After such a looong time,I solved a logic problem somewhere on the web.I am not in my best form right now,given the time and situation but solving or reading definitely adds colour to life!



Alice, Bob, Carly, Dave, and Evelyn are taken to the police station for questioning. Detectives know that one of them is the thief and that only one of them tells the truth.

Alice says, "I am not the thief." 
Bob says, "Alice is the thief." 
Carly says, "I am the thief." 
Dave says, "Carly is the thief." 
Evelyn says, "I am not the thief"

Who is the thief?

  • Alice 
  • Bob
  •  Carly 
  • Dave
  •  Evelyn
  •  Insufficient information
Look at the question carefully.There is one,clear certain element in it : There is one truth.Only one.


Start with the elimination method.
If you say Alice is True,it is impossible because then Bob's statement also has to be true but there is only one truth.
Again,if you say the third statement is true,then Dave's statement has to be true,too but that is not possible.The first and last statements are contrapositive.If the first is statement is true,the last one has to be False and if the last statement is true,then the first one has to be False.
If Evelyn is lying,then all the other statements fit.So,Alice is saying the truth.All others are lying.