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"Pen" Riddles - Next 10 of 284.
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:
I have seven yellow pencils, seven red pencils, and seven blue pencils. I have to divide them into two groups; the first group has to have three fewer yellow pencils than the second group, the second group should have one more red pencil than the first group, and the first group should have five more blue pencils than the second group. How many blue pens would be in each pile?
Answer: Zero. I have seven blue PENCILS, not PENS.
Riddle:
Anna was watching TV in her house when she heard someone knocking on her door. When the woman opened the door, she saw a suspicious-looking man who claimed to be her neighbor. The man became nervous and said, "Oh, I'm sorry. I thought this was my house. I must have confused the houses,". Anna didn't believe it was just a mistake, and she called the police, saying that this man was a robber. How did Anna know?
Answer: If the man really thought that it was his house, he wouldn't have knocked on the door; he would've tried to open it with his keys. Knocking on the door is a technique used by criminals who want to break in and steal stuff.
Riddle:
What happens when you forget to pay an exorcist?
Answer: You get repossessed.
Riddle:
There must be motion for me to take place. Therefore I can't be seen except when I occur. If I happened, your life would be a short race. Beginning high, at is, and ending low, at were. What am I?
Answer: A fall/falling.
Riddle:
The pen is mightier than the sword. What is the contradictory proverb?
Answer: Actions speak louder than words.
Riddle:
A woman, who is the executive director of a large and profitable business, has an interesting job description. Among her many duties, she is primarily responsible for the gathering and dispensing of pictures of dead people. In fact, she has a special room within her facility which is specifically designed to hold many thousands of these pictures, and she is assigned the task of securing this room against any and all unscrupulous scoundrels who might try to steal them. Her gang of laborers spend most of the week exchanging these pictures with those who frequent her establishment, sometimes collecting, and sometimes giving these pictures to others at their request. This woman and her employees appear to enjoy their work, as they all carry these pictures of deceased individuals in their purses and wallets outside of work. Is this woman and her gang of laborers morbidly deranged, or are they more normal than they initially appear to be? Just what is this business in which these people are engaged?
Answer: The woman is a bank president, and her gang of laborers are the tellers who work there. The pictures of dead people are the many thousands of bills and coins, each with a picture of a former President or a high ranking official who are now deceased, from our past government.
Riddle:
In a parallel universe, it's only allowed to have fun and eat junk food. No one ever reads or studies. One rainy day, Mrs. Rellum came home after a long day at a club. She asked her three daughters what they had been doing. Hannah said that she was at the park with her friends. Elle said that she spent the day watching movies in her room. Ava said that she invited her best friend over, made a huge pizza, and ate it together. One of Mrs. Rellum's daughters is lying. Who is it?
Answer: Hannah is lying. She couldn't be at the park with her friends because it was raining all day.
Riddle:
Harry is in a history competition with two other students–Renèe and Tyler. The rules are as follows: A student will choose another student to target. A history question will be read out, and the student will give his or her answer. If the answer is correct, the target is eliminated. And if the answer is incorrect, the target stays in the game. This will happen until only one student remains. Harry isn't very good in history; his odds of answering correctly are 1/3. Renèe's odds are a little better–2/3. And Tyler is a history ace, with his odds of giving the correct answer being 3/3. Every student knows everyone else's odds. To be fair, Harry will begin; then, the turn will pass to Renèe, then to Tyler, and then to Harry, and so on until one player remains. How can Harry have higher chances to win?
Answer: On Harry's first turn, he should give the incorrect answer on purpose. If he targets Renèe and manages to eliminate her, then it's just Harry and Tyler; however, Tyler will definitely eliminate Harry because HIS odds are much higher. And if Harry targets Tyler and manages to eliminate him, then it's just Harry and Renèe; however, Renèe might eliminate Harry because she has higher odds. If Harry purposefully answers incorrectly, the turn will simply move to Renèe, who will answer next. On Renèe's first turn, she will likely target Tyler because he has higher odds than her. If she manages to eliminate him, then it's just Harry and Renèe. Harry will be going first with his shot at winning the competition. If Renèe doesn't eliminate Tyler, then it will be HIS turn; Tyler will target Renèe and eliminate her for sure due to his odds being higher than hers. Although Harry will have to go against Tyler in the end, it's still a fair situation because Harry will still be going first with a chance to win.
Riddle:
Two male members of the aristocracy are positioned to engage in battle against one another. Their wives, undaunted and loyal, stand beside their husbands, despite the dangers of the impending conflict. The strength of each of the opposing forces is equal, but small, with a mere 14 fighting men for each force, aside from the husbands and their wives. The combat is about to commence, so I ask you ------- Which army will make the first move?
Answer: The White Army. White always is required to make the first move ----- in a game of chess.
