Five people are sitting around a circle. Some always tell the truth, whilst others always lie. Each person claims to be sitting between two liars. How many of them are telling the truth?
A 0 B 1 C 2 D 3 E 4

Respuesta :

nobody is telling the truth zero people
We could try to do some nonsensical math, but that isnt smart. We can use logic and process of elimination instead.

E) Cannot be 4 since that would mean there is only one liar (and questions          says there is 2.
A) Cannot be 0 since it says that some people always tell the truth, so there         cannot be 0 tattle tales ;)
D) Cannot be 3 because the attachment will show its not possible to not               have  2 of the truth says sit beside each other

ABOUT TO GET TRICKY PAY ATTENTION  -_-

Now its either B) or C) Lets examine the WRONG answer and then explain why the other is right

B) This answer cant be right because of a how liars work. If beside 2 liars, they HAVE to lie and say they are beside 2 truths. Since each person (in the claimed scenario) says they are besides 2 liars, then this cant happen.

C) Only option left, but ill explain anyway. Since there are 2 truths, they can both tell the truth will the liars always have at least 1 truth to the left or right of them to allow them to lie. (the inverse of D) with 3 truths)

Hope diagrams helped!

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