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A teacher popped out of the classroom, leaving a test paper on her desk. When she came back, it was missing. Four stundents were in the room: Ku, Lu, Mu and Nu. Of these, only one tells the truth. Ku said, Mu took it. lu said i did not take it. Mu said Lu is lieing Nu said Mu is lying Who took it?
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Fortunately, there were 4 students only and 3 of them are liars.
Let us assume that Ku took it:
Ku=Mu took it=wrong
Lu=I did not take it=right
Mu=Lu is lying=wrong
Nu=Mu is lying=right
Let us assume that Lu took it:
Ku=Mu took it=wrong
Lu=I did not take it=wrong
Mu=Lu is lying=wrong
Nu=Mu is lying=right
Let us assume that Mu took it:
Ku=Mu took it=right
Lu=I did not take it=right
Mu=Lu is lying=wrong
Nu=Mu is lying=right
Let us assume that Nu took it:
Ku=Mu took it=wrong
Lu=I did not take it=right
Mu=Lu is lying=wrong
Nu=Mu is lying=right
Therefore, the answer is...
Added:
In case, there is one liar only among them, the answer would be...
Last edited by KerimF (2024-04-25 01:01:14)
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In short, Lu took it how? Well he was the first to defend him self and remember only one tells the truth. And all the rest(liars) said Mu was lying. Am i right?
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In short, Lu took it how? Well he was the first to defend him self and remember only one tells the truth. And all the rest(liars) said Mu was lying. Am i right?
You are right.
Last edited by KerimF (2024-04-25 02:21:05)
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I am a puzzle master.
I love Maths
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