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This is tough... your brain may explode!!!
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zzleeper
This is the link:

http://www.click2amuse.com/fun/optical/opt.php?ID=37

Who will be the one to answer this one??? It has occupied the minds of every genius in the last 80 years since Bertrand Russel discovered it in 1931.

BTW if u can´t answer it, i will only post the answer if this post has 100+ views..

HOPE U LIKE IT!!! :D

:cool:
zzleeper
C´mon guys!!! U re intelligent :D


Answer it!!!
LoopStyle
cuz the green block has room for 2 orange blocks. it's all on size of blocks.:eek: well I tryed
DJ Fundamental
Ooh. That's a real bitch. The gradient has gotta be slightly different or something, coz a similar 8x2 rectangle can't fit into the first triangle if you look at the picture closely.
Pjotr G
u can use the quares (and your ability to count) to see that the figures are the same....and that there is the same slope! I don't get it!
Cosmo
Ha-ha-ha! Real tricky! But i know the answer!
zzleeper Check PM box ;)
DjChook
Damn i once knew that ...

Forgot it now although... :(
Pjotr G
wait a minute...the slope IS in fact different....

5:2 is not the same relative as 8:3

when you translate 5:2 it becomes 7.5:3


AHAAA hope I haven't spoiled anyways fun lol
zzleeper
Well IT IS about slopes... uhm okey Pjotr G u had the answer... more or less...


**DONT READ THIS IF U STILL WANNA FIND OUT BY YOUR OWN**

The gradient of the combined figure is 5/13 = 0.3846

So the real height of the red triangle would be 8*0.3846 = 3.07

And the real height of the greenish¿? triangle is 5*0.3846= 1.92

So if u check well u find out that the "rectangles" in the two pictures are of different height...

But doing it graphically would be difficult cos its a distance so small u would find out (the borders would make it less obvious)...

It was a good challenge for me.. hope it u like it...


Ps: Cosmo, what is "PS"???
If anyone wants to know mail me or post it here.. i ll answer when i get back from the carl cox rave... uhhh how is carl cox dj´ing this days??:rolleyes:
inatrance
hahahaha got it! :D before I read all the other posts, made me think for a while :)

{b.s.e.}
e. not 61 views. :D

the slope is different.
i don't really understand the question, though. so what if the pieces can be arranged to form an imperfect triangle? how is that impossible?
i don't really know what i am answering..
ravedude16
not even 100 views and you already posted the answer...
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