Results 2021-22
Class
|
No. of students Regd. in Exam
|
No. of students passed
|
No. of students supplementary
|
No. of students Failed
|
Pass percentage
|
1st Div
|
2nd Div
|
3rd Div
|
B.A. I
|
6
|
2
|
4
|
-
|
-
|
-
|
100
|
B.A. II
|
6
|
5
|
1
|
-
|
-
|
-
|
100
|
B.A. III
|
10
|
10
|
-
|
-
|
-
|
-
|
100
|
M.A. I/II
|
18
|
18
|
-
|
-
|
-
|
-
|
100
|
M.A. III/IV
|
28
|
28
|
-
|
-
|
-
|
-
|
100
|
Results 2020-21
Class
|
No. of students Regd. in Exam
|
No. of students passed
|
No. of students supplementary
|
No. of students Failed
|
Pass percentage
|
1st Div
|
2nd Div
|
3rd Div
|
B.A. I
|
7
|
6
|
1
|
-
|
-
|
-
|
100
|
B.A. II
|
13
|
9
|
3
|
-
|
-
|
1
|
100
|
B.A. III
|
14
|
14
|
-
|
-
|
-
|
-
|
100
|
M.A. I
|
28
|
28
|
-
|
-
|
-
|
-
|
100
|
M.A. II
|
15
|
15
|
-
|
-
|
2
|
-
|
86.66
|
Results 2019-20
Class
|
No. of students Regd. in Exam
|
No. of students passed
|
No. of students supplementary
|
No. of students Failed
|
Pass percentage
|
1st Div
|
2nd Div
|
3rd Div
|
B.A. I
|
15
|
04
|
03
|
06
|
-
|
02
|
86.66
|
B.A. II
|
17
|
01
|
12
|
03
|
-
|
01
|
94.11
|
B.A. III
|
08
|
05
|
03
|
-
|
-
|
-
|
100
|
M.A. I
|
19
|
-
|
17
|
-
|
02
|
-
|
89.47
|
M.A. II
|
19
|
18
|
01
|
-
|
-
|
-
|
94.73
|
Results 2018-19
Class
|
No. of
students Regd. in Exam
|
No. of
students passed
|
No. of
students supplementary
|
No. of
students Failed
|
Pass
percentage
|
1st Div
|
2nd Div
|
3rd Div
|
B.A. I
|
27
|
2
|
18
|
4
|
-
|
2(ABS 01)
|
92.30
|
B.A. II
|
9
|
-
|
5
|
4
|
-
|
-
|
100
|
B.A. III
|
8
|
6
|
2
|
-
|
-
|
-
|
100
|
Results 2017-18
Class
|
No. of students Regd. in Exam
|
No. of students passed
|
No. of students supplementary
|
No. of students Failed
|
Pass percentage
|
1st Div
|
2nd Div
|
3rd Div
|
B.A. I
|
18
|
0
|
2
|
0
|
4
|
11+ (01Absent)
|
11.76
|
B.A. II
|
7
|
0
|
3
|
0
|
3
|
1
|
42.85
|
B.A. III
|
9
|
0
|
8
|
1
|
0
|
0
|
100
|
Results 2016-17
Class
|
Students appeared
|
Passed
|
1st Div
|
2nd Div
|
3rd Div
|
Girls
|
Boys
|
SC
|
ST
|
Pass %
|
B.A. I
|
13
|
13
|
2
|
9
|
2
|
6
|
7
|
1
|
6
|
100
|
B.A. II
|
6
|
6
|
1
|
5
|
-
|
3
|
3
|
1
|
2
|
100
|
B.A. III
|
15
|
15
|
1
|
12
|
2
|
4
|
11
|
1
|
6
|
100
|
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)
RESULT
ANYALSIS FOR LAST 5 YEARS