatangay:

padspadspadz:

etomacatangay:

So irritating… how I can’t seem to disprove this. Tanga much?

 Proof: The figure of the “cut-down” square will not approach the figure of the circle when the process is repeated for an infinite number of times. This is precisely because even if the “cutting” process is repeated to “shape” the square into a circle, more corners are actually made in the process, representing “areas” outside the circle.

Pi = 4 my face. :|

I knew I could count on you, Gorby. ♥ And now I get ette. Thanksies.

Gorby Llado, super smart man.

Source: fuckyeahtrollface
  1. otaviodiniz reblogged this from th3nerd
  2. toanextent reblogged this from metamorphosing and added:
    … had to look this up. Someone disproved...… something about more corners being created …...
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  12. livelovelalala reblogged this from etomacatangay and added:
    Gorby Llado, super smart man.
  13. kickyours reblogged this from yujia21 and added:
    it convinces me!!! what..?!
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    Where is YS when you need him?