Who needs a truth table, when logic operations are at your daily intuition

So the next time my wife says I can buy a Toyota or a Ford - and I buy both ('cause that's what "OR" means), she won't mind at all? Great! (Kappa)

If you know the history here, you know these logical operators don't map onto our intuitions precisely. We celebrate Boole and Peano for just this reason; they created simplified versions of the meaning of a few english words resulting in new terms with simple logical relationships that were interesting.

PS - at least some of the first logicians didn't use the contemporary inclusive "or" operator you apparently find so natural; forced to a choice, they went with the exclusive option! I know 'cause I used to own a small english book from 1870 or so, passed down by a relative, by Jevons with that difference. Probably this book: Elementary Lessons on Logic, Macmillan & Co., London, 1870.