The two sentences create a logical paradox.
The first sentence is false.
But that would make it true.
But that would make it false.
Similar is the Liar's Paradox: A man who always lies says "I am lying." In this case the premise must be false, or the statement cannot be valid.
Since "the following" was not provided in the question, it can be either true or false.
false
Yes, it is always true. If it was "opposite day", the actual meaning would be taken as 'it is opposite day'. If it was not opposite day, the sentence would be taken as read and would be correct. On Opposite Day : "It is not opposite day" = "It is opposite day" = True On Any Other Day: "It is not opposite day" = "It is not opposite day" = True If you said it WAS Opposite Day, it won't always be true.
True
True
Less is more I always lie THIS SENTENCE CONTAINS FIVE WORDS THIS SENTENCE CONTAINS EIGHT WORDS EXACTLY ONE SENTENCE OUT OF THESE THREE IS TRUE this statement is false The following sentence is true. The previous sentence is false. The the answer to this question no?
True
false
false
True
True
TRUE
False
False
false
False
false