Exactly one sentence one this card is true.
don't understand this sentence (2x one). But yes, I'd say one sentence of these 3 is correct => sentence A has 5 words.
Sentence B does not have 2 verbs.
So statement c is true.
Kiya
Exactly one sentence
on this card is true?
Errh, correction: Statement c is WRONG: there are 2 correct statements on this cards (A+C) >1 => untrue
See, that's what I mean with the paradox:
If C is true, then we have the following situation: A is true, B is false, and C is true. However, in this situation we have two sentences that are true. Since C says "there is exactly one sentence true",
statement C can't be true.So C is false? Suppose C is false, that would mean there is more than one (or none) sentences true. We now have the situation: A is true, B is false, C is false. However, in this situation there is exactly one statement on the card that is true. Hence,
statement C can't be false.Paradox: C is neither true or false. There is simply no way to answer the question. <img src="/ubbthreads/images/graemlins/ouch.gif" alt="" />