Riddle:
Does Brittain have a 4th of July?
Answer: Yes, it also have July 1, 2, 3, 5 and so on.
Riddle:
A green apple costs $1, a red apple costs $2, and a blue apple costs $3. If you have $3, but only two bills, what apples can you buy?
Answer: There are two solutions; you can either buy one green apple and one red apple using a $1 and a $2 (yes, $2 bills are a thing), or you can buy three green apples using the same two bills. You could have bought one blue apple using those bills, but blue apples don't exist!
Riddle:
A feathered Biped in the terminal part of the arm equals in value a pair of feathered bipeds in densely branched shrubbery. What is the proverb?
Answer: A bird in the hand is worth two in the bush.
Riddle:
Walker has to unlock his locker to get his uniform and get dressed for his basketball game. However, his lock requires a three-digit code to be unlocked. Walker doesn't know the exact code, but here are some clues. A) 8-6-5 One number is correct and in the right position. B) 8-4-0 One number is correct but in the wrong position. C) 3-5-0 Two numbers are correct but in the wrong positions. D) 3-6-9 Nothing is correct. E) 7-6-9 One number is correct but in the wrong position. What is the code?
Answer: The code is 0-7-5. Starting with Clue D, we can eliminate 3, 6, and 9, and all instances of those numbers, because none of them are in the final code. 8 cannot be in the final code because Clues A and B would contradict each other if it was in the code. This means that 5 is in the code, and it takes the third position; we can therefore eliminate 4, too. From Clue C, we can conclude that 5 and 0 are part of the code, because 3 is not (we already eliminated it based on Clue D). And based on Clue E, the last digit we need is 7, because we already eliminated 6 and 9 based on Clue D. We do not know the positions of 0 and 7, however, but we know that 5 takes the third position, which leaves us with just two options for the code: either 7-0-5 or 0-7-5. 7-0-5 cannot be the code because it would contradict Clue E since 7 cannot go in the first position; it can only go in the second position, while 0 goes in the first position. This means that the correct code is 0-7-5.
Riddle:
You have two coins, and their total value is 11¢. One of the coins is not a penny. What are the two coins?
Answer: The two coins are a dime and a penny. I said "ONE of the coins is not a penny"; if one of the coins is not a penny, then the other coin IS a penny. The coin that is not a penny has to be a dime because the total value should be 11¢.
Riddle:
Someone's grandfather was born in 50 BCE. How old was this man in 25 CE?
Answer: This man was 74 years old. There was no year 0; after 1 BCE, there was 1 CE.
Riddle:
A rotating fragment of mineral collects no byrophytic plants. What is the proverb?
Answer: A rolling stone gathers no moss.
Riddle:
Imagine that you have three eggs. Now, I give you four eggs. And your rooster lays two more eggs. How many eggs do you have now?
Answer: You have four eggs–the ones I gave you. Those three eggs from the start don't count because they're imaginary (IMAGINE that you have three eggs). And those two eggs your rooster lays don't count either because roosters don't lay eggs.
Riddle:
There are 10 fish in my fish tank. Suddenly, two of them drown, three of them swim away, and four of them die. How many fish are left in the tank?
Answer: There are still 10 fish left. For one thing, fish can't drown. Plus, none of the fish could have swam away because they're still in the tank.
Riddle:
If you counted 20 houses going to school, and then 20 houses on the left, going home. How many houses have you counted?
Answer: 20. They're the same houses going back.
Riddle:
You have 52 playing cards, 26 red, and 26 black. You draw cards one by one. A red card pays you a dollar. A black one fines you a dollar. You can stop any time you want. Cards are not returned to the deck after being drawn. What is the optimal stopping rule in terms of maximizing your expected payoff? Also, what is the expected payoff following this optimal rule?
Answer: The solution to this problem is, in my opinion the most difficult to understand of all the puzzles. Indeed I was unable to solve it and didn't receive a complete solution until two years after originally posting it. The final solution, in the form of the spreadsheet was sent to me by Han Zheng. For this reason I have left on the page the thoughts i had before I had the final solution as they represent an easier to understand and more simplistic approach. Also the reasoning may help you arrive at the final solution by yourself or help you understand it. I would recommend reading that answer before you dive into the full answer. But an important thing to note are that as the player we can't lose this game as we can gamble till all the cards are drawn and our net position is zero. From our earlier analysis it is clear we need a dynamic quit rule. A singal value is not sufficent. We must, at each stage consider what cards are remaining, and therefor the probability of a positive or negative outcome from drawing again. For the explanation i will ask you first to consider a deck containing only 6 cards, 3 +ve & 3 -ve (note i'm no longer calling the cards black and red, it confuses me.)
Riddle:
Exercise your visual faculties prior to executing a jump. What is the proverb?
Answer: Look before you leap.
Riddle:
Ira, run, go get it. What is the anagrammed word?
Answer: Regurgitation.
Riddle:
This is a coded riddle. Crack the code and answer the riddle. What is the riddle and answer?
The cipher for this coded riddle is hidden somewhere on Riddles.com. Hint: #5000
Wklv sodfh kdv kdugob dqb oljkwv, exw d orw ri fuhdnlqj iorruv. Wkhuh duh doo nlqgv ri vwudqjh qrlvhv dqg vrph udqgrp vodpplqj grruv. Zkdw lv lw?
Wklv sodfh kdv kdugob dqb oljkwv, exw d orw ri fuhdnlqj iorruv. Wkhuh duh doo nlqgv ri vwudqjh qrlvhv dqg vrph udqgrp vodpplqj grruv. Zkdw lv lw?
Answer: The riddle "Puzzle 4 - Code Riddle - What is the riddle and answer?" is unanswered. Do you know the answer? If so, click and add your answer in the comments section.
Riddle:
Mr. Green, Mr. Brown, and Mr. Black meet up for coffee one Monday morning. Mr. Green says, "Hey, do you realize that we're all wearing shirts of colors that don't match our names?". The man wearing the brown shirt says, "Wow, Mr. Green, you're right"! What colored shirt is each man wearing?
Answer: Mr. Green cannot be wearing the green shirt, because his statement that all three men are wearing shirts that don't match their names is correct. And he cannot be wearing the brown shirt, because the man wearing the brown shirt replied to his words, and let's be honest–it doesn't make sense to reply to your OWN words, right? This means Mr. Green can only be wearing the black shirt. Mr. Brown can either be wearing a green or a black shirt. The black shirt is already taken, so Mr. Brown is wearing the green shirt. And Mr. Black is wearing the brown shirt.
Riddle:
Tom walks into a room and see three monkeys. One monkey holds a banana, another monkey holds a stick, and the last monkey holds nothing. Who is the smartest primate in the room?
Answer: Assuming that Tom is a human, then he is the smartest primate in the room because humans are also primates.
Riddle:
Cooper wakes up in a room and sees three piles of shattered glass; each pile contains a few shards of glass with letters on them. His task is to rearrange the piles of glass into words and find out which word doesn't belong. Can you unscramble these words and help Cooper out? CBNAO | PCEUCKA | VLEO
Answer: The three words are BACON, CUPCAKE, and LOVE. This riddle is open to many interpretations, so there are multiple answers. For example, BACON doesn't end with an E (unlike CUPCAKE and LOVE). However, CUPCAKE has three vowels (while BACON and LOVE have two each). On the other hand, LOVE is an emotion (while BACON and CUPCAKE are foods). No matter which word you pick, there is at least one reason for it being correct.
Riddle:
There are two rooms in front of you. On the door to each room, there is a sign; only one of the signs tells the truth. The sign on the door to the first room says, "There is treasure here. A monster lurks in the other room,". And the sign on the door to the second room says, "The treasure and the monster are in different rooms,". Where is the treasure?
Answer: The treasure is in the second room. If the first sign is true, then the second sign is true, too. This contradicts the terms of the game. Therefore, the first sign is false, and the second sign is truthful.
Riddle:
There are five doors in front of you in the following order: black, blue, black, black, blue. Only one door will lead you to freedom, and you only have one chance to pick it. Assuming that all three hints are true, can you pick the correct door? 1) The correct door is black. 2) The correct door is not next to the leftmost or the rightmost door. 3) The correct door is not in the middle.
Answer: The leftmost door is the correct door. There are only three black doors, so it's one of them (we can eliminate doors two and five because they are blue and not black). The fourth door should be eliminated next because it's next to the rightmost door, which contradicts the second hint (we can't eliminate the first door because it's not correct to say that the leftmost door is next to itself). And the middle door is a trap, too. Therefore, the first door is the best choice.
Riddle:
You are driving a car. On your right is a steep cliff. Right in front of you there is a horse and right behind an elephant, both of which travel at your own speed. On your left there is a fire truck blocking you. How do you stop your car?
Answer: Just ask the merry-go-round operator to stop!
