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Espalier | 15:36 Fri 21st Apr 2006 | Quizzes & Puzzles
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Last year I was 38. My father was born in 1938. This made him 67. I was born in 1967. Coinsidence?


I've tried this out with a few other people, and there seems to be a pattern.


Start date is parents year of birth - eg 58


The year the sibling will be 58 years old - eg 2049


The difference betwen siblings age now and age in 2049 plus age of parent now equals siblings year of birth.



Any ideas.

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Let a = last 2 digits of parent's DOB


Let b = last 2 digits of child's DOB.


Assume both born in 1900's.


The year child will be a years old = 1900+a+b


The difference between child's age now and age in (1900+a+b) is:


1900+a+b - 2006


add on the age of parent now gives:


1900+a+b - 2006 + (2006 - (1900+a)


simplifies to


1900+a+b-2006+2006-1900-a


= b


ie the child's year of birth.

Spooky !!!!
Think I'll stick to crosswords!
wow this is really cool! New party trick. Thanks!

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