HardGood Riddle
In 1990, a person is 15 years old. In 1995, that same person is 10 years old. How can this be?
Riddle
In 1990, a person is 15 years old. In 1995, that same person is 10 years old. How can this be?
Choose an answer
A.They lied about their age
B.They had a birthday reversal
C.It's a leap year error
D.The person was born in 2005 B.C. (Before Christ). Therefore, he was 5 years old in 2000 B.C., 10 in 1995 B.C., and 15 in 1990 B.C.
Hint: It's a 24-word phrase with 69 letters, starting with "T".
Answer
The person was born in 2005 B.C. (Before Christ). Therefore, he was 5 years old in 2000 B.C., 10 in 1995 B.C., and 15 in 1990 B.C.
Why this is the answer
The years given are B.C. dates, which count downward, so a birth in 2005 B.C. makes the person 15 in 1990 B.C. and 10 in 1995 B.C.
This riddle is filed under Viral Riddles and rated Hard.