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> Opštinsko takmičenje iz matematike, Školska 2006/2007

Turgon
post Feb 4 2007, 09:43 PM
Post #141





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Ma to je sarena laza, sa ovakvim rezultatim sa opstinskog prolaz je 150+++++, tako da ima da bude opasno na tom gradskom


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Iva
post Feb 5 2007, 07:26 AM
Post #142





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QUOTE
Ma zali se... nemas sta da izgubis

Da, da, bash!
Tako sam i ja razmisljala prosle godine na republickom iz hemije, kao mozda jos i dobijem, a ono... rolleyes.gif... ja se zalim.. skinushe mi 2 poena! sad.gif
Priznali su mi, u stvari, potpuno netachan zadatak XD.gif XD.gif XD.gif


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jeele
post Feb 5 2007, 08:40 AM
Post #143





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e...je l' uopste ima republckog???

mislim...KOJE republike...
to je valjda sad odma' drzavno...
hehe - treba oko 160 onda laugh.gif


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Turgon
post Feb 5 2007, 10:12 AM
Post #144





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Heh , pa nek treba biggrin.gif, imacu valjda 80


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maxydelanoche
post Feb 5 2007, 06:46 PM
Post #145





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He he, kad se setim samo kako su me cudno posmatrali jednom prilikom ljudi kad sam im rekla da se zalim za dva poena (a imala sam 98 lol)...

Evo doneo je nama iz RG Ognjanovic rezultate. Ja sam imala 100! Ha ha... Viva B kategorija... wink.gif


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Nista nije nemoguce. Za nemoguce je samo potrebno malo vise vremena.

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Iva
post Feb 5 2007, 06:56 PM
Post #146





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LOL
Kod mene je prva imala 73, drugi 57... tako neshto. Pa sve manje i manje...


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Turgon
post Feb 13 2007, 08:27 PM
Post #147





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Dobio sam +10 na zalbi, sad imam 92 XD.gif XD.gif XD.gif XD.gif XD.gif


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All that is gold does not glitter, not all who wander are lost.
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pyost
post Feb 13 2007, 08:40 PM
Post #148


Deus Ex Makina
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Haha, svaka cast biggrin.gif


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Iva
post Feb 13 2007, 08:45 PM
Post #149





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Kod nas na žalbi se najčešće poeni - gube.
Ofc još je to veliki psihički pritisak...


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Anchi
post Feb 15 2007, 03:55 PM
Post #150





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QUOTE
Kod nas na žalbi se najčešće poeni - gube.

Mislim da se to retko desava... Mada vredi zaliti se.
Ja sam u osmom na opstinskom iz fizike imala 4 poena na POTPUNO tacnom zadatku.. I onda se zalila, posle imala 85 i bila prva. smile.gif
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maxydelanoche
post Feb 15 2007, 11:56 PM
Post #151





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'Ajde otvoricu novu temu o zalbama na takmicenjima wink.gif

This post has been edited by maxydelanoche: Feb 16 2007, 12:10 AM


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Mi znamo sta se desava sa ljudima koji zastanu nasred puta. Bivaju pregazeni.
Nista nije nemoguce. Za nemoguce je samo potrebno malo vise vremena.

I'm doing the best I ever did, I'm doing the best that I can.

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mitric
post Feb 20 2007, 12:16 PM
Post #152





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Potrebna pomoć za ovaj zadatak:

Neka su m i n uzajamno prosti brojevi. Poznato je da se razlomak

3n - m
______
5n + 2m

može skratiti nekim prirodnim brojem. Naći broj kojim se ovaj razlomak može skratiti.

Unapred hvala.
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maxydelanoche
post Feb 20 2007, 07:14 PM
Post #153





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@mitric: imas podforum Pomoc, trebalo je da tamo otvoris novu temu smile.gif


--------------------
Mi znamo sta se desava sa ljudima koji zastanu nasred puta. Bivaju pregazeni.
Nista nije nemoguce. Za nemoguce je samo potrebno malo vise vremena.

I'm doing the best I ever did, I'm doing the best that I can.

www.viva-fizika.org
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