Suppose the 20th person guesses ‘Black’. Now, the person who is 19th in the queue knows that the number of white hats on the first 19 people (the 18 people in front of him and himself) is even. He then checks whether the number of white hats in front of him is even or odd. If the number is even, that means the hat on his head is black.
What’s the puzzle about three men and red and blue hats?
A puzzle about a closet containing red and blue hats and three smart men who are able to tell which hat they are wearing. Puzzle about a closet containing red and blue hats and three smart men who are able to tell which hat they are wearing.
Who are the four men in the hats?
Shown above are four men buried up to their necks in the ground. They cannot move, so they can only look forward. Between A and B is a brick wall which cannot be seen through. They all know that between them they are wearing four hats–two black and two white–but they do not know what color they are wearing.
How many red and blue hats are in a closet?
Puzzle about a closet containing red and blue hats and three smart men who are able to tell which hat they are wearing. Answer to Riddle #12: Three Men and Red & Blue Hats Answer to Riddle #12: Three Men and Red & Blue Hats 12. Inside of a dark closet are five hats: three blue and two red.
What’s the answer to the 4 prisoners hat Riddle?
Prisoners Hat Riddle is very interesting riddle. Here is the correct answer with proper explanation to this “4 Prisoners Hat Riddle”. The riddle is also popular with the name “Google Prisoners Hat Riddle”. The riddle remains the same and the question and the step by step explanation is given below. Riddle: There are four prisoners.
Where are the Wise Men in the puzzle of the 3 hats?
The last man, at the rear, can see both other men and their hats. None of the men can see the hat on his own head. They are asked to deduce its color. Some time goes by as the wise men ponder the puzzle in silence. Finally the first one, at the front of the line, makes an announcement: “My hat is white.”
What was the solution to the puzzle of the 3 hats?
Solution: If the first two hats were black, the third man would see this and know immediately that his hat was white (since there were only 2 black hats in the original set). Because the third man didn’t immediately say that, the other two men knew that the front two hats were not both black.
Can a person see the color of their own hat?
Each person can see the hat of all the persons ahead of him in the line, but not those of the people standing behind. Each person is required to guess (loudly) the color of his/her own hat. The objective is for the group to get as many correct guesses as possible. The group is allowed to discuss and form a strategy before the exercise.
