Not exactly.surely only 1 of the men had a dotted hat at the beginning because there will be only 1 new king. Before the aide switched the hats he had saw that the other 2 had not a dotted hat. So he realized that he was the one who had the dotted hat. The other two remained quiet because each one wanted to be king.
ok the answer is remember a b and c Person A saw that B and C both had dots. A put himself in B's situation. Assuming A did not have a dot, then B would see one dot on C and none on A. Person B would then think, "if I had no dot, then C would see no dots and know that C had the only dot, and C would be able to answer immediately. However, since C does not answer, I must have a dot." However, A sees that B doesn't answer, which means A must also have a dot, so A goes to the king and declares victory.
It goes through city and country and nevertheless always remains in the same place.
A road.
Here's mine:
A man lives 20 miles from the airport. Walking, he leaves his house at noon and gets reaches the airport at midnight. He does not walk at a constant rate, and he takes frequent but irregular breaks. A few days later, he returns from vacation, arriving at the airport at noon. He walks the 20 miles again, making it home at midnight. Again, he does not walk at a constant rate, but he does use the exact same path that he used to get to the airport. PROVE that the man must have been in at least one place at the same time of day on both journeys (IE he was reached the halfway point both times at 3:00 p.m). You don't have to say what the point or time is, just that it exists. And yes, there is a logical solution to this riddle.
