Hiding Everywhere
Riddle Status: Re-look One
Reviewed once, need improvement
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Riddle: Ms. Dell is a math teacher at a high school. She always gives her students summer homework. One year, her students are SO tired of summer homework, and they want her to stop giving it to them. Ms. Dell promises a riddle to the students; whoever gets it right will not get summer homework. The riddle went like this: Add me to myself, and multiply me by four. Divide me by eight, and you will have me once more. What number am I? All of her students gave different answers, but nobody received any summer homework. How is that possible?
Answer: All numbers work with Ms. Dell's riddle! ((x + x) * 4) / 8 will always equal x.
Riddle: Fiona's mother has 12 children. One day, the mother comes home and sees that all 12 children are busy. The first child, January, is reading a book. The second child, February, is cooking dinner. The third child, March, is playing chess. The fourth child, April, is tidying up her room. The fifth child, May, is taking a nap. The sixth child, June, is taking a shower. The seventh child, July, is gardening outside. The eighth child, August, is lighting the fireplace. The ninth child, September, is painting a picture. The 10th child, October, is doing yoga. The 11th child, November, is doing her homework. What is the name of the 12th child, and what is he/she doing?
Answer: The name of the 12th child is Fiona, and she is playing chess with March. Fiona is the name of the 12th child because this is FIONA'S mother. And Fiona is playing chess with March because most of the aforementioned activities require only one person to do, except for playing chess; that activity requires two players.
Riddle: Irene and her friend Mark were walking down the street when they saw two houses. Mark wanted to play a game with Irene. He said, "One family lives in each house. And each family has two pets: either dogs or cats. The first family has a dog who likes dry food, while the other pet likes canned food. The second family has a 6-year-old dog and a newborn pet. If you can guess which family has a cat, I'll take you out for lunch." Irene manages to get the riddle right, and the two of them go out for lunch. Which family did she choose?
Answer: Irene chose the first family. There are three different possibilities for the pets that the first family has: 1) an older dog and a younger cat; 2) a younger dog, and an older cat, and; 3) two dogs. Two of these options involve a cat, and all of them are equally possible, so the chance of the first family having a cat is 2/3. There are two different possibilities for the pets that the second family has: 1) a 6-year-old dog and a newborn dog, and; 2) a 6-year-old dog and a newborn cat. One of these options involves a cat, and both of them are equally possible, so the chance of the second family having a cat is 1/2. Irene's odds of winning will be higher if she chooses the first family.
Riddle: Sheila baked a batch of delicious peanut butter cookies for dessert later in the day. She couldn't eat them while near her husband, though; he was severely allergic to all types of nuts. Plus, the couple's three kids–David, Amanda, and Frank–were all grounded and not allowed to eat sweets for a week. When Sheila went to get the cookies later in the day, she noticed that all of them were gone. She knew it must have been one of her kids who ate the cookies, so she interrogated them. David said that he was helping Dad to bake an apple pie in the kitchen. Amanda said that earlier in the day, she and Dad were eating peanut butter and jelly sandwiches for lunch. She didn't have time for cookies. Frank said that he was doing his homework upstairs. Sheila instantly knew who was lying, and grounded that child for another week. Who was the cookie thief?
Answer: Amanda stole the cookies. She couldn't be eating peanut butter and jelly sandwiches with Dad earlier in the day; after all, Sheila's husband is severely allergic to all types of nuts.
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