got it @ last sorry to disturb u guys
if any one want answer feel free to ask

On Mon, May 9, 2011 at 10:41 PM, ArPiT BhAtNaGaR <
arpitbhatnagarm...@gmail.com> wrote:

> You're an electrician working at a mountain. There are N wires running from
> one side of the mountain to the other. The problem is that the wires are not
> labeled, so you just see N wire ends on each side of the mountain. Your job
> is to match these ends (say, by labeling the two ends of each
> wire in the same way).
>
> In order to figure out the matching, you can twist together wire ends, thus
> electrically connecting the wires. You can twist as many wire ends as you
> want, into as many clusters as you want, at the side of the mountain where
> you happen to be at the time. You can also untwist the wire ends at the side
> of the mountain where you're at. You are equipped with an Ohm meter, which
> lets you test the connectivity of any pair of wires. (Actually, it's an
> abstract Ohm meter, in that it only tells you whether or not two things are
> connected, not the exact resistance.)
>
> You are not charged [no pun intended] for twisting, untwisting, and using
> the Ohm meter. You are only charged for each helicopter ride you make from
> one side of the mountain to the other. What is the best way to match the
> wires? (Oh, N>2, for there is no solution when N=2.)
>
> --
> Thanks & Regards
>
> Arpit Bhatnagar
> (Computer Engineering)
> (MNIT JAIPUR)
>
>


-- 
Thanks & Regards

Arpit Bhatnagar
(Computer Engineering)
(MNIT JAIPUR)

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