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   Author  Topic: Matches  (Read 778 times)
BNC
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Matches  
« on: Jan 25th, 2003, 11:58am »
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Assume the following are matches:
 
Code:

 
||-||||=||

(the = sign is composed of two matches).
 
Move 1 match to form a valid equation.
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How about supercalifragilisticexpialidociouspuzzler [Towr, 2007]
Jeremy Randolph
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Re: Matches  
« Reply #1 on: Jan 25th, 2003, 1:15pm »
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well this probably isn't the answer you're looking for, but you can take the first match on the left and turn the equal sign into 'not equal'.
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Glockglock
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Re: Matches  
« Reply #2 on: Jan 25th, 2003, 3:44pm »
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Cant you just move the one on the top of the = to the top of the -
making
 
|| = |||| - ||
 
2 = 4 - 2
 Cheesy
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Icarus
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Re: Matches  
« Reply #3 on: Jan 25th, 2003, 5:41pm »
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You don't need to move any matches! Just walk around the table and look at it from the other side! Wink
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And e is just as cursed.
I wonder: Which is larger
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SWF
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Re: Matches  
« Reply #4 on: Jan 25th, 2003, 8:31pm »
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on Jan 25th, 2003, 1:15pm, Jeremy Randolph wrote:
well this probably isn't the answer you're looking for, but you can take the first match on the left and turn the equal sign into 'not equal'.

 
The question states that an equation must be formed.  I believe an equation must have an equals sign, and if it contains a not equals sign it is an inequality.
 
Might as well throw out a lame suggestion:
 
Move the minus sign and form a tilted V like this:  \|
 
|| |||| = VI
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