Originally Posted By: zmjezhd
oh, I did

I see. The part that cinched it for me was that logical true statements / propositions can be negated to make them false. So, if "the present King of France is bald" is false, then the inverse statement "the current King of France is not bald" should be true. Do you find the former false and the latter true? I don't.





Or either the notion that the inverse must be true is itself false. And is "the current King of France is not bald" truly the inverse of "the current King of France is bald"? Remember, it's not the baldness of the current King of France that's true or false, it's the existence of the current King of France.