Statistical statement
Bachelor’s result for the cumulative total for (June) 2021/2022
![](data:image/png;base64,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)
Statistical statement
Bachelor’s result for the cumulative total for (June) 2020/2021
Total
|
Excellent
|
V. good
|
Good
|
Accepted
|
Total
|
Department
|
M
|
F
|
M
|
F
|
M
|
F
|
M
|
F
|
M
|
F
|
282
|
5
|
2
|
63
|
7
|
120
|
12
|
71
|
2
|
259
|
23
|
Civil Eng.
|
102
|
3
|
2
|
11
|
1
|
49
|
4
|
30
|
2
|
93
|
9
|
Electrical Eng.
Power & machines
|
39
|
2
|
3
|
8
|
2
|
15
|
1
|
8
|
-
|
33
|
6
|
Electrical Eng.
Computers & systems
|
14
|
-
|
-
|
-
|
1
|
7
|
1
|
5
|
-
|
12
|
2
|
Electrical Eng.
Communications
|
50
|
5
|
-
|
15
|
-
|
19
|
-
|
11
|
-
|
50
|
-
|
Mechanical Eng.
Mechanical power
|
16
|
2
|
-
|
-
|
-
|
5
|
-
|
9
|
-
|
16
|
-
|
Mechanical Eng.
Production & Mechanical design
|
35
|
-
|
2
|
1
|
9
|
7
|
7
|
5
|
4
|
13
|
22
|
Architectural Eng.
|
538
|
17
|
9
|
98
|
20
|
222
|
25
|
139
|
8
|
476
|
62
|
Total
|