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Jennifer is 21 years older than her son Douglas. 6 years from now, Jennifer will be 5 times as old as Douglas.

Question: Where is Jennifer's husband most likely to be right now?

JakeRobb
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cissharp
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3 Answers3

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Let's define $J$=Jennifer and $D$=Douglas.
The problem can be rewritten as:

$J=D+21$
$J+6=5(D+6)$

According to my math, Douglas is $D=(-\frac{3}{4})$ years old, which means $-9$ months. Pregnancy lasts for nine months, so Jennifer's husband is in the bed with her right now.

leoll2
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    That's actually the milk man.. – blakeoft Mar 18 '15 at 18:18
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    Actually, you can't know yet whether Douglas is a male or a female... – leoll2 Mar 18 '15 at 18:21
  • maybe replace the name douglas with Pat, and the word son, with child – JLee Mar 18 '15 at 18:28
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    actually they may not be in bed. But he's most probably inside her – Novarg Mar 18 '15 at 19:05
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    @leoll2 - "Actually, you can't know yet whether Douglas is a male or a female". Yes, and I can imagine some feminist visiting this post and calling all of us "male chauvinist pigs". :P – User Anonymous Mar 19 '15 at 05:06
  • @UserAnonymous We must be doing something right then. – Pharap Mar 19 '15 at 15:27
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    To be nitpicky, human gestation averages 280 days. The number of days in 9 months is between 273 and 276, depending on which month you start counting from, so we can really only say Jennifer's husband will be in bed with her - on average - within the next 7 days. And even if you massaged the numbers to pinpoint the day, you can't be sure they are in bed right now, you could be a few hours off due to rounding errors. – Michael Mar 19 '15 at 16:36
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Jennifer's husband is busy in business meetings, while Douglas's dad is with Jennifer.

Ashutosh Nigam
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20

As mentioned in leoll2's answer above, the Maths part of the question is the simultaneous solution of the two equations which relate the respective ages of Jennifer and Douglas:

$$J=D+21$$ $$J+6=5(D+6)$$

These provide the answer $D = -3/4$ years, or roughly $-9$ months, which could lead one to conclude what leoll2 concluded.

However,

1) It is not necessary that Jennifer's husband must have necessarily fathered Douglas. (No offence meant, I only mean it is not specified in the puzzle.)

2) Biologically, pregnancy doesn't always have to last 9 months. So, one can not deny the possibility of Douglas being born after 8 and a half months instead of nine.

So, Jennifer's husband could be anywhere in this world, or could even be dead. Particularly, if he hasn't fathered Douglas, and pregnancy did last exactly 9 months, then he must not be around at the time of conceiving (stark opposite conclusion from the same data).

This is not a well designed puzzle. Sorry for being a killjoy :(

User Anonymous
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