One Always Lies, One Always Tells the Truth
1. You comes across two doors, and each door has a guard. One door leads to certain Death. The other to paradise.
2. One guard always tells the truth, the other always tells lies.
3. You are allowed to ask one question only.
4. What question do you ask to gain entry to paradise? And why?
2. One guard always tells the truth, the other always tells lies.
3. You are allowed to ask one question only.
4. What question do you ask to gain entry to paradise? And why?
Comments (3)
If A tells the truth then B tells the lie. If paradise is behind B then A will say that B will say that B leads to death. If death is behind B then A will say that B will say that B leads to paradise.
If A tells the lie then B tells the truth. If paradise is behind B then A will say that B will say that B leads to death. If death is behind B then A will say that B will say that B leads to paradise.
In all cases the door which is claimed to be paradise is the door to death and the door which is claimed to be death is the door to paradise.
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I can't help but think this equation above has a relation to both Buddhist negation, and mathematically truth tables. Does anyone else see a coloration?