Age

Share This Riddle

FacebookTwitterGoogle+PinterestReddit

2.4k views
10 ratings
0 saves

By Gamedestroyer44

Question: A son's age is the age of his dad's age's digits added together. The son is not nine or older. The dad is of legal age. The dad's age doesn’t end in a zero, and is more than twenty, but less than twenty-five. How old is the dad, and how old is the son?

Answer: The son is three, four, five, or six. If he is three the dad is twenty-one, if he is four the dad is twenty-two, etc.

Riddle Discussion

Similar Riddles

Can you ? (medium)

11.4k views
20 ratings
0 saves

By AmazingDorrani

Question: If 4+5=24 7+2=21 9+6=63 6+7=?

Answer: 48. Because 6x7=42 + 6= 48

Share this:FacebookTwitterGoogle+
Leap Year (medium)

0 views
6 ratings
0 saves

By goldenapollo1

Question: Leap Year is every 4 years. True or False ?

Answer: False. Every year that is exactly divisible by four is a leap year, except for years that are exactly divisible by 100, but these centurial years are leap years if they are exactly divisible by 400. For example, the years 1700, 1800, and 1900 are not leap years, but the years 1600 and 2000 are. So 3 out of every 400 years are not leap years.

Share this:FacebookTwitterGoogle+

3.6M views
4792 ratings
19 saves

Question: When is 99 more than 100?

Answer: A microwave.Generally when you run a microwave for '99' it runs for 1 minute and 39 seconds. '100' runs for 1 minute.

Share this:FacebookTwitterGoogle+
Logic Riddle (medium)

42k views
55 ratings
1 saves

By daphne101

Question: What are the next two letters in the following series and why? WATNTLITFS__

Answer: AW- the letters are the beginning letter each of the words in the sentence

Share this:FacebookTwitterGoogle+

27.4k views
60 ratings
0 saves

By Kardak

Question: In a house of Kardak's family each brother have a sisters as double as their brothers and each sister have brothers as same as their sister. How many brothers and sisters in Kardak's family ?

Answer: 3 brothers and 4 sisters

Share this:FacebookTwitterGoogle+

© 2013-2014 Good Riddles Now. All rights reserved.

FacebookTwitterGoogle+RSS Feed