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> Neki Zadaci

stefi
post Sep 14 2008, 09:37 AM
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ako su je na sahovskoj tabli postavljen top treba postaviti ostale topove tako da se ne napadaju.

b:isto ovo samo za konje
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pyost
post Sep 14 2008, 09:39 AM
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Deus Ex Makina
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Ostale topove? Pa koliko ih ima? huh.gif


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stefi
post Sep 14 2008, 09:42 AM
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pa valjda 4
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SBS
post Sep 14 2008, 12:41 PM
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A šta se traži u zadatku ?

P.S. Postoji fazon na kraju svake zbirke jedan lep i fin deo, zove se rešenja, mogo bi da ih pogledaš wink.gif


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зашто цитирати песму, кад једноставно можеш рећи своје мишљење: " Не волим кнедле са шљивама"!!!


Now i wanna sniff some glue!
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stefi
post Sep 14 2008, 01:08 PM
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pa trazi se da se ne napadaju ali ja nemam zbirku pa nemam ni resenje.zato molim ko zna da posalje odgovor
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VIP <3
post Sep 14 2008, 01:09 PM
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Jel pitanje na koliko nacina se mogu tako postaviti? Ili samo da postavis? I jesi siguran da ih je 4? I jesu sva 4 topa razlocita?
Tu treba jedna obzervacija XD.gif


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stefi
post Sep 14 2008, 03:26 PM
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pa da ih postavim
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stefi
post Sep 14 2008, 03:29 PM
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u pascalu
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SBS
post Sep 14 2008, 04:03 PM
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blago se tebi . . .


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зашто цитирати песму, кад једноставно можеш рећи своје мишљење: " Не волим кнедле са шљивама"!!!


Now i wanna sniff some glue!
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NeverMore21
post Sep 14 2008, 04:39 PM
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Ovo je nesto slicno problemu N kraljica na sahovskoj tabli (imas KxK tablu i treba pronaci nacin da na nju smestis N kraljica), a to se resava ili rekurzijom ili backtracking-om (ili pomocu oba smile.gif ).

Koju tacno oblast radis u skoli (da ne bude da profesor trazi preko backtracking-a a ti radis preko neceg drugog)?

P.S. Zar nije 4 topa malo, to mozes i sa FOR petljama da uradis brzo smile.gif!?


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Hannibal Lecter
post Sep 14 2008, 04:43 PM
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mi smo prosle god radili sa 8 topova

e kad bi jos ja imao svesku iz informatike za proslu godinu XD.gif


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And as we wind on down the road
Our shadows taller than our soul
There walks a lady we all know
Who shines white light and wants to show
How everything still turns to gold
And if you listen very hard
The truth will come to you at last
When all are one and one is all
To be a rock and not to roll


Svi me žele, a ja sam nedodirljiv!
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