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   Author  Topic: Space  (Read 720 times)
alien2
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Space  
« on: Oct 24th, 2006, 10:51am »
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Without causing damage to it or folding it, how could a square picture with a side 50cm, fit in a cubic box with a side 25cm?       Cool  
« Last Edit: Oct 27th, 2006, 5:54am by alien2 » IP Logged


sofeffi
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Re: Space  
« Reply #1 on: Oct 24th, 2006, 11:02am »
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pythagoras isn't helping me much  Tongue
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sofeffi
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Re: Space  
« Reply #2 on: Oct 24th, 2006, 11:02am »
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Is thsi anything to do with thinking outside the box?
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towr
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Re: Space  
« Reply #3 on: Oct 24th, 2006, 11:54am »
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Roll it up? Although it'd still not be entirely in the box.
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cchris
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Re: Space  
« Reply #4 on: Oct 25th, 2006, 4:40pm »
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If only one side is 25 x 25, then it shouldn't be much of a problem. You see, the box is still cubic (meaning it has a volume).
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TheNumberScott
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Re: Space  
« Reply #5 on: Oct 26th, 2006, 2:19pm »
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roll the picture as tightly as possible into a stick that is 50cm long. Then put on end into one of the bottom corners, and put the other end into the opposite top corner.
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towr
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Re: Space  
« Reply #6 on: Oct 26th, 2006, 2:53pm »
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on Oct 26th, 2006, 2:19pm, TheNumberScott wrote:
roll the picture as tightly as possible into a stick that is 50cm long. Then put on end into one of the bottom corners, and put the other end into the opposite top corner.
from one end to another is only about 43 cm, so there's still not enough room even if you roll it into a line.
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Re: Space  
« Reply #7 on: Oct 26th, 2006, 3:14pm »
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are you sure? I must have done some whack calculations then because I got 49.99cm
 
wait, I see my problem. Once I found the first hypotneuse, I thought that it would be another 45-45-90 triangle.  
 
I hope that the riddle didn't make the same mistake I did, because it came out so perfect, I figured it had to be right.
« Last Edit: Oct 26th, 2006, 3:18pm by TheNumberScott » IP Logged

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Icarus
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Re: Space  
« Reply #8 on: Oct 26th, 2006, 4:12pm »
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The 3-d pythagorean theorem is d2 = x2 + y2 + z2. More generally, the n-dimensional pythagorean theorem is d2 = x12 + x22 + ... + xn2.
 
In this case, the distance along the diagonal is sqrt(252 + 252 + 252) = 25 sqrt(3) = 43.30...
« Last Edit: Oct 26th, 2006, 4:13pm by Icarus » IP Logged

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alien2
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Re: Space  
« Reply #9 on: Oct 27th, 2006, 5:24am »
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No to all guesses.   Cool
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Re: Space  
« Reply #10 on: Oct 31st, 2006, 1:46am »
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on Oct 24th, 2006, 10:51am, Iceman wrote:
Without causing damage to it or folding it, how could a square picture with a side 50cm, fit in a cubic box with a side 25cm?  Cool  

Without causing damage to or folding the box?  Roll Eyes
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Re: Space  
« Reply #11 on: Oct 31st, 2006, 4:01am »
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So putting it together...
Roll up the picture, then squash the box a bit.  If you get it to lean more than 30 degrees, the longest diagonal exceeds 50cm and you can put the picture in.
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Desert Lizard
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Re: Space  
« Reply #12 on: Oct 31st, 2006, 5:48am »
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What if I open both ends of the box and hold it up with the picture behind it at just the right distance so I am looking through the box at the picture?
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Grimbal
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Re: Space  
« Reply #13 on: Oct 31st, 2006, 6:07am »
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on Oct 24th, 2006, 10:51am, Iceman wrote:
Without causing damage to it or folding it, how could a square picture with a side 50cm, fit in a cubic box with a side 25cm?  Cool  

Leonardo's Mona Lisa, maybe 1m on a side  could fit in my digital camera, maybe 10 cm on its longest side.  So what is the problem?
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cchris
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Re: Space  
« Reply #14 on: Oct 31st, 2006, 11:09am »
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Ah, duh. If the cubic box is a camera, it's not hard to do.
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Re: Space  
« Reply #15 on: Oct 31st, 2006, 1:27pm »
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Again, great solution, cchris.  Let's just hope holes are allowed.
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cchris
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Re: Space  
« Reply #16 on: Oct 31st, 2006, 9:28pm »
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For the note, it wasn't my solution, I credit it completely to Grimbal, the usual solver of such riddles.
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Re: Space  
« Reply #17 on: Oct 31st, 2006, 10:03pm »
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Whoops, sorry Grimbal.  No disrespect intended, just don't know how to read above the last post.
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alien2
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Re: Space  
« Reply #18 on: Nov 1st, 2006, 2:39am »
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on Oct 31st, 2006, 1:46am, Grimbal wrote:

Without causing damage to or folding the box?  Roll Eyes

Fine try, but you shouldn't damage or fold both items.  
 
 
on Oct 31st, 2006, 6:07am, Grimbal wrote:

Leonardo's Mona Lisa, maybe 1m on a side  could fit in my digital camera, maybe 10 cm on its longest side.  So what is the problem?

A good idea, but I don't think this item looks exactly like a cubic box.  Wink
 
 
 
Desert Lizard and Miles: you are not allowed to manipulate the box like that. And note that just one plane surface is missing.  
 
 
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towr
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Re: Space  
« Reply #19 on: Nov 1st, 2006, 4:03am »
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Take the jigsaw puzzle apart and put it in the box in pieces. There's no damage as it it was allready cut into jigsaw pieces.
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alien2
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Re: Space  
« Reply #20 on: Nov 3rd, 2006, 5:22am »
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You got it towr.  Cool  
 
 
Space: the final frontier. These are the voyages of the starship Wu. It is continuing mission, to explore strange new riddles. To seek out solutions and new ides; To boldly go where no riddler has gone before! And to bring back the planet status to Pluto.  
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Icarus
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Re: Space  
« Reply #21 on: Nov 3rd, 2006, 7:11pm »
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I know how to restore Pluto to its rightful place: Lets just nuke any other Kuiper belt object bigger than Charon, other than our proud snowball!
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