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Riddle:
I am a two-digit number. All my digits are even. No two digits are the same. None of my digits are prime numbers. I am not a multiple of ten. My tens digit is bigger than my other numbers. If you followed all the previous steps, there should be three options remaining the number is the option where if you add all the digits it's exactly in the middle (in how big the number is) of all the other options with their digits added together. What number am I?
Answer: If you followed all the steps apart from the last one there will be three options remaining: 64, 84, and 86. You then had to add up the digits, 64=6+4=10, 84=8+4=12, and 86=8+6=14. Finally, you then had to take up the middle biggest number (12) and put it back as it was before the digits were added together and your answer should be 84.
Riddle:
There is a magical door, that has only one rule. A witch can't go in but her broom can. She sometimes stick her teeth in but never her mouth. She likes to brush her teeth with toothpaste but never with her hands. Her friend Moloia can't go in but Reene can. So, what is the rule?
Riddle:
Dorothy is not a violent person, yet she carries a hard, round object in her purse which she occasionally throws at people. She thinks others find her actions amusing, and they do for the most part; but many people flinch when she does throw the object directly toward them. The danger is minimal however, as the object returns to her, most of the time, and she never throws the object with the intention of harming anyone. Dorothy considers herself to be an entertainer of sorts, using the round object and some string to amuse anyone willing to watch her. She uses the object to perform some amazing, gravity-defying stunts. Dorothy says she got the idea for this attention-grabbing activity while working part time as a dog walker. Is Dorothy a menace to society who should be reported to the authorities, or is she just providing a little innocent fun for those who watch her? Just what is the hard, round object Dorothy carries in her purse?
Answer: Dorothy carries a yo-yo in her purse, and puts on a dazzling display of various tricks for onlookers. She even performs classic yo-yo moves such as the famous walk-the-dog maneuver.
Riddle:
Sally Johnson called 911 when she first noticed Theodore was missing, but the operator told her there was nothing the police could do until Theodore was missing for at least 24 hours. The 911 operator told Miss Johnson that Theodore would probably be found because, based on the description Sally had given of Theodore, the operator felt Theodore was not the type to run away from home. However, Miss Johnson wasn't willing to wait that long, so she sent her German shepherd dog out to look for him, after she had first let the dog have a sniff of the tiny sweater she had dressed Theodore in earlier that day. However, when the dog returned without Theodore, Sally considered calling the F.B.I., as she started thinking little Theodore might have been kidnapped. No ransom note or telephone call was received by Miss Johnson that day, however, so Sally began to systematically search her house. After frantically searching, Miss Johnson finally found Theodore in her basement --- in the washing machine --- still wet, after apparently having gone through a complete washing cycle! Why was the 911 operator so cavalier about the missing Theodore? Should D.C.F.S. be notified to investigate? Where was the adult supervision; or is there a simpler explanation for these events?
Answer: Miss Sally Johnson was a seven-year-old child who watched a lot of T.V (especially police and detective shows), and had a vivid imagination. When she lost her teddy bear (Theodore), she never considered the possibility her mother had put him in the washing machine for a much-needed cleaning, as it had become soiled from Sally’s frequent use.
Riddle:
I want everything within sight. The impossible will not flee my plight. I will take it all by any means. To have is my heart's very need. A bottomless pit that nothing will fill. I have even led humans to kill. What am I?
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