Rezultati ispita

Rezultati predroka za kolegij Uvod u znanstveno-istraživački rad održan 18.12.2017.
R.br. Student Konačna ocjena  
1 Bošnjak, Ivona izvrstan (5)  
2 Bulić, Nikolina izvrstan (5)  
3 Bulić, Robert izvrstan (5)  
4 Bunoza,Štefica nije pristupila  
5 Cvitković, Marta izvrstan (5)  
6 Ćosić, Antonia nije pristupila  
7 Došla, Jovana izvrstan (5)  
8 Grgić, Mirna vrlo dobar (4)  
9 Kljakić, Anja dobar (3)  
10 Kolenda, Matea vrlo dobar (4)  
11 Maračić, Kristina izvrstan (5)  
12 Matić, Maja dobar (3)  
13 Pandža, Renata izvrstan (5)  
14 Suton, Monika izvrstan (5)  
15 Vasilj, Bruno vrlo dobar (4)  
15 Pejić, Marija dobar (3)  
Mostar; 21.12.2017.                     prof.dr.sc.Zrinka Knezović  
 
 

 

REZULTATI KOLOKVIJA IZ AGRARNE ZOOLOGIJE

(od 19.12.2017. godine)

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

doc.dr.sc. Predrag Ivanković

Rezultati kolokvija održanog 19.12.2017.

R.b.

Ime i prezime

Br. indeksa

Ocjena

1.

Robert Bulić

359/DS

Vrlo dobar (4)

2.

Marta Cvitković

365/DS

Dobar (3)

3.

Bruno Vasilj

364/DS

Dobar (3)

4.

Nikolina Bulić

362/DS

Dobar (3)

5.

Ivona Bošnjak

361/DS

Dobar (3)

6.

Štefica Bunoza

356/DS

Dobar (3)

7.

Anja Kljakić

353/DS

Dovoljan (2)


Radovi se mogu pogledati 22.12.2017. u 11:30 sati (FSR ured 227)

 

Mostar, 20.12.2017.                                                            Dr. sc. Miroslav Grubišić

                                                  

Rezultati I parcijalnog ispita iz Instrumentalnih metoda analize:

 

Š. Bunoza       100 % (5)

  1. Maračić 84 % (4)
  2. Suton 80 % (4)
  3. Grgić 64 % (2)
  4. Matić 62 % (2)
  5. Pejić 20 % (1)

 

Izbornik

Kontakti

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