Farmacija
NOVOSTI
Rezultati 1. roka
Usmeni ispit održat će se u učionici A101 24.11.2023. u 16 sati.
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)
Dokumenti:
Izvedbeni raspored (18.10.2023.)
Nastavni plan
Popis studenata
Materijali:
Materijal za vježbu 4 - Napetost površine tekućine
Materijal za vježbu 6 - Specifični toplinski kapacitet
Materijal za vježbu 7 - Vlažnost
Materijal za vježbu 9 - Viskoznost tekućine
Materijal za vježbu 11- Membrana kao biokondenzator. Akcijski potencijal [OBAVEZNO pročitati prije vježbi]
Materijal za vježbu 13 - Optička klupa
Ispitni rokovi:
Prvi ispitni rok održat će se 24. studenog 2023. u 13:00 sati u učionici A101.
Drugi ispitni rok održat će se 19. srpnja 2024. u 9:00 sati u učionici A102.
Treći ispitni rok održat će se 6. rujna 2024. u 9:00 sati u učionici A102.
Četvrti ispitni rok održat će se 20. rujna 2024. u 9:000 sati u učionici A104.
Literatura:
- Herak Janko: Osnove kemijske fizike, Farmaceustsko-biokemijski fakultet - Udžbenici Sveučilišta u Zagrebu, 2008 (ili 2001). [Udžbenik dostupan u Sveučilišnoj knjižnici]
- Bešić Erim, Herak Janko: Zbirka zadataka iz fizike. Farmaceutsko-biokemijski fakultet Sveučilišta u Zagrebu, 2002.
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