hmmmm.........this needs logic the sentence below is correct means that the sentence-"the sentence above is wrong"-is correct so the sentence above is wrong now "the sentence below is correct" must be wrong i.e. the sentence-"the sentence above is wrong"- is wrong this sentence is correct I know u are confused!!!
In a way it's solvable. I mean, I can make heads of this. The above sentence is wrong. It's a lie, while it nowhere says that the below sentence is a lie. Conclusion: The sentence below is correct.
It's called the liar's paradox. The first sentence says that the 초 sentence is true, and the 초 sentence says that the first sentence is false. So, according to the first sentence , if it were true, the 초 sentence would be true, which says that the first sentence is false, and that means that what the first sentence says is wrong i.e. the 초 sentence is not true, so that makes the first sentence true again.. and goes on and on etc. The point in this paradox is that 당신 can not give either of the sentences a truth value (you can not call them true, nor false), thereby questioning our common sense about everything being either true 또는 false. (if it is not true, then it must be false, and vice-versa)
