. He also replies 'I do not know'. As I noted earlier, some readers suggested other solutions using clever ways for the hat-wearers to send signals by varying the speed or the volume of their “Red” or “Blue” responses, so My guitar has no sound when the gain knob is turned off. Quanta Magazine moderates comments to facilitate an informed, substantive, civil conversation. Why is conductivity defined as the inverse of resistivity? Puzzling Stack Exchange is a question and answer site for those who create, solve, and study puzzles. If you see both a red and a blue hat, then “pass” Knowing this, three smart men go into the closet, and each selects a hat in the dark and places it unseen upon his head. i must wear the red one etc. What will the final position of the moon be?Read more…, Do markets and morality — as we like to definite fairness in modern societies — reinforce one another?Read more…. How to convert a kotlin source file to a java source file? Just think about it and post your answer in the comments. After inspecting each other’s hat colors, each player decides on a response which are one of the following : The player’s responses are recorded, but the responses are not shared until every player has recorded her response. if the number is odd, he guesses ‘White’. That way, only number 100 has a 50/50 chance of survival. Do Share and Subscribe and comment your opinion, queries and suggestions. Is this an advance April Fools Day joke? Unfortunately, we cannot match the fantasy game show of our puzzles — the only thing we can offer is a Quanta Magazine T-shirt. Then by counting the number of blue hats he sees, he knows the . How can he send that item to Shyam securely via mail so that Shyam is able to unlock the box and see the item without sending him the key? Making statements based on opinion; back them up with references or personal experience. What's the word equivalent to, "Announcement! Correct Answer: Shyam should answer “No”. By shouting out the color of his hat, #1 also knows his hat color. Puzzle about a closet containing red and blue hats and three smart men who are able to tell which hat they are wearing. So, wear your logic caps and get ready for your next brain workout: There are four people standing in a line such that the last person can see the hats worn by the three in the front, the second last can see the hats worn by the two in the front and so on. Then if #2 sees a blue hat on #1, his must be red, and if #1 has a red hat, his must be blue. What is the best strategy? 2- B sees C and D, and he assures he sees a green hat on both of them.

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