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Re: Here's a paradox for you:

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joboom214 is not online. joboom214
Joined: 18 Aug 2008
Total Posts: 887
08 Jul 2014 10:52 PM
#1: #2 is True.

#2: #1 is False.

bam
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Herobots is not online. Herobots
Joined: 20 Mar 2010
Total Posts: 545
08 Jul 2014 10:53 PM
mind blow
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apieceofabrick120 is not online. apieceofabrick120
Joined: 10 Nov 2012
Total Posts: 10917
08 Jul 2014 10:53 PM
So it's all false
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MadSanity is not online. MadSanity
Joined: 13 Nov 2009
Total Posts: 41506
08 Jul 2014 10:54 PM
The two doors. One leads to certain demise, the other safety. One always lies, one always tell the truth. They both claim to know that the other is lying.
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SpecialGuest1000 is not online. SpecialGuest1000
Joined: 13 Nov 2013
Total Posts: 288
08 Jul 2014 10:54 PM
another paradox for you:

"I am lying."


мυѕιc ιѕ му ѕєcσηɗ Ɩαηgυαgє
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KyleALLT2006 is online. KyleALLT2006
Joined: 18 Jul 2013
Total Posts: 9023
08 Jul 2014 10:55 PM
if 1 is saying 2 is true, and 2 says 1 is false, that means both 1 and 2 are false

FRIENDLY MUSHROOM
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livinarock is not online. livinarock
Joined: 30 Apr 2008
Total Posts: 2914
08 Jul 2014 10:56 PM
apieceofabrick120 is right. Because it's a paradox, one of the statements must be false in order for it to make sense. And in making one false, the other must also be false. So both statements are false.



@MadSanity

I'm not sure what you're referencing, but that sounds mighty fine. :3
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SpecialGuest1000 is not online. SpecialGuest1000
Joined: 13 Nov 2013
Total Posts: 288
08 Jul 2014 10:57 PM
"The two doors. One leads to certain demise, the other safety. One always lies, one always tell the truth. They both claim to know that the other is lying."
what
is
that
from


мυѕιc ιѕ му ѕєcσηɗ Ɩαηgυαgє
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livinarock is not online. livinarock
Joined: 30 Apr 2008
Total Posts: 2914
08 Jul 2014 10:58 PM
@KyleALLT2006

No, that's not the correct reasoning behind it. It's not like math where negatives take precedence over positives. In this case, they both have parity in power. However, because they don't make sense together, the only way for them to make sense is to have them either both say false, or both say true.


And it seems I was wrong about my post. They can't both be false, because that'd make one of the original statements true. This is a paradox.
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