Kažu da je prva godina studija eliminacijska. Zahtjevi i složenost gradiva koje morate savladati daleko su iznad svega s čime ste se do sada susretali. Veliki opći predmeti poput matematike, fizike, kemije i statistike obično su najveći problem. Upravo zbog njih mnogi odustaju od studiranja.
Trinomove pripreme za ispite na fakultetima
Pripreme za ispite su organizirani tečajevi na kojima vas postepeno, temeljito i ciljano pripremamo za kolokvije ili ispitne rokove vježbajući zadatke s prethodnih kolokvija i ispitnih rokova. Pripreme su prvenstveno namijenjene studentima koji nisu počeli učiti na vrijeme, ne mogu pratiti tempo na fakultetu ili imaju slabo predzanje.
Svest ćemo gradivo na bitno, objasniti ga jezikom koji ćete razumjeti i uvježbati zadatke!
Za sada u ponudi imamo pripreme za kolokvije (međuispite) i ispitne rokove iz sljedećih kolegija:
EKONOMIJA |
FER |
STROJARSTVO |
MEDICINA |
STOMATOLOGIJA |
VETERINA |
![](http://www.trinom.hr/datoteke/slike/Andrejeva stranica/efzg.jpg) |
![](http://www.trinom.hr/datoteke/slike/Andrejeva stranica/fer.jpg) |
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) 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![](http://www.trinom.hr/datoteke/slike/Andrejeva stranica/mef.jpg) |
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) 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) 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Trinomove pripreme za ispite na fakultetima karakteriziraju:
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Male i homogene grupe.
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Kvalitetni materijali s pojašnjenim gradivom (teorijom) i zadacima s prijašnjih ispita.
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Iskusni profesori. Kod nas ne predaju stariji studenti ili apsolventi.
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Individualne i grupne konzultacije.
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Nastava u luksuzno uređenom školskom prostoru u centru Zagreba.
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Raspored pohađanja priprema koji se nikada ne kosi s nastavom na fakultetu.
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Povoljne cijene. Za sve naše pripreme cijena sata je ispod 30 kuna! U cijenu je uračunata i Trinomova skripta za pripremu ispita.
Zašto odabrati pripreme u Trinomu?
Trinom je učilište s najviše održanih pripremnih tečajeva za prijamne ispite i državnu maturu u Hrvatskoj. Tijekom 19 godina iskustva okupili smo najbolje nastavnike i stručnjake - iskoristili smo to iskustvo, znanje i ljudske potencijale te ponudili najkvalitetnije pripreme za kolokvije i ispite na najtežim zagrebačkim fakultetima.