Set B:
Answer and support about this logic.
1. In a party, David plays a game with three of his friends: Bill, Nash and John. He shows to his friends and the guests five caps, three of them are black and two are red. He puts one cap on each head of his friends whom he asks to sit one behind the other, so that Bill who sits in the front sees none of the players, Nash who sits between can see only Bill, and John who sits at the last can see Nash and Bill. David asks John about the color of his cap, but the latter replies, “I do not know.” When asked of the same question, Nash answers, “ I don’t know either.” But when Bill is asked about the color of his cap, he gives the right answer. WHAT IS THE COLOR OF BILL’S CAP?
2. If I divide a piece of chalk, what is the least number of pieces of chalk will I get? Exactly, the answer is two. Now, if I divide and divide every last piece of chalk that I get from the series of division, for sure I would have on the tip of my finger a tiny piece of chalk which is now difficult to divide with a mere use of my fingers. But provided with a specialized tool which can help me to continue dividing the last piece of chalk, I can proceed in dividing with a number of times as many as I want. If I stop the work after a countless times of dividing, WILL I END UP WITH SOMETHING OR NOTHING?
3.In the province unknown yet to many, every individual there is truthful except for a group of people who everyone knows always tell a lie, the politicians. At one time that an election is coming, a party of candidates delivers speeches to a certain town. The last candidate ends his speech: “YES I ACCEPT THE TRUTH THAT I AM A POLITICIAN, if to be a politician is to be a servant.” If every politician always tells a lie, is it a LIE or a TRUTH for a politician to say “I AM A POLITICIAN”?
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Answer:
https://m.youtube.com/watch?v=dQw4w9WgXcQ
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