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| subject: | Non-Mensa test |
On Fri May-20-2011 18:51, Gary Perkins (1:393/31) wrote to Jeff Snyder:
[...]
> However, that obviously does not make any sense. Why would the
> faster man choose to slow down to 4.5 hours? He wouldn't. He'd still
> finish in three hours...at least so me thinks. :)
GP> You're overthinking this. It's not a trick question -- there's
GP> actually a clear mathematical formula for two people working
GP> together at different rates to accomplish the same task.
GP> If they start at opposite sides, since one works twice as fast as
GP> the other, by the time they're "halfway" done, the faster one will
GP> meet the slower one probably 3/4 of the way.
GP> My original answer was something like 2:45, but I wouldn't be
GP> surprised if it's a smooth 1:30 (1/4 of 6 hours).
Thank you for the support, Gary. Here then, is the formula:
6 hours = 1 = .167
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6
3 hours = 1 = .333
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3
That should give you the answer.
Regards,
Roger
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