In a murder case there are four suspects P,Q,R,S. Each of them makes a statement. They are p:
"I had gone to the theatre with S at the time of the murder".q: "I was playing cards with P at the time of the murder".r: "Q didn't commit the murder".s: "R is not the murderer".Assuming the only one of the above statement is false and that one of them is the murderer, who is the murderer?
Choices:	A) P	B) Q	C) R	D) S	E) T
According to Question,   P: (s and p in theatre)   Q:(q and p playing cards)   R: q not the murderer   S: R not the murderer   IF S is false,   P has to be in theatre with S.   P playing cards with Q.   This is Impossible.   If R is false,   P has to be in theatre with S.   P playing cards with Q.   This is Impossible.   If q is False,   S and P are in theatre.   Q and R are not murderers.   This is also impossible because one of them is the murderer.   so P is false.   Q and R are not murderers.   P playing cards.   hence our murderer is S..   ANSWER:S
<result>D</result>
In a murder case there are four suspects P,Q,R,S. Each of them makes a statement. They are p:
"I had gone to the theatre with S at the time of the murder".q: "I was playing cards with P at the time of the murder".r: "Q didn't commit the murder".s: "R is not the murderer".Assuming the only one of the above statement is false and that one of them is the murderer, who is the murderer?