L:says all of my other 4 friends have money
M:says that P said that exact one has money
N:says that L said that precisely two have money
O:says that M said that 3 of others have money.
P:Land N said that they have money.
All are liers.
Who has money & who doesn't have?

• Since L,N,P said that they have money and since they are (perfect) liars, it turns out that L has no money, N has no Money and P has no money.
  
  Let us assume that M and O have money and verify the statements.
  
  L says that M,N,O,P all have money. This has already been shown to be a lie.
  P says L and N have money and we know that is a lie also
  M said that P says that exactly one person has the money. We know that is a lie as well (Both ways: M did not say one person has the money and nor does one person out of L & N have money)
  N said that L said that exactly two have the money. Again this is a lie, as M named four, and out of those four, only one really has money
  
  So, the right answer would be:
  L, N and P have no money . O has money.
  We cannot determine if M has money or not, with the statements given
• 10 years agoHelpfull: Yes(1) No(2)
• 29604(AFTER)+647(TWO)=30251(YEARS) is also correct.
  So, 3+0+2+5+1=11
• 5 years agoHelpfull: Yes(0) No(1)