Sardar Patel University Prospectus 2019-20 NCTE Regulation ... Prospectus final 2019-20.pdf1 Sardar Patel University Prospectus 2019-20 NCTE Regulation-2014 Duration of Two Academic

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Sardar Patel University

Prospectus 2019-20

NCTE Regulation-2014 Duration of Two Academic Years (2019 – 2021)

Admission for B. Ed. /B. Ed (English)/B. Ed. Advanced (English Medium)

Academic Years 2019 - 2020

Sardar Patel University

Vallabh Vidyanagar – 388 120

Dist. Anand, Gujarat (India)

Website: www.spuvvn.edu

NAAC Re-Accreditation CGPA 3.25 Grade – “A”

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1. kp¥ â\d www.spuvvn.edu/students_corner/admission/B.Ed./ `f S>hy„.

2. Online B. Ed. Admission- 2019 Online Application form >`f ¼guL$ L$fhy„.

3. kp¥ â\d Registration dpV¡$ AfS>v$pf `pk¡ `p¡sp_y„ E-mail ID, dp¡bpBg _„bf A_¡ 150 kb Size

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11. Academic details dp„ Add Qualification 5f click L$fp¡ A_¡ s¡dp„ õ_psL$ (Graduation)

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Academic details dp„ v$ip®hhu.

Help Center

Cyber Cafe facility to fill up online application is available at following

address :

M. B. Patel College of Education,

Sardar Patel University

Vallabh Vidyanagar-388 120.

4

12. AfS>v$pf¡ Ap¡_ gpB_ `¡d¡ÞV$ `f L$guL$ L$fu gpNy `X$sp rhL$ë` D`f L$guL$ L$fu S>ê$fu dprlsu cfu âp¡k¡k]N Ap¡a A¡àguL¡$i_ ap¡f A¡X$dui_ au ê$p. 200/- X¡$buV$ L$pX®$, ¾¡$qX$V$ L$pX®$, A\hp _¡V$ b¡L„$uN Üpfp

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The Registrar,

B. Ed. Admmission Cell,

Academic Section,

Sardar Patel University,

Vallabh Vidyanagar – 388 120, Dist. – Anand (Gujarat)

14. AfS>v$pf¡ AfÆ>`ÓL$ (Application Form) Submit bV$_ D`f ¼guL$ L$fsp„ `l¡gp, Å¡

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21. AfS>v$pf¡ eyr_hrk®V$u h¡bkpCV r_erds fus¡ Å¡sp fl¡hy„. eyr_hrk®V$u L$pep®ge Üpfp âh¡i A„N¡_p¡ L$p¡C `Z âL$pf_p¡ `Óìehlpf L¡$ V¡$rgap¡r_L$ ÅZ L$fhpdp„ Aphi¡ _rl.

Help line for Online Application form: (02692) 226867

bu. A¡X¹$. âh¡i kfv$pf `V¡$g eyr_hrk®V$u hëgc rhÛp_Nf - 388 120

5

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B.Ed. Admissions, Sardar Patel University

Vallabh Vidyanagar – 388 120

6

The counselling for B.Ed. Admissions will be held as per the following schedule on the

days, dates and time indicated against the subjects concerned in the M.P. Patel

Auditorium, Humanities Building, Opp. The University Administrative Office,

Vallabh Vidyanagar. The applicants in the concerned subjects are requested to remain

present for the counselling at their own cost. The University will not entertain any

Interview, Call letter or correrspondence seperately.

First Round

No. Subject Time Day &

Date

1.

Chemistry, Biosciences, Mathematics, Statistics, Physics,

Electronics, Microbiology, B.Sc.(Home Science), English,

Economics, Commerce, Hindi, Sanskrit, Geography(S.S.),

Sociology, History(S.S.), Political Sciene, Philosophy and

Psychology (Students belong to all subjects of OTG)

9.30 a.m.

15.04.2019

Monday

Chemistry, Biosciences, Mathematics, Statistics, Physics,

Electronics, Microbiology, B.Sc. (Home Science)

(Students belong to all subjects and Category of OUG)

10.00 a.m.

English, Economics, Commerce Hindi, Sanskrit, Gujarati,

Geography(S.S.), Sociology, History (S.S.), Political

Sciene, Philosophy and Psychology

(Students belong to all subjects and Category of OUG)

2.30 p.m.

2.

English, Economics & Commerce

(Students belong to all Category of SPU only) 9.30 a.m.

16.04.2019

Tuesday Chemistry, Biosciences, Mathematics, Statistics, Physics,

Electronics, Microbiology, and B.Sc. (Home Science)

(Students belong to all subjects of SPU only)

2.30 p.m.

3. Geography(S.S.), Sociology, Political Sciene, Philosophy,

Psychology, History (S.S.) and Hindi

(Students belong to all Category of SPU only)

9.30 a.m. 18.04.2019

Thursday

4.. Sanskrit and Gujarati

(Students belonging to all Category of SPU only)

9.30 a.m. 20.04.2019

Saturday

Second Round:

1.

After the conselling of the first round, if seats remains

vacant, there will be second round for counselling of

Chemistry, Biosciences, Mathematics, Statistics, Physics,

Electronics, Microbiology, B.Sc. (Home Science), English,

Economics, Commerce and others (Code No. 21) subjects. 9.30 a.m.

13.5.2019

Monday After the conselling of the first round, if seats remains

vacant, there will be second round for counselling of Hindi,

Sanskrit, Gujarati, Geography, (S.S.), Sociology, History

(S.S.), Political Science, Philosophy, Psychology and

others (Code No. 21) subjects.

Fresh Graduate (SPU Only Colleges all College of Anand and Kheda District) all

subjects, all applicants, admission councelling on 24.6.2019 and 25.6.2019 at 9.30 a.m.

7

SARDAR PATEL UNIVERSITY

VALLABH VIDYANAGAR

B.ED. -2019-20

Duratioin of Two Years Academic Years-2019-21

Distribution of Admission Seats

NAME OF THE COLLEGE: MBPC NHP AEC HMP SIP RPA BCJ DIET, KATHLAL TOTAL SEATS

GRANT-IN-AID 100 50 50 50 50 50 50 50 450

Subject SPU FRESH (SPU Only) Others OUG OUT Total

Category OPEN EWS

SC ST OBC OPEN EWS

SC ST OBC H.cap Ex.

Man OPEN

EWS SC ST OBC OPEN

GEN FEMALE GEN FEMALE GEN FEMALE

1. Gujarati 10 4 4 5 8 7 1 0 0 0 3 1 1 0 1 0 0 0 0 0 0 45

2. Hindi 7 0 3 2 6 6 1 0 0 0 0 3 3 0 1 0 0 1 0 1 2 36

3. English 17 4 3 1 10 16 6 3 0 1 1 1 4 2 6 1 1 3 3 6 9 98

4. Sanskrit 8 3 1 2 2 8 1 0 0 0 0 1 1 1 1 0 0 0 1 2 0 32

5. Economics 7 1 2 4 5 9 0 0 0 0 1 0 0 0 1 0 0 0 0 2 1 33

Social Science

6. History 6 0 1 3 2 3 2 0 0 0 0 0 0 0 2 0 0 0 0 0 0 19

7. Geography 2 0 0 0 3 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 6

8. Sociology 9 2 0 0 3 5 1 0 0 0 1 1 1 0 0 0 0 0 0 0 0 23

9. Political Sci. 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1

10. Philosophy 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1

11. Psychology 1 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2

Commerce

12. Commerce 12 4 1 2 2 10 2 2 0 0 1 1 0 0 1 0 0 0 2 2 0 42

Mathematics

13. Mathematics 13 1 2 1 7 10 2 1 1 0 0 0 0 0 2 0 0 0 0 1 1 41

14. Statstics 2 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 2

Science & Technology

15. Bioscience 4 0 1 1 0 3 0 0 0 1 0 0 0 0 0 0 0 0 0 1 11

16. Chemistry 10 2 1 1 4 6 2 1 0 0 1 0 0 0 2 0 0 0 0 1 0 31

17. Physics 8 2 0 0 2 4 0 0 0 0 0 2 0 0 1 0 0 0 0 0 0 19

18. Electronics 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

19. Micro Bio. 4 0 0 0 0 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 7

20. B.sc (Home) 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

TOTAL 122 23 19 22 54 92 18 7 1 2 8 10 10 3 18 1 1 4 6 15 14 450

8

SARDAR PATEL UNIVERSITY

VALLABH VIDYANAGAR

B.ED -2019-20

Duration of Two Years Academic Years-2019-21

Distribution of Admission Seats

NAME OF THE COLLEGE: IJP ACE PMP PKI CCE NRP SPCE BBC SKS DCE MES KGP TOTAL

SEATS

Self Financed Colleges 85 50 50 43 50 50 85 43 43 43 43 43 628

Subject SPU FRESH (SPU Only) Others OUG OUT Total

Category OPEN EWS

SC ST OBC OPEN EWS

SC ST OBC H.cap Ex. Man OPEN EWS

SC ST OBC OPEN GEN FEMALE GEN FEMALE GEN FEMALE

1. Gujarati 13 7 4 7 11 13 6 0 0 1 2 2 4 1 3 0 2 0 2 3 1 82

2. Hindi 13 4 1 2 7 13 2 0 0 0 0 0 1 0 4 0 0 0 1 3 2 53

3. English 14 7 1 3 8 11 2 0 0 0 1 2 4 3 7 1 2 2 3 2 73

4. Sanskrit 15 0 2 5 4 11 2 1 0 0 1 3 0 0 1 0 0 1 0 2 2 50

5. Economics 14 0 1 3 8 7 1 0 0 0 0 1 0 1 4 1 0 1 0 2 0 44

Social Science

6. History 12 2 1 0 2 9 2 0 0 0 2 1 1 0 0 0 0 0 3 0 0 35

7. Geography 5 0 0 0 0 2 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 8

8. Sociology 8 2 1 5 8 11 0 0 0 0 0 2 2 0 0 0 0 1 0 0 0 40

9. Political Sci. 3 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 4

10. Philosophy 0 0 0 0 0 2 0 0 0 0 0 0 1 0 0 0 0 0 0 0 1 4

11. Psychology 4 0 0 1 1 3 1 1 0 0 1 0 0 1 1 0 0 0 0 0 0 14

Commerce

12. Commerce 15 4 0 2 5 12 0 0 0 0 0 0 0 1 1 0 0 0 2 1 0 43

Mathematics

13. Mathematics 13 1 1 1 5 7 4 1 0 0 0 0 0 0 6 0 0 0 2 0 1 42

14. Statistics 1 0 0 0 1 2 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 5

Science & Technology

15. Bioscience 6 0 0 0 4 2 0 0 0 0 1 0 0 1 0 0 0 0 0 1 0 15

16. Chemistry 23 7 2 5 9 19 8 0 0 0 3 4 0 0 3 0 0 0 0 3 2 88

17. Physics 8 2 0 1 2 4 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 18

18. Electronics 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1

19. Micro Bio. 3 1 0 0 0 1 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 6

20. B.sc(Home) 2 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 3

TOTAL 172 37 14 35 75 131 28 5 0 1 11 15 13 9 30 2 2 5 12 19 12 628

9

SARDAR PATEL UNIVERSITY

VALLABH VIDYANAGAR

B.ED -2019-20

Duration of Two Years Academic Years-2019-21

Distribution of Admission Seats

NAME OF THE COLLEGE: WAY MADE COLLEGE OF EDUCATION (ENGLISH MEDIUM) TOTAL SEATS

Self Financed Colleges

50

Subject SPU FRESH (SPU Only) Others OUG OUT Total

Category OPEN EWS

SC ST OBC OPEN EWS

SC ST OBC H.cap Ex. Man OPEN EWS

SC ST OBC OPEN GEN FEMALE GEN FEMALE GEN FEMALE

1. Gujarati 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

2. Hindi 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

3. English 1 0 0 1 1 2 0 0 0 0 0 0 1 0 1 1 0 1 0 0 2 11

4. Sanskrit 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 01

5. Economics 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 01

Social Science

6. History 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 01

7. Geography 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 01

8. Sociology 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

9. Political Sci. 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

10. Philosophy 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

11. Psychology 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

Commerce 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

12. Commerce 0 1 0 0 1 1

0 0 0 0 0 0 0 0 0 0 0 0 1 0 04

Mathematics

13. Mathematics 0 0 1 0 0 0 0 0 0

1 0 0 0 1 0 0 0 0 0 1 04

14. Statistics 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 02

Science & Technology

15. Bioscience 1 0 0 0 0 2 1 0 0 0 0 0 0 0 1 0 0 1 0 1 1 08

16. Chemistry 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 3 06

17. Physics 0 0 0 0 1 1 0 0 0 0 0 1 0 1 0 0 0 0 1 0 1 06

18. Electronics 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

19. Micro Bio. 1 0 0 0 1 1 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 04

20. B.sc(Home) 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 01

TOTAL 3 2 1 1 4 9 1 0 0 0 1 1 1 1 3 1 0 3 3 3 12 50

10

kfv$pf `V¡$g eyr_hrk®V$u_u ApZ„v$-M¡X$p Ɖp_p sdpd ä¡i rhÛp\}Ap¡ dpV¡$

a¼s, kfv$pf `V¡$g eyr_hrk®V$u_u A¡râg/d¡ 2019dp„ õ_psL$_u `funpdp„ b¡W¡$g Fresh rhÛp\}Ap¡A¡ S>¡ s¡ rhjep¡dp„

apmh¡g kuV$p¡ dpV¡$ âh¡i ap¡d® cfu iL$i¡ (Sy>Ap¡ `p_ _„. 7, 8 A_¡ 9 dp„ rhjehpCT Fresh graduate (SPU Only all

Colleges of Anand and Kheda District) _u kuV$p¡ A_¡ Aphp$ âh¡i ap¡d® cf_pf_u S>ê$fu gpeL$ps ^fph_pf sdpd âh¡ip\}Ap¡A¡ _uQ¡ S>Zph¡g rhje kpd¡ v$ip®h¡g spfuM/hpf¡ AQ|L$ lpS>f fl¡hy„.

A._„. rhje kde spfuM/hpf

1. A„N°¡Æ, A\®ip÷, L$p¡dk® ä¡$i N°¡ÄeyA¡V$(a¼s k.`.eyr_.ApZ„v$ s\p M¡X$p rS>‰p_u sdpd L$p¡g¡Å¡)_p âh¡ip\}Ap¡_y„ âh¡i L$pDÞk¡g]N

khpf¡ 9.30 L$gpL¡

24/6/2019 kp¡d$hpf

L¡$d¡õV²$u,bpep¡kpeÞk,NrZs,õV¡$V¡$õV$u¼k,auTu¼k,Bg¡¼V²$p¡r_¼k,

dpB¾$p¡bpep¡gp¡Æ,bu.A¡kku.(lp¡dkpeÞk),s\pAÞe rhjep¡ Others(Code

No.21) ä¡$i N°¡ÄeyA¡V$(a¼s k.`.eyr_. ApZ„v$ s\p M¡X$p rS>‰p_u sdpd L$p¡g¡Å¡)_p âh¡ip\}Ap¡_y„ âh¡i L$pDÞk¡g]N

b`p¡f¡ 2.30 L$gpL¡

2. NyS>fpsu rlÞv$u, k„õL©$s, c|Np¡m (kp.rh.), kdpS>ip÷, Brslpk (kp.rh.) _p ä¡$i N°¡ÄeyA¡V$(a¼s k.`.eyr_. ApZ„v$ s\p M¡X$p rS>‰p_u sdpd L$p¡g¡Å¡) âh¡ip\}Ap¡_y„ âh¡i L$pDÞk¡g]N

khpf¡ 9.30 L$gpL¡

25/6/2019 d„Nmhpf$ `p¡rgV$uL$g kpeÞk, qagp¡kp¡au, kpeL$p¡gp¡Æ s\p AÞe rhjep¡ Others

(Code No. 21) ä¡$i N°¡ÄeyA¡V$(a¼s k.`.eyr_. ApZ„v$ s\p M¡X$p rS>‰p_u sdpd L$p¡g¡Å¡) _p âh¡ip\}Ap¡_y„ âh¡i L$pDÞk¡g]N

b`p¡f¡ 2.30 L$gpL¡

ANÐe_u k|Q_p

1. âh¡i L$pe®hplu d¡fuV$_p Ap^pf¡ \su lp¡B, ê$bê$ dygpL$ps\u sd_¡ âh¡i dmu S>i¡ A¡d dp_u g¡hp_¡ L$pfZ fl¡sy„ _\u. 2. A^yfp A_¡ gpeL$ps hNf_p AfÆ ap¡d® dpÞe fpMhpdp„ Aphi¡ _l]. 3. D`fp¡¼s spfuM s\p kde âdpZ¡ lpS>f _l] fl¡_pf ANf sp¡ qv$_-3dp„ au fp¡L$X¡$\u _ cf_pf Dd¡v$hpf d¡fuV$ âdpZ¡ âh¡i dpV¡$

lL$v$pf fl¡i¡ _l].

4. A_y. Års (SC) A_y. S>_Års (ST) s\p kpdpÆL$ A_¡ i¥nrZL$ fus¡ `R>pshN® (SEBC)_p Dd¡v$hpfp¡A¡ Års A„N¡_y„ rS>‰p_p kdpS> L$ëepZ Ar^L$pfu A\hp knd Ar^L$pfuîu_y„ âdpZ`Ó s¡_u âdprZs _L$gp¡ kp\¡ fS|> L$fhp_y„ fl¡i¡.

(SEBC)dp„ Aphsp rhÛp\} cpB/bl¡_ _p¡_-q¾$rdg¡ef(`qfriô$-4 dyS>b_y„ NyS>fpsudp„) DßshN®dp„ kdph¡i \sp¡ _\u s¡hy„ dpÞe kde Ahr^hpmy„ kqV®$aL¡$V$ fSy> L$fhp_y„ fl¡i¡. Ap D`fp„s Dd¡v$hpf¡ DÑuZ® L$f¡g sdpd `funpAp¡_p Akg `pk]N kqV®$aL¡$V$ s\p d|m(Akg) dpL®$iuV$p¡ kp\ ¡ gphhp_p„ fl¡i¡.

5. rb_ A_pds hN®_p s\p Apr\ ®L$ fus¡ _bmp hN®dp„ kdph¡i \sp lp¡e s¡hp rhÛp\}Ap¡ dpV¡$ NyS>fps kfL$pf_p kpdprS>L$ Þepe

A_¡ kiq¼sL$fZ rhcpN_p `qf`Ó spfuM: 23/01/2019,_„bf. EWS/122019/45903/A dyS>b r_edp¡ gpNy `X$i¡. 6. (A)A_yv$p_ d¡mhsu bu.A¡X¹$. L$p¡g¡S>dp„ âh¡i d¡mh¡g rhÛp\}A¡ qv$_-3dp„ S>ê$fu au `pR>m S>Zph¡g L$p¡ô$L$ dyS>b cfhp_u fl¡i¡.

(Sy>Ap¡ `p_ _„. 12) (b)õhr_c®f L$p¡g¡S>dp„ âh¡i d¡mh¡g rhÛp\}A¡ qv$_-3dp„ S>ê$fu$ au kpd¡ v$ip®h¡g (`p_ _„. 12,13) âdpZ¡ s¡ S> qv$hk¡ A\hp fpÄe

kfL$pfîu hMsp¡ hMs _½$u L$f¡ s¡ âdpZ¡ cfhp_u fl¡i¡. 7. A¡L$ hMs cf¡gu au ey. Æ. ku. _p„ r_ed A_ykpf S> `fs dmi¡. 8. âh¡i d¡mìep bpv$ A¡L$ dpkdp„ V$u.ku. A\hp S>¡ s¡ eyr_hrk®V$u_y„ Akg dpCN°¡i_ kV$}auL¡$V$$ fS|> L$fu apB_g A¡rgrS>rbrgV$u

kV$}auL¡$V$(FEC) eyr_hrk®V$udp„\u d¡mhu g¡hy„. ((FEC) d¡mhhpdp„ QyL$ \i¡ sp¡ Ap¡qX®$_Þk 94(1) dyS>b ê. 1,000/- g¡CV$ au$ \i¡)

9. A`„N rhÛp\}Ap¡A¡ Ap¡\p£ ¡X$uL$ rkrhg kS>®__y„ r_es _d|_pdp„ _hy„ (FRESH) âdpZ`Ó gphhp_y„ fl¡i¡. 10. âh¡i d¡mh_pf rhÛp\} Ap `|h£_u `funpdp„ Å¡ N¡ffurs_p qL$õkpdp„ `L$X$pep lp¡e A_¡ s¡d_¡ `funp _ Ap`hp dpV¡$ Å¡ eyr_hrk®V$u

sfa\u L$p¡B kÅ \B lp¡e sp¡ s¡_u ÅZ âh¡i g¡su hMs¡ eyr_hrk®V$u_¡ L$fhu. Å¡ A¡hu ÅZ `pR>m\u \i¡ sp¡ A¡ qL$õkpdp„ eyr_hrk®V$u Üpfp g¡hpsp r_Z®e âh¡i d¡mh_pf_¡ b„ _L$sp® fl¡i¡.

11. ê$bê$ dygpL$ps k„b„ u L$p¡B rhhpv$ Dcp¡ \pe sp¡ s¡ A„N¡ Ly$g`rsîu, kfv$pf `V¡$g eyr_hrk®V$u_p¡ r_Z®e ApMfu fl¡i¡.

12. NCTE Regulation-2014 A„sN®s b¡ hj}e bu.A¡X¹$. Aæepk¾$d hj® 2019-21, dpV¡$ NCTE_p _hp _urs r_edp¡ A_¡ f¡Áeyg¡i_ bpbs¡ fpÄe kfL$pfîu s\p au f¡Áeyf¡V$fu L$rdV$u sfa\u S>¡ s¡ kde¡, S>¡ L$p¡B r_Z®e Aph¡ s¡ rhÛp\}_¡ b„ _L$sp® fl¡i¡.

13. S>¡ s¡ rhje_y„ d¡fuV$guõV$, eyr_hrk®V$u_u h¡bkpBV www. spuvvn.edu/students_corners/

admissions/B.Ed. `f d|L$hpdp„ Aphi¡.

bu. A¡X¹$. âh¡i, kfv$pf `V¡$g eyr_hrk®V$u

11

hëgc rhÛp_Nf - 388 120 kfv$pf `V¡$g eyr_hrk®V$u, k„Qprgs A_¡ k„g‚ _uQ¡ âdpZ¡_u ârinZ L$p¡g¡Å¡dp„ âh¡i Ap`hpdp„ Aphi¡. Ap dpV¡$ âh¡ip\}A¡ A¡L$ S> AfÆ`ÓL$dp„ AfÆ L$fhp_u fl¡i¡. L$p¡g¡S>_p„ _pd dpÓ ÅZL$pfu dpV¡$ S> R>¡.

A._„. L$p¡g¡S>_y„ _pd ✹ rhje rinZ `Ùrs ✹

1. A¡d. bu. `V¡$g L$p¡g¡S> Apµa A¡Äey¼¡i_, kfv$pf `V¡$g eyr_hrk®V$u, hëgc rhÛp_Nf (NyS>fpsu dpÝed)

✹ NrZs, NyS>fpsu, A„N°¡Æ, A\®ip÷, rhop_ A_¡ V¡$L$_p¡gp¡Æ, rlÞv$u, k„õL©$s, kpdprS>L$ rhop_, _pdp_p d|msÒhp¡

2. A¡_.A¡Q. `V¡$g L$p¡g¡S> Apµa A¡ÄeyL¡$i_, cpg¡S> fp¡X$, ApZ„v (NyS>fpsu dpÝed)

✹ NrZs, A„N°¡Æ, k„õL©$s, kpdprS>L$ rhop_, _pdp_p„ d|msÒhp¡, rhop_ A_¡ V¡$L$_p¡gp¡Æ,$ NyS>fpsu, rlÞv$u, A\®ip÷

3. ApZ„v$ A¡ÄeyL¡$i_ L$p¡g¡S>, N°uX$ `pk¡, ApZ„v$(a¼s bl¡_p¡ dpV¡$) (NyS>fpsu dpÝed)

✹ NyS>fpsu, kpdprS>L$ rhop_, rhop_ A_¡ V¡$L$_p¡gp¡Æ, A\®ip÷, rlÞv$u, A„N°¡Æ, NrZs, _pdp_p d|msÐhp¡

4. ❖A¡Q. A¡d. `V¡$g BÞõV$uV$éyV$ Apµa HÁgui V²¡$B_]N A¡ÞX$ fukQ®, hëgc rhÛp_Nf

✹ dpÓ A„N°¡Æ `Ùrs

5. îudsu A¡k.ApB.`V¡$g (BàL$p¡hpgp L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, `¡V$gpv (NyS>fpsu dpÝed)

✹ NyS>fpsu, rlÞv$u, A„N°¡Æ, k„õL©$s, kpdpÆL$rhop_, hprZÄe ìehõ\p, _pdp_p d|msÒhp¡, rhop_ A_¡ V¡$L$_p¡gp¡Æ, NrZs, A\®ip÷

6. îu Apf. `u. A_X$p L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, bp¡fkv$ (NyS>fpsu dpÝed)

✹ NyS>fpsu, rlÞv$u, A„N°¡Æ, k„õL©$s, kpdpÆL$rhop_, hprZÄe ìehõ\p, _pdp_p d|msÒhp¡, rhop_ A_¡ V¡$L$_p¡gp¡Æ, NrZs

7. îudsu bu.ku.S>¡. L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, M„cps (NyS>fpsu dpÝed)

✹ NyS>fpsu, rlÞv$u, A„N°¡Æ, k„õL©$s, A\®ip÷, kpdpÆL$ rhop_, hprZÄe ìehõ\p, _pdp_p d|msÒhp¡, rhop_ A_¡ V¡$L$_p¡gp¡Æ, NrZs

8. rS>‰p rinZ A_¡ spgud ch_, kfL$pfu bu. A¡X¹$. L$p¡g¡S>, L$W$gpg(NyS>fpsu dpÝed)

✹ NyS>fpsu, rlÞv$u, NrZs, rhop_ A_¡ V¡$L$_p¡gp¡Æ, kpdpÆL$ rhop_

9. îu BðfcpB S>¡W$pcpB `V¡$g bu.A¡X¹$. L$p¡g¡S>, dp¡Nfu (_pZp„Lue õhr_c®fsp_p ^p¡fZ¡) (NyS>fpsu dpÝed)

✹ NyS>fpsu, A„N°¡Æ, rhop_, rlÞv$u, k„õL©$s, NrZs, _pdp_p„ d|msÒhp¡, A\®ip÷, hprZÄe A_¡ kpdpÆL$ rhop_

10. ApZ„v$ L$p¡g¡S> Apµa A¡ÄeyL¡$i_, V$pD_ lp¡g `pk¡, ApZ„v$ (_pZp„Lu$e õhr_c®fsp_p ^p¡fZ¡) (NyS>fpsu dpÝed)

✹ NyS>fpsu, kpdprS>L$ rhop_, _pdp_p„ d|msÒhp¡, rhop_ A_¡ V¡$L$_p¡gp¡Æ, A\®ip÷, rlÞv$u, A„N°¡Æ, NrZs, k„õL©$s

11. îu `u.A¡d. `V¡$g L$p¡g¡S> Apµa A¡ÄeyL¡$i_, kfv$pf bpN `pk¡, ApZ„v$ (_pZ„pL$ue õhr_c®fsp_p ^p¡fZ¡) (NyS>fpsu dpÝed)

✹ NyS>fpsu, hprZÄe, A\®ipõÓ, rlÞv$u, A„N°¡Æ, k„õL©$s, kpdpÆL$ rhop_, NrZs, rhop_ A_¡ V¡$L$_p¡gp¡Æ, _pdp_p„ d|msÒhp¡,

12. îudsu `yó`pb¡_ L$_¥epgpg B_pdv$pf L$p¡g¡S> Apµa A¡ÄeyL¡$i_, bpL$fp¡g (_pZp„L$ue õhr_c®fsp_p ^p¡fZ¡), (NyS>fpsu dpÝed)

✹ NrZs, rhop_ A_¡ V¡$L$_p¡gp¡Æ, NyS>fpsu, rlÞv$u, k„õL©$s, A„N°¡Æ, A\®ip÷, _pdp_p„ d|msÒhp¡, hprZÄe ìehõ\p, kpdprS>L$ rhop_

13. q¾$ròe_ L$p¡g¡S> Apµa A¡ÄeyL¡$i_ ApC.`u. dui_ Nëk® lpCõL|$g `pk¡, õV¡$i_ fp¡X$, ApZ„v $(_pZ„pLu$e õhr_c®fsp_p ^p¡fZ¡) (Ny.dp.)

✹ NyS>fpsu, A„N°¡Æ, A\ ®ip÷, rlÞv$u, k„õL©$s, kpdprS>L$ rhop_, rhop_ A_¡ A_¡ V¡$L$_p¡gp¡Æ, hprZÄe, NrZs,

14. A¡_. Apf. `V¡$g bu.A¡X¹$.(L$p¡.A¡X¹$.) L$p¡g¡S>, L$fdkv$(_pZp„Lu$e õhr_c®fsp_p ^p¡fZ¡)(Ny.dp.)

✹ NyS>fpsu, A„N°¡Æ, A\®ip÷, kpdprS>L$ rhop_, rlÞv$u, k„õL©$s, hprZÄe ìehõ\p, _pdp_p d|msÒhp¡, NrZs, rhop_ A_¡ V¡$L$_p¡gp¡Æ

15. kfv$pf `V¡$g L$p¡g¡S> Apµa A¡ÄeyL¡$i_, rhÛp_Nf-hX$spg fp¡X$, bpL$fp¡g(_pZ„pLu$e õhr_c®fsp_p ^p¡fZ¡)(Ny.dp.)

✹ NyS>fpsu, A„N°¡Æ, NrZs, A\®ipõÓ, rlÞv$u, k„õL©$s, rhop_ A_¡ V¡$L$_p¡gp¡Æ, kpdpÆL$ rhop_, hprZÄe ìehõ\p, _pdp_p„ d|msÒhp¡

16. bphuk Npd bu.A¡X¹$. L$p¡g¡S>, hëgc rhÛp_Nf (_pZ„pLu$e õhr_c®fsp_p ^p¡fZ¡) (Ny.dp.)

✹ NyS>fpsu, A„N°¡Æ, NrZs, A\®ipõÓ, rlÞv$u, rhop_ A_¡ V¡$L$_p¡gp¡Æ, kpdpÆL$ rhop_, _pdp_p d|msÒhp¡

17. îudsu A¡k.L¡$.ipl(Ãlphpmp)L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, L$`X$h„S >(_pZ„pLu$e õhr_c®fsp_p ^p¡fZ¡) (Ny.dp.)

✹ NyS>fpsu, rlÞv$u, A„N°¡Æ, k„õL©$s, A\®ip÷, kpdpÆL$ rhop_, hprZÄe ìehõ\p, rhop_ A_¡ V¡$L$_p¡gp¡Æ, NrZs

18. ^d®S> L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, ^d®S> (_pZ„pLu$e õhr_c®fsp_p ^p¡fZ¡)(Ny.dp.)

✹ NyS>fpsu, rlÞv$u, A„N°¡Æ, k„õL©$s, kpdprS>L$ rhop_, A\®ip÷, hprZÄe ìehõ\p, _pdp_p d|msÒhp¡, rhop_ A_¡

12

A._„. L$p¡g¡S>_y„ _pd ✹ rhje rinZ `Ùrs ✹ V¡$L$_p¡gp¡Æ, NrZs

19. ^u dl¡dv$phpv$ A¡ÄeyL¡$i_ kp¡kpeV$u bu.A¡X¹$. L$p¡g¡S>, dl¡dv$phpv$ (_pZ„pLu$e õhr_c®fsp_p ^p¡fZ¡)(Ny.dp.)

✹ NyS>fpsu, A„N°¡Æ, k„õL©$s, hprZÄe ìehõ\p, kpdpÆL$ rhop_, _pdp_p d|msÒhp¡, rhop_ A_¡ V¡$L$_p¡gp¡Æ, NrZs

20. îu L¡$.Æ.`V¡$g L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_>, Ap¡X$ (NyS>fpsu dpÝed) (_pZp„L$ue õhq_c®fsp_p ^p¡fZ¡)$

✹ NyS>fpsu, rlÞv$u, A„N°¡Æ, k„õL©$s, A\®ip÷, Brslpk, kdpS>ip÷, NrZs, rhop_ (L¡$d¡õV²$u), hprZÄe ìehõ\p, _pdp_p d|msÒhp¡

21. ❖h¸d¡BX$ L$p¡g¡S> Apµa A¡ÄeyL¡$i_, Æk¡V$ L$p¡g¡S> `pk¡, bpL$fp¡g fp¡X$, hëgc rhÛp_Nf (_pZp„L$ue õhr_c®fsp_p ^p¡fZ¡)(A„N°¡Æ dpÝed)

✹ A„N°¡Æ, k„õL©$s, hprZÄe, A\®ip÷, kp¡iuAg kpeÞk, NrZs(õV¡$V¡$õV$u¼k), rhop_ A_¡ V¡$L$_p¡gp¡Æ, A¡_hpefd¡ÞV$g kpeÞk (lp¡d kpeÞk)

A._„. L$p¡g¡S>_y„ _pd V$éyi_ au AÞe au krls (hprj®L$) ê$p.

1. A¡d. bu. `V¡$g L$p¡g¡S> Apµa A¡Äey¼¡i_, kfv$pf `V¡$g eyr_hrk®V$u, hëgc rhÛp_Nf ê$p. 5,385/-

2. A¡_.A¡Q. `V¡$g L$p¡g¡S> Apµa A¡ÄeyL¡$i_, ApZ„v ê$p. 9,880/-

3. ApZ„v$ A¡ÄeyL¡$i_ L$p¡g¡S>, ApZ„v$(a¼s bl¡_p¡ dpV¡$) ê$p. 6,375/-

4. ❖A¡Q. A¡d. `V¡$g BÞõV$uV$éyV$ Apµa HÁgui V²¡$B_]N A¡ÞX$ fukQ®, hëgc rhÛp_Nf ê$p. 9,220/-

5. îudsu A¡k.ApB.`V¡$g BàL$p¡hpgp L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, ¡V$gpv ê$p. `,780/-

6. îu Apf. `u. A_X$p L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, bp¡fkv$ ê$p. 5,780/-

7. îudsu bu.ku.S>¡. L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, M„cps ê$p. 5,780/-

8. rS>‰p rinZ A_¡ spgud ch_, kfL$pfu bu. A¡X¹$. L$p¡g¡S>, L$W$gpg ê$p. 5,385/-

9. îu BðfcpB S>¡W$pcpB `V¡$g bu.A¡X¹$. L$p¡g¡S>, dp¡Nfu (_pZp„Lue õhr_c®fsp_p ^p¡fZ¡) ê$p. 35,000/-

10. ApZ„v$ L$p¡g¡S> Apµa A¡ÄeyL¡$i_, ApZ„v$ (_pZp„Lu$e õhr_c®fsp_p ^p¡fZ¡) ê$p. 33,000/-

11. îu `u.A¡d. `V¡$g L$p¡g¡S> Apµa A¡ÄeyL¡$i_, ApZ„v$ (_pZ„pL$ue õhr_c®fsp_p ^p¡fZ¡) ê$p. 36,000/-

12. îudsu `yó`pb¡_ L$_¥epgpg B_pdv$pf L$p¡g¡S> Apµa A¡ÄeyL¡$i_, bpL$fp¡g (_pZp„L$ue õhr_c®fsp_p ^p¡fZ¡)

ê$p. 35,000/-

13. q¾$ròe_ L$p¡g¡S> Apµa A¡ÄeyL¡$i_, ApZ„v $(_pZ„pLu$e õhr_c®fsp_p ^p¡fZ¡) ê$p. 30,000/-

14. A¡_. Apf. `V¡$g bu.A¡X¹$.(L$p¡.A¡X¹$.) L$p¡g¡S>, L$fdkv$(_pZp„Lu$e õhr_c®fsp_p ^p¡fZ¡) ê$p. 25,000/-

15. kfv$pf `V¡$g L$p¡g¡S> Apµa A¡ÄeyL¡$i_, bpL$fp¡g(_pZ„pLu$e õhr_c®fsp_p ^p¡fZ¡) ê$p. 33,000/-

16. bphuk Npd bu.A¡X¹$. L$p¡g¡S>, hëgc rhÛp_Nf (_pZ„pLu$e õhr_c®fsp_p ^p¡fZ¡) ê$p. 35,000/-

17. îudsu A¡k.L¡$.ipl(Ãlphpmp)L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, L$`X$h„S >(_pZ„pLu$e õhr_c®fsp_p ^p¡fZ¡) ê$p. 35,000/-

18. d®S> L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, ^d®S> (_pZ„pLu$e õhr_c®fsp_p ^p¡fZ¡) ê$p. 33,000/-

19. u dl¡dv$phpv$ A¡ÄeyL¡$i_ kp¡kpeV$u bu.A¡X¹$. L$p¡g¡S>, dl¡dv$phpv$ (_pZ„pLu$e õhr_c®fsp_p ^p¡fZ¡) ê$p. 34,000/-

20. îu L¡$.Æ.`V¡$g L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_>, Ap¡X$ (NyS>fpsu dpÝed) (_pZp„L$ue õhq_c®fsp_p ^p¡fZ¡)$ ê$p. 35,000/-

21. ❖h¸d¡BX$ L$p¡g¡S> Apµa A¡ÄeyL¡$i_, hëgc rhÛp_Nf (_pZp„L$ue õhr_c®fsp_p ^p¡fZ¡) ê$p. 55,000/-

✹ _pZp„L$ue õhr_c®fsp_p ^p¡fZ¡ Qpgsu bu.A¡X¹$. L$p¡g¡Å¡_u au fpÄe kfL$pfîu hMsp¡hMs _½$u L$f¡ s¡ dyS>b fl¡i¡. rhhpv$_u bpbsdp„ _pdv$pf NyS>fps lpBL$p¡V®$_p¡ r_Z®e A„rsd NZpi¡. kfv$pf `V¡$g eyr_hrk®V$u, hëgc rhÛp_Nf k„g‚ A_¡ k„Qprgs ârinZ L$p¡g¡Å¡dp„ bu.A¡X¹$._p Aæepk¾$ddp„ âh¡i

d¡mhhp dpV¡$_y„ ap¡d® cfhp k„b„^u ANÐe_u k|Q_pAp¡ :

1.1 L$p¡g¡S>hpf âh¡i k„¿ep eyr_hrk®V$u, fpÄe kfL$pf, NCTE _p r_edp¡_¡ Apr^_ hMsp¡hMs S>¡ _½$u \pe s¡ âdpZ¡ fl¡i¡.(L$p¡gd 3dp„ v$ip®h¡gp„ rhjedp„ S> õ_psL$/A_yõ_psL$ L$npA¡ fpM¡g dy¿e rhje âdpZ¡ S> bu.A¡X¹$.dp„ âh¡i A`pi¡. Ap dpV¡$ kpd¡_p rhjep¡ S> Ýep_dp„ g¡hpi¡.)

1.2 D`ey®¼s (`p_ _„. 11 A_¡ 12 D`f) A_y¾$d _„.21 rkhpe_u L$p¡g¡Å¡dp„ kuV$p¡_u apmhZu _uQ¡ âdpZ¡ L$fhpdp„ Aphi¡. 1.3 kfv$pf `V¡$g eyr_hrk®V$u_p AfS>v$pfp¡ dpV¡$ 87% (ApZ„v$ s\p M¡X$p rS>‰p_u sdpd L$p¡g¡Å ¡)

13

1.3.1 fpÄe_u AÞe eyr_hrk®V$u_p AfS>v$pfp¡ dpV¡$ 10% 1.3.2 fpÄe blpf_u eyr_hrk®V$u_p AfS>v$pfp¡ dpV¡$ 3 % 1.4 h¡ d¡X$ L$p¡g¡S> Apµa A¡ÄeyL¡$i_(A„N°¡Æ dpÝed) dpV¡$ s\p A¡Q. A¡d. `V¡$g B[ÞõV$V$éyV$ Apµa H[Ági V²¡$B_]N A¡ÞX$ fukQ®,

hëgc rhÛp_Nf, (a¼s A„N°¡Æ rhje dpV¡$)rkÞX$uL¡$V$_p W$fph AÞhe¡ b¡W$L$p¡_u apmhZu 50% (SPU), 25%

(OUG) A_¡ 25% (OTG) dpV¡$ fl¡i¡. 2. kfv$pf `V¡$g eyr_hrk®V$u_p AfS>v$pfp¡ dpV¡$ v$ip®h¡g b¡W$L$p¡ `¥L$u Apif¡ 90% b¡W$L$p¡ apmhhpdp„ Aphi¡. bpL$u_u 10% b¡W$L$p¡

Qpgy hj£ sp. 10-6-2019 ky^udp„ S>¡_y„ `qfZpd NyZ`ÓL$ krls Apìey„ lp¡e s¡hp kfv$pf `V¡$g eyr_hrk®V$u_u ApZ„v$ s\p M¡X$p rS>‰p_u sdpd L$p¡g¡Å¡ dp„\u õ_psL$_u `funpdp„ DrÑZ® \_pf rhÛp\}Ap¡_¡ apmhhpdp„ Aphi¡.

2.1 AfS>v$pf¡ AfÆ`ÓL$dp„ dp„N¡gu sdpd rhNsp¡ k„`|Z® fus¡ Ap¡_gpC_ cfu AfÆ`ÓL$ kp\¡ `pk L$f¡g ^p¡.10 \u õ_psL$ A_¡ A_yõ_psL$ ky^u_u sdpd `funpAp¡_u dpL®$iuV$p¡, õL|$g guh]N âdpZ`Ó_u âdprZs/õhâdprZs _L$g krls AfÆ`ÓL$ dp¡X$pdp„ dp¡Xy„$ sp. 16.3.2019 ky^udp„ eyr_hrk®V$u L$pep®ge, A¡L¡$X¡$rdL$ rhcpNdp„ ê$bê$ A\hp V$`pg\u dp¡L$gu Ap`hp_y„ fl¡i¡. Ap spfuM `R>u `p¡õV$ Üpfp L¡$ ê$bê$dp„ AfÆ õhuL$pfpi¡ _l].

3. AfS>v$pf¡ s¡d_u R>¡‰u `funp kfv$pf `V¡$g eyr_hrk®V$u rkhpe_u AÞe eyr_hrk®V$udp„\u `pk/_p`pk L$fu lp¡e sp¡ âh¡i d¡mìep bpv$ L$pdQgpD âh¡i\u A¡L$ dpkdp„ S>¡ s¡ eyr_hrk®V$udp„\u Akg dpCN°¡i_ kV$}auL¡$V$ Ap eyr_hrk®V$udp„ S>dp L$fphu

L$pedu A¡rgrS>rbrgV$u kV$}auL¡$V$ d¡mhhp_y„ fl¡i¡. ((FEC) d¡mhhpdp„ QyL$ \i¡ sp¡ Ap¡qX®$_Þk 94 (1) dyS>b ê. 1,000/- g¡CV$ au$ \i¡)

4. gpeL$ps A„N¡_p r_edp¡

4.1 dpÞe L$f¡g L$p¡B`Z eyr_hrk®V$u_u 10+2+3_u sfpl_u `v$hu `funpdp„ NCTE A¡ _½$u L$f¡gp õ_psL$ A\hp

A_yõ_psL$ L$np_p Ly$g NyZ (Aggregate) _p Ap¡R>pdp„ Ap¡R>p 50%, kpeÞk A_¡ d¡\¡d¡V$u¼k rhje_p õ`¡íegpBT¡i_ kp\¡ A¡ÞÆr_ef]N A\hp V¡$L$_p¡gp¡Æ_u qX$N°u ^fph_pf dpV¡$ ``% NyZ d¡mhu `pk L$f_pf bu.A¡X$¹._p Aæepk¾$ddp„ âh¡i`pÓ NZpi¡.

4.2 SC/ST/OBC L¡$V¡$Nfudp„ Aphsp rhÛp\}Ap¡_¡ D`fp¡¼s ¾$dp„L$ 4.1dp„ `% R|>V$R>pV$ Ap`hpdp„ Aphi¡. 5. AfÆ`ÓL$dp„$ _uQ¡ âdpZ¡ k|Q_p Ýep_dp„ g¡hu. 6. (1) sdpfu dpL®$iuV$ `f S>¡ _pd R>¡ s¡ fus¡ S> gMhy„.

(2) Reserve Categorydp„ _uQ¡ âdpZ¡ ep¡Áe Category kug¡¼V$ L$fp¡. A_¡ Ar^L©$s Ar^L$pfu_u âdpZ`Ó_u Mfu _L$g Å¡X$hu.

A_yk|rQs Års - SC A_yk|rQs S>_Års - ST

kpdprS>L A_¡ i¥nrZL$ fus¡ `R>ps$- SEBC Apr\®L$ fus¡ _bmp rhcpNp¡ - EWS

ipfuqfL$ Mp¡X$Mp„`Z - PH dpÆ k¥r_L$ k„sp_ - Ex-Serviceman

6.1 - Å¡ õ_psL$ `funp k.`. eyr_. dp„\u `pk L$fu lp¡e sp¡ - SPU (ApZ„v$ s\p M¡X$p rS>‰p_u sdpd L$p¡g¡Å¡)

- Å¡ õ_psL$ `funp k.`. eyr_. rkhpe_u NyS>fps_u AÞe eyr_. dp„\u `pk L$fu lp¡e sp¡ - OUG

- Å¡ õ_psL$ `funp NyS>fps fpÄe blpf_u eyr_. dp„\u `pk L$fu lp¡e sp¡ - $ OTG

Three Major Subject \u õ_psL$/A_yõ_psL$ \e¡gp rhÛp\}Ap¡A¡ S>¡ s¡ eyr_hrk®V$udp„\u ¼ep dy¿e rhje\u `funp `pk L$f¡g R>¡. S>¡ A„N¡_y„ âdpZ`Ó Ahíe fS|> L$fhy„.

6.2 õ_psL$ L$npA¡ sdpfp¡ S>¡ dy¿e rhje lp¡e s¡ v$ip®hp¡.

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English Economics Political Science Commerce Mathematics Electronics Others **

** D`fp¡¼s “Others” rhjep¡dp„ õ_psL$ L$npA¡ r_es gpeL$ps ^fphsp bubuA¡, bukuA¡, buA¡ (lp¡dkpeÞk), buapd®, A¡dbubuA¡k, buA¡QA¡dA¡k, kpeÞk A_¡ d¡\¡d¡V$u¼k rhje_p õ ¡íegpBT¡i_ kp\¡ A¡ÞÆr_ef]N A\hp V¡$L$_p¡gp¡Æ_u qX$N°u ^fph_pf s\p AÞe Aæepk¾$dp¡_p¡ kdph¡i L$f¡g R>¡. Ap Aæepk¾$ddp„ gpeL$ps ^fph_pf dpV¡$ bu.A¡X¹$. âh¡i ap¡d® cf_pf¡ â\d fpDÞX$dp„ S>¡ s¡ rhjep¡_u Mpgu kuV$p¡ li¡, s¡d dp_u_¡ bu.A¡X¹$. ap¡d® cfu iL$i ¡ A_¡ s¡hp rhÛp\}Ap¡A¡ buÅ fpDÞX$dp „ S> âh¡i dpV¡$ lpS>f fl¡hy„. âh¡i dmu S>i¡ A¡hy„ dp_hy„ _lu. `p¡sp_u S>hpbv$pfu D`f âh¡i ap¡d® cfu iL$i¡. S>¡ s¡ L$p¡g¡S>_p ApQpe®îu/bu.A¡X¹$. âh¡i k¡g_p A„rsd r_Z®e_¡ Ap^u_ Aphp Aæepk¾$ddp„ (rhjehpmp) âh¡ip\}Ap¡_¡ S>¡ s ¡ L$p¡g¡S>dp„ âh¡i dpV¡$ sp. 13-5-2019 (`p_ _„. 5) D`f v$ip®h¡g rhjep¡ âdpZ¡ r_es kde¡ lpS>f fl¡hy„.

14

_p¡„^: õ_psL$ L$npA¡ rhÛp\}_p 50 (%) V$L$p L$fsp Ap¡R>p NyZ d¡mh¡g lp¡e s¡hp qL$õkpdp„ S>¡ rhjedp„ õ_psL$ \ep li¡ s¡ S> rhjedp „ A_yõ_psL$ L$npA¡ Å¡ 50 (%) V$L$p L$fsp h^y NyZ d¡mh¡g lp¡e s¡d_¡ S âh¡i A\£

gpeL(Eligible)$NZhpdp„ Aphi¡.> 6.3 S>¡ s¡ L$p¡g¡S>dp„ rhje rinZ `Ùrs AÝep`__u kyrh^p li¡ s¡ âdpZ¡ âh¡i Ap`hpdp„ Aphi¡.

6.4.1 Mark obtained_p Mp_pdp„ õ_psL$ L$np_p A¡N°uN¡V$/N°pÞX$ V$p¡V$g dpL®$k/CGPA (âpàs) A_¡ Ly$g dpL®$k v$ip®hp¡. v$p.s. (1) dpL®$kuV$dp„ a¼s dpL®$k lp¡e sp¡ N°pÞX$ V$p¡V$g dpL®$k 650/1100, 400/900, 1200/2080 hN¡f¡

(2) CGPA dpV¡$ 5.55/10, 6.00/10, 7.00/10, 7.50/10 hN¡f¡

6.5 Å¡ A_yõ_psL$ `funp_y„ qÜsue hj® `pk L$fu gu^y„ lp¡e sp¡ ¾$dp„L _ „.$ 6.1 v$ip®ìep dyS>b SPU, OUG A\hp OTG

v$ip®hp¡. (A_yõ_psL$ `funp_u dpÓ `pV®$-2 `funp Ap`u lp¡e sp¡ Ap L$p¡gd cfhy„ _l].)

6.6 A_yõ_psL$ `funpdp„ d¡mh¡gp NyZ 480/800, 650/1100 A_¡ CGPA dpV¡$ 5.55/10, 6.00/10 hN¡f¡.

6.7 A_yõ_psL$ L$npA¡ d¡mh¡gp¡ hN® FIRST, SECOND L¡$ PASS A¡d gMp¡.

6.8 h¡BV¡$S>dp„ Å¡ A_yõ_psL$ L$npA¡ d¡mh¡gp¡ FIRST hN® lp¡e sp¡ 10, SECOND lp¡e sp¡ 7 A_¡ PASS (Ap¡R>pdp„ Ap¡R>p 40%) lp¡e sp¡ 5 (%) V$L$p, S>¡ rhje_p„ õ_psL$ \ep li¡ s¡ S> rhjedp„ A_yõ_psL$ li¡ sp¡ S> h¡BV¡S> dmi¡.

7. dprlsu `y[õsL$p d¡mhhp_u âq¾$ep: dprlsu `y[õsL$p eyr_hrk®V$u_u h¡bkpBV$ www.spuvvn.edu/

students_corner/admissions/B.Ed/ D`f\u X$pD_gp¡X$ L$fu g¡hp_u fl¡i¡. 8. h¡bkpBV$ `f\u Ap¡_gpC_ cf¡g$ AfÆ`ÓL$dp„ dp„N¡gu rhNsp¡ k„`|Z® A_ ¡ ep¡Áe fus¡ cfu_¡ spfuM: 16.3.2019 ky^udp„

ê$bê/V$`pg\u$ dmu Åe s¡ fus¡ fÆõV²$pf, kfv$pf `V¡$g eyr_hrk®V$u, eyr_hrk®V$u fp¡X$, hëgc rhÛp_Nf-388 120, Æ. ApZ„v$dp„ AfÆ`ÓL$ kp\¡ fS|> L$fhp_p v$õsph¡Å¡_u âdprZs/õhâdprZs L$f¡gu _L$gp¡ krls fS|> L$fhp_y„ fl¡i¡/`lp¢Qsy„ L$fhp_y„ fl¡i¡.

9. AfÆ`ÓL$ õhuL$pfhp dpV¡$ _½$u L$fhpdp„ Aph¡gu R>¡‰u spfuM A_¡ kdedep®v$p ky^udp„ âh¡i krdrs_p L$pep®ge_¡ S>ê$fu `|s®sp kp\¡ fS|> L$fhpdp„ _l] Aph¡ s¡hp AfÆ`ÓL$p¡ âh¡i dpV¡$ rhQpfZpdp„ g¡hpdp„ Aphi¡ _l] A_¡ s¡ fv$bpsg NZpi¡.

10. Å¡ Dd¡v$hpf¡ âh¡i dpV¡$ A¡L$ L$fsp„ h^pf¡ AfÆ`ÓL$ cfu_¡ dp¡L$ëep li¡ sp¡ âh¡i krdrs L$pep®gedp„ AfÆ`ÓL$ õhuL$pfhp_u R>¡‰u spfuM ky^udp„ S>¡ AfÆ`ÓL$ R>¡ëgy„ _p¢^pe¡gy„ li¡ s¡ S> AfÆ`ÓL$ âh¡i dpV¡$ rhQpfZpdp„ g¡hpdp„ Aphi¡ A_¡ s¡ rkhpe_p AfÆ`ÓL$ fv$bpsg NZpi¡.

11. Dd¡v$hpf¡ S>¡ s¡ A¡L$ S> L¡$V¡$Nfu dpV¡$ AfÆ L$fu iL$i¡. A_¡ AfÆ`ÓL$dp„ v$ip®h¡gu L¡$V¡$Nfu A_¡ s¡_¡ gNsp Års A„N¡_p âdpZ`Óp¡ AfÆ`ÓL$ kp\¡ fS|> L$ep® bpv$ s¡dp„ L$p¡B`Z k„Å¡Np¡dp„ a¡fapf L$fhp v¡$hpdp„ Aphi¡ _l]. AfÆ`ÓL$ kp\¡ Års âdpZ`Ó_u âdprZs _L$g A_¡ ipmp R>p¡X$ép_p âdpZ`Ódp„ Års_p¡ D‰¡M _ lp¡e s¡hp k„Å¡Np¡dp„ `|fL$ `|fphp _ fS|> L$f_pf Dd¡v$hpfp¡_u AfÆ dpÓ rb_A_pds Dd¡v$hpf sfuL¡$ _p¢^hpdp„ Aphi¡.

12. Dd¡v$hpf¡ _uQ¡ v$ip®h¡gp âdpZ`Óp¡ A_¡ NyZ`ÓL$p¡_u âdprZs/õhâdprZs L$f¡g _L$gp¡, rhN¡f¡ buX$hu. Å¡ Akg âdpZ`Óp¡ Å¡X$hpdp„ Aphi¡ sp¡ s¡ A„N¡_u S>hpbv$pfu âh¡i krdrs_u fl¡i¡ _l]. Apd R>sp„, âh¡i dpV¡$_u ê$bê$ dygpL$ps (BÞV$fìey) hMs¡ Dd¡v$hpf¡ d|m âdpZ`Óp¡, NyZ`ÓL$p¡ hN¡f¡ krdrs kdn fS|> L$fhp_p fl¡i¡.

12.1 dpÞe bp¡X®$_u A¡k.A¡k.ku. (^p¡fZ-10)_u `funp_y„ NyZ`ÓL$ 12.2 dpÞe bp¡X®$_u ^p¡fZ 12 A\hp kdL$n `funp_y„ NyZ`ÓL$ s\p õL|$g rgh]N kV$}aL¡$V$

12.3 dpÞe eyr_hrk®V$udp„\u õ_psL$ A\hp kdL$n `funp_p NyZ`ÓL$p¡ FY, SY, TY ÓZ¡e hj®_p/k¡d¡õV$f hpCT 12.4 dpÞe eyr_hrk®V$udp„\u A_yõ_psL$ A\hp kdL$n `funp_p NyZ`ÓL$p¡ rârhek A_¡ apB_g hj®_p/k¡d¡õV$f hpCT 12.5 A_yk|rQs Års, A_yk|rQs S>_Års, kpdpÆL$ A_¡ i¥nrZL$ Sy>\dp„ kdprhô$ _ lp¡e s¡hu rhQfsu A_¡ rhdy¼s Års_p

knd Ar^L$pfuA¡ Ap`¡gy„ âdpZÓ. 12.6 kpdpÆL$ A_¡ i¥nrZL$ `R>ps hN® A\hp rh^hp A\hp AfS>v$pf¡ Ap`hp_y„ s¡d_u Års/hN® A„N¡_y„ knd Ar^L$pfu_y„ âdpZ`Ó (gpN `X$sy„ lp¡e sp¡). 12.7 kpdpÆL$ A_¡ i¥nrZL$ `R>ps hN®dp„ kdprhô$ A_¡ s¡ A„N¡_p„ A_pds_p¡ gpc d¡mhhp BÃR>sp AfS>v$pf_p„ r`sp/hpgu

Ly$Vy„$b_p¡ Dßs hN®dp„ kdph¡i \sp¡ _\u s¡ A„N¡_y„ knd Ar^L$pfuA¡ Ap`¡gy„ âdpZ`Ó. (_d|_p¡ Sy>Ap¡ `p_ _„. 19) 12.8 rhL$gp„Nsp A„N¡_y„ r_es _dy_pdp„ âdpZ`Ó (Å¡ gpNy `X$sy„ lp¡e sp¡). 12.9 dpÆ k¥r_L$/ki÷ v$m_u ìe[¼sAp¡_p„ k„sp_p¡_p„ qL$õkpdp„ s¡d_¡ gpNy `X$sy„ knd Ar^L$pfu `pk¡\u d¡mh¡gy„ âdpZ`Ó 13. L$p¡B`Z k„Å¡Np¡dp„ Akg âdpZ`Óp¡ AfÆ `ÓL$ kp\¡ kpd¡g L$fhp_p _\u. 14. v$f¡L$ bu.A¡X¹$. L$p¡g¡S>dp„ _uQ¡ âdpZ¡_u kuV$p¡ A_pds fpMhpdp„ Aphi¡. A_y. _„. rhNs V$L$phpfu A_y. _„. rhNs V$L$phpfu (1) A_yk|rQs Års 7% (4) ipfuqfL$ Mp¡X$Mp„`Z 3% (2) A_yk|rQs S>_Års 15% (5) dpÆ k¥r_L$ 1% (3) kpdprS>L$ A_¡ i¥nrZL fus¡ `R>ps 27% (6) Apr\®L$ fus¡ _bmp rhcpNp¡ (EWS)10% 15. NyZhÑp epv$u :

15

15.1 r_es kde dep®v$pdp„ âh¡i dpV¡$ r_es AfÆ`ÓL$dp„ AfÆ L $fu lp¡e A_¡ ¾$dp„L$ 4dp„ v$ip®ìep dyS>b_u i¥nrZL$ gpeL$ps ^fphsp lp¡e s¡hp âh¡i_¡ `pÓ Dd¡v$hpfp¡_u NyZhÑp epv$u _uQ¡ dyS>b b_phhpdp„ Aphi¡.

15.2 Dd¡v$hpf¡ õ_psL$ L$npdp„ d¡mh¡g Ly$g NyZ_p Ap^pf¡ NyZhÑp epv$u s¥epf \i¡ S>¡dp„ Dd¡v$hpf¡ sp. 1-2-2019 `l¡gp„ A_yõ_psL$ `funp â\d hN®dp„ `pk L$fu lp¡e sp¡ 10, buÅ hN®dp„ `pk L$fu lp¡e sp¡ 7 A_¡ Ap¡R>pdp„ Ap¡R>p 40%\u `pk \e¡gp qL$õkpdp„ 5 NyZcpf Dd¡fhpdp„ Aphi¡.

15.3 NyZhÑpepv$udp„ A_yõ_psL$ `funp_p¡ h^pfp_p¡ NyZcpf Dd¡fhp dpV¡$ S>¡ s¡ Dd¡v$hpf_¡ A_yõ_psL$ `funp_u dpL®$iuV$dp„ S>¡ hN® v$ip®ìep¡ li¡ s¡_¡ S> Ýep_dp„ g¡hpdp„ Aphi¡.

16 A_pds b¡W$L$p¡ : 16.1 A_yk|rQs Års, A_yk|rQs S>_Års (NpfyX$u A_¡ Å¡Nu Års krls) dpV¡$ A_yk|rQs Års_p Dd¡v$hpfp¡ dpV¡$ 7% A_¡

A_yk|rQs (NpfyX$u A_¡ Å¡Nu Års krls) S>_Års_p Dd¡v$hpfp¡ dpV¡$ 15% b¡W$L$p¡ A_pds fpMhpdp„ Aphi¡. 16.2 D`f 16.1dp„ v$ip®h¡g A_yk|rQs Års A_¡ A_yk|rQs S>_Års (NpfyX$u A_¡ Å¡Nu Års krls)_u A_pds b¡W$L$p¡ D`f

a¼s NyS>fps kfL$pf¡ A_yk|rQs Års A_¡ A_yk|rQs S>_Års sfuL¡$ dpÞe L$f¡g lp¡e A_¡ d|m NyS>fps fpÄe_p hs_u lp¡e s¡hp A_yk|rQs Års A_¡ A_yk|rQs S>_Års_p Dd¡v$hpfp¡_¡ âh¡i_¡ `pÓ NZhpdp„ Aphi¡.

16.3 A_|k|rQs Års, A_yk|rQs S>_Års sfuL¡$ S>¡ s¡ k„b„r^s A_pds L¡$V¡$Nfu_u NyZhÑp epv$udp„ kdph¡i L$fu rb_ A_pds b¡W$L$p¡ D`f `Z NyZhÑp A_ykpf âh¡i õhuL$pfhp_p¡ rhL$ë` Ap`hpdp„ Aphi¡.

16.4 i¥nrZL$ hj®dp„ A_yk|rQs Års A_¡ A_yk|rQs S>_Års_p (NpfyX$u A_¡ Å¡Nu Års krls)_p Dd¡v$hpfp¡ dpV¡$ apmhhpdp„ Aph¡g b¡W$L$p¡ dpV¡$ âh¡i `pÓsp ^fphsp Dd¡v$hpfp¡ D`gå^ _ \hp_p L$pfZ¡ Mpgu fl¡su li¡ sp¡ s¡ b¡W$L$p¡ rb_ A_pds b¡W$L$p¡ dpV¡$_u NyZhÑp¾$d epv$u `¥L$u_p Dd¡v$hpfp¡dp„\u r_ed âdpZ¡ NyZhÑp A_ykpf cfhpdp„ Aphi¡. A_yk|rQs S>_Års_p Dd¡v$hpfp¡\u b¡W$L$p¡ cfpep `R>u Mpgu fl¡su b¡W$L$p¡ eyr_hrk®V$u Üpfp r_es L$fpsp âh¡i kde_p r_edp¡ A_¡ r_Z®e_¡ Apr^_ fl¡i¡.

16.5 D`f v$ip®h¡g `R>ps Års_p Dd¡v$hpfp¡ dpV¡$_u A_pds b¡W$L$p¡ D`f âh¡i BÃR>sp Dd¡v$hpfp¡A¡ a¼s _uQ¡ v$ip®h¡gp kÑpr^L$pfuAp¡ `¥Lu$_p L$p¡B`Z A¡L$ Ar^L$pfuA¡ klu L$fu Ap`¡g A_¡ d¡mh¡g Års A„N¡_y„ âdpZ`Ó dpÞe NZhpdp„ Aphi¡.

16.6 Ɖp d¡ÆõV²¡$V$/h^pfp_p Ɖp d¡ÆõV²¡$V$/_peb L$rdñf/L$g¡¼V$f, h^pfp_p _peb L$rdñf/_peb L$g¡¼V$f/`l¡gp hN®_p kh¡s_ d¡ÆõV²¡$V$/ku.V$u. d¡ÆõV²¡$V$/`¡V$p rhcpNue d¡ÆõV²¡$V$ (`l¡gp hN®_p kh¡s_ d¡ÆõV²¡$V$\u Dsfsu L$np_p _rl), spgyL$p d¡ÆõV²¡$V$/L$pe®`pgL$ d¡ÆõV²¡$V$.

16.7 dy¿e â¡rkX¡$Þku d¡ÆõV²¡$V$/h^pfp_p dy¿e d¡ÆõV²¡$V$/â¡kuX¡$Þku d¡ÆõV²¡$V$. 16.8 kdpS> L$ëepZ r_epdL$ A_¡ rS>ëgp kdpS> Ar^L$pfu. 16.9 dpdgsv$pf\u Dsfsu L$np_p _rl s¡hp dl¡kyg Ar^L$pfuAp¡. 16.10 Dd¡v$hpf A_¡ A\hp s¡_y„ Ly$Vy„$b kpdpÞe fus¡ hkhpV$ L$fsy„ lp¡e s¡ rhõspf_p `¡V$p rhcpNue Ar^L$pfu. 16.11 hluhV$v$pf/hluhV$v$pf_p k¡¾¡$V$fu/rhL$pk Ar^L$pfu/gnqÜ` A_¡ rdr_L$p¡V$ V$p`yAp¡. 16.12 rS>‰p rhL$pk Ar^L$pfuAp¡/_peb rS>‰p rhL$pk Ar^L$pfuAp¡. 16.13 rS>‰p `R>ps L$ëepZ Ar^L$pfuAp¡ (hN®-1). 16.14 sL¡$v$pfu Ar^L$pfu (hN®-1). 16.15 AÞe fpÄe_p A_pds Års_p Dd¡v$hpfp¡ Å¡ NyS>fps fpÄe_u epv$udp„ kpd¡g lp¡e s¡hp k„Å¡Np¡dp„ A_y. Års A_¡ A_y.

S>_Års dpV¡$ hj® 1950 `l¡gp fpÄedp„ õ\peu \ep lp¡e s¡_p `|fphp kv$f Ap^pf krls AfÆ`ÓL$ fSy> L$fhp_y„ fl¡i¡. s¡ rkhpe AfÆ rb_ A_pds S|>\ kpd¡ _p¢^hpdp„ Aphi¡.

17. kpdprS>L$ A_¡ i¥nrZL$ `R>ps hN® dpV¡$ : 17.1 a¼s NyS>fps kfL$pf¡ dpÞe L$f¡g dym NyS>fps_p hs_u lp¡e s¡hp kpdprS>L$ A_¡ i¥nrZL$ `R>ps hNp£_p Dd¡v$hpfp¡ dpV¡$

_uQ¡_u ifsp¡_¡ Ap^u_ 27% b¡W$L$p¡ A_pds fpMhpdp„ Aphi¡. Ap 27% A_pds b¡W$L$p¡dp„ v$f¡L$ Års_u rh^hpAp¡ A_¡ A_p\ Dd¡v$hpfp¡_p¡ `Z kdph¡i L$fhpdp„ Aphi¡.

17.2 kpdprS>L$ A_¡ i¥nrZL$ `R>ps Års_u A_pds b¡W$L$p¡ D`f âh¡i BÃR>sp Dd¡v$hpfp¡A¡ s¡d_p r`sp/hpgu/Ly$Vy„$b_p¡ "DßshN®' (q¾$dug¡ef)_u ìe[¼s/S|>\dp„ kdph¡i \sp¡ _\u s¡ A„N¡_y„ _uQ¡ v$ip®h¡g kÑpr^L$pfuAp¡ `¥Lu$_p L$p¡B`Z A¡L$ knd Ar^L$pfu_y „ r_es _d|_pdp„ âdpZ`Ó d¡mhu_¡ fS|> L$fhp_y„ fl¡i¡. (_d|_p¡ Ap kp\¡ kpd¡g R>¡.)

17.3 rS>‰p d¡ÆõV²¡$V$/Ar^L$ rS>‰p d¡ÆõV²¡$V$/L$g¡¼V$f/X¡$àeyV$u L$rdñf/_peb L$g¡¼V$f/Ar^L$ X¡$àeyV$u L$rdñf/â\d hN®_p õV$pB`¡ÞX$fu d¡ÆõV²$¡V$/kb qX$huT_ d¡ÆõV²¡$V$/spgyL$p d¡ÆõV²¡$V$/A¡¼Tu¼eyV$uh d¡ÆõV²¡$V$/h^pfp_p ApkuõV$ÞV$ L$rdñf (â\d hN®_p õV$pB`¡ÞX$fu d¡ÆõV²¡$V$\u _uQ¡_u L$np_p _ lp¡e s¡hp)

17.4 Qua â¡kuX¡$Þku d¡ÆõV²¡$V$/ h^pfp_p Qua â¡kuX¡$Þku d¡ÆõV²¡$V$/â¡kuX¡$Þku d¡ÆõV²¡$V$. 17.5 dpdgsv$pf (sl¡kugv$pf)\u _uQ¡_u L$np_p _ lp¡e s¡hp dl¡kygu Ar^L$pfu A_¡ 17.6 Dd¡v$hpf kpdpÞe fus¡ Äep„ fl¡sp lp¡e s¡ rhõspf_p kb X$uhuT_g Ap¡akf.

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17.7 Å¡ Dd¡v$hpf ""DßshN®'' A„N¡_y„ âdpZ`Ó knd Ar^L$pfu `pk¡\u d¡mhu_¡ fS|> _l] L$f¡ sp¡ s¡d_u AfÆ kpdprS>L$ A_¡ i¥nrZL$ `R>ps Års_u A_pds b¡W$L$p¡ D`f âh¡i dpV¡$ rhQpfZpdp„ g¡hpdp„ Aphi¡ _l].

18. rhL$gp„N (auTuL$gu l¡ÞX$uL¡$àX$) Dd¡v$hpfp¡ dpV¡$ : 18.1 rhL$gp„N (auTuL$gu l¡ÞX$uL¡$àX$) Dd¡v$hpfp¡ dpV¡$ 3% b¡W$L$p¡ A_pds fpMhpdp„ Aphi¡. 18.2 Ap 3% A_pds b¡W$L$p¡ D`f âh¡i d¡mhhp BÃR>sp Dd¡v$hpfp¡ Ap¡R>pdp„ Ap¡R>u 40% A_¡ h^ydp„ h^y 60% rhL$gp„Nsp

(auTuL$gu l¡ÞX$uL¡$àX$) ^fphsp li¡ a¼s s¡Ap¡_¡ S> Ap A_pds b¡W$L$p¡ D`f NyZhÑp A_ykpf âh¡i_¡ `pÓ NZhpdp„ Aphi¡. Apd R>sp„ rhL$gp„Nsp (auTuL$gu l¡ÞX$uL¡$àX$) s¡d_p Aæepk v$frdep_ S>ê$fu L$pd L$fhp dpV¡$ Ahfp¡^L$ lp¡hu Å¡BA¡ _l].

18.3 rhL$gp„N(auTuL$gu l¡ÞX$uL¡$àX$) Dd¡v$hpfp¡_¡ apm¡ Aphsu b¡W$L$p¡ dpV¡$ âh¡i `pÓ Dd¡v$hpfp¡ D`gå^ _ \hp_p L$pfZ¡ Mpgu fl¡su b¡W$L$p¡ bu_ A_pds b¡W$L$p¡ dpV¡$_u NyZhÑpepv$u `¥Lu$_p Dd¡v$hpfp¡dp„\u r_ed âdpZ¡ NyZhÑp A_ykpf cfhpdp„ Aphi¡.

18.4 rhL$gp„Nsp (auTuL$gu l¡ÞX$uL¡$àX$) dpV¡$ r_es L$f¡g âdpZ`Óp¡_p¡ _dy_p¡ Ap kp\¡ Ap`hpdp„ Aph¡g R>¡. S>¡_u D`f Ap¡\p£`¡X$uL$ rkrhg kS>®_îu_u klu Ar_hpe® R>¡.

18.5 ×rô$ rhL$gp„Nsp dpV¡$ A_pds_u Å¡NhpB R>¡. AgbÑ A¡ dpÞe âdpZ_u rhL$gp„Nsp lp¡hu Å¡BA¡ A_¡ âh¡i dm¡ hs®dp_ âpàs kyrh^pAp¡dp„ cZhp_y„ fl¡i¡.

19. dpÆ k¥r_L$/ki÷ v$m/ `pfp rdguV$fu ap¡k}k_u ìe[¼sAp¡_p k„sp_p¡ dpV¡$ : 19.1 _uQ¡ v$ip®h¡g L¡$V¡$Nfu_p ìe[¼sAp¡_p k„sp_p¡ dpV¡$ 1% (A¡L$ V$L$p¡) b¡W$L$p¡ A_pds fpMhpdp„ Aphi¡. 19.2 dpÆ k¥r_L$p¡ (A¡n krh®kd¡_) 19.3 ki÷ v$m_u ìe[¼sAp¡ (ApçX®$ ap¡k}k `kp£_g) 19.4 rkrhg Æ.V$u. L„$`_u (S>¡Ap¡ eyÙ d¡v$p_dp„ k¡hp bÅhsp d©Ðey `pçep lp¡e A\hp L$pedu Ai¼s b_¡g lp¡e) 19.5 bp¡X®$f ku¼eyfuV$u ap¡k® (bu.A¡k.A¡a.) 19.6 k¡ÞV²$g fuTh® `p¡guk ap¡k® (ku.Apf.`u.A¡a.) 19.7 S>_fg fuTh® A¡[ÞS>r_ef]N ap¡k® (Æ.Apf.C.A¡a.) 19.8 BÞX$p¡-rsb¡V$uA_ bp¡X®$f `p¡rgk (ApB.V$u.bu.`u.) 19.9 BÞX$p¡-rsb¡V$uA_ ku¼eyfuV$u ap¡k® (ApB.V$u.A¡k.A¡a.) 19.10 k¡ÞV²$g BÞX$õV²$ueg ku¼eyfuV$u ap¡k® (ku.ApB.A¡k.A¡a.) 20. Å¡ Dd¡v$hpf N„cuf dp„v$Nu/AL$õdps L¡$ Ar_hpe® L$pfZp¡kf âh¡i_u spfuM¡ ê$bê$ lpS>f flu iL¡$ s¡d _ lp¡e A_¡ dpsp-

r`sp Ar^L©$s hpgu_p Dd¡v$hpf_u klu kp\¡_p `k„v$Nu rhL$ë` s\p Dd¡v$hpf D`[õ\s _ fl¡hp_p L$pfZp¡_p Ap^pfc|s `|fphp kp\¡ r_es spfuM A_¡ kde¡ D`[õ\s fl¡i¡, sp¡ s¡ Dd¡v$hpf âh¡i`pÓ \i¡.

21. S>¡ s¡ L¡$V¡$Nfu dpV¡$_u S>¡ s¡ qv$hk_u âh¡i L$pe®hplu Qpgy lp¡e Ðepf¡ S>¡ Dd¡v$hpf¡ dprlsu `y[õsL$pdp„ v$ip®ìep dyS>b `p¡sp_p¡ âh¡i l½$ S>sp¡ L$ep£ lp¡e s¡hp qL$õkpdp„ Å¡ Dd¡v$hpf_¡ rhQpf bv$gpe A_¡ s¡ S> qv$hk¡ A_¡ qv$hk_p A„s¡ S>¡ L$p¡g¡S>_u b¡W$L$p¡ Mpgu lp¡e Ðep„ `y_: r_es `ÓL$dp„ g¡rMs AfÆ L$fsp„ âh¡i AfÆ L$fsp„ âh¡i krdrs s¡_¡ âh¡i Ap`hp_y„ rhQpfu iL$i¡.

22. Å¡ L$p¡B Dd¡v$hpf r_es spfuM, kde¡ A_¡ õ\m¡ ê$bê$ âh¡i dpV¡$ L$p¡B`Z L$pfZp¡kf D`[õ\s _ fl¡ sp¡ s¡ L$pfZ¡ Mpgu `X¡$gu b¡W$L$ NyZhÑp epv$u `¥Lu$_p s¡_p `R>u_p Dd¡v$hpf/Dd¡v$hpfp¡\u cfhpdp„ Aphi¡.

23. âh¡i dpV¡$ bp¡gph¡g rhÛp\}_¡ âh¡i Ap`hp A„N¡_u L$p¡B S> bp„l¡^fu Ap`hpdp„ Aphsu _\u. 24. S>¡ Dd¡v$hpf_¡ âh¡i dpV¡$ bp¡gphhpdp„ Apìep lp¡e s¡dZ¡ AfÆ`ÓL$ kp\¡ Å¡X¡$g NyZ`ÓL$p¡_u, Akg _L$gp¡ âh¡i krdrs

kdn Ahíe fS|> L$fhp_u fl¡i¡. 24.1 S>¡ Dd¡v$hpfp¡_¡ âh¡i Ap`hpdp„ Aph¡ s¡Z¡ s¡ S> qv$hk¡ A_¡ kde¡ k„`|Z® au cfhp_u fl¡i¡, A_¡ au cfhp dpV¡$ kde g„bphu

Ap`hpdp„ Aphi¡ _l]. 24.2 A_yv$p_ d¡mhsu bu.A¡X¹$. L$p¡g¡S>dp„ rhÛp\}v$uW$ hprj®L$ au_y„ ^p¡fZ `¡S> _„. 12 s\p 13 dp„ A_y¾$d _„. 1 \u 8 dp„ v$ip®h¡g

L$p¡g¡Å¡_u kpd¡ S>Zpìep dyS>b_u au_y„ ^p¡fZ fl¡i¡. Äepf¡ _pZp„L$ue õhr_c®fsp_p ^p¡fZ¡ Qpgsu bu.A¡X¹$. L$p¡g¡S>dp„ au _y„ ^p¡fZ ¾$dp„L$ 9 \u 21 v$ip®ìep âdpZ¡ fl¡i¡.

24.3 au _l] cf_pf rhÛp\}_p¡ âh¡i fv$ \e¡gp¡ NZpi¡. 25. ê$bê$ âh¡i hMs¡ Å¡ L$p¡B NyZ`ÓL$, âdpZ`Ó rhN¡f¡ b_phV$u dpgyd `X$i¡ sp¡ âh¡i Ap`hpdp„ Aphi¡ _l] A_¡ L$pev$¡kf

`p¡guk L$pe®hplu L$fhpdp„ Aphi¡. BÞV$fìey kde¡ âh¡i Apàep `R>u `Z `pR>m\u Å¡ L$p¡B NyZ`ÓL$p¡, âdpZ`Óp¡ AÞe `yfphpAp¡ hN¡f¡ Mp¡V$p L¡$ b_phV$u lp¡hp_u ÅZ \i¡ sp¡ s¡hp Dd¡v$hpfp¡_p¡ âh¡i spÐL$prgL$ fv$ L$fhpdp„ Aphi ¡ A_¡ s¡_u kpd¡ L$p_y_u L$pe®hplu L$fhpdp„ Aphi¡.

26. eyr_hrk®V$u L¡$ bu.A¡X¹$. âh¡i krdrs âh¡i A„N¡_u R>¡ëgu spfuM (L$V$ Ap¡a X¡$V$) _½$u L$f¡ s¡ spfuM `R>u âh¡i Ap`hpdp„ Aphi¡ _l].

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27. õhr_c®f (k¡ëa-apB_pÞk]N-A_A¡BX¡$X$) L$p¡g¡Å¡dp„ sdpL$ b¡W$L$p¡ D`ey¯L$s ¾$dp„L$ 15dp„ v$ip®ìep âdpZ¡ NyZhÑp epv$u dyS>b cfhpdp„ Aphi¡.

27.1 _pZp„L$ue õhr_c®fsp_p ^p¡fZ¡ Qpgsu bu.A¡X¹$. L$p¡g¡Sp¡_u hprj®L$ au fpÄe kfL$pfîu hMsp¡hMs _½$u L$f¡ s¡ dyS>b fl¡i¡. rhhpv$_u bpbsdp„ _pdv$pf NyS>fps lpBL$p¡V®$_p¡ r_Z®e A„rsd NZpi¡.

27.2 D`f ¾$dp„L$ 14dp„ v$ip®ìép âdpZ¡ 63% A_pds b¡W$L$p¡ s\p Ap sdpd kuV$p¡_u apmhZu ¾$dp„L$ 1.3dp„ v$ip®ìep dyS>b_u fl¡i¡.

28. L$p¡B`Z L$pfZkf âh¡i gu p bpv$ A_¡ i¥nrZL$ hj®/kÓdp„ Aæepk R>p¡X$u v$¡_pf Dd¡v$hpf_¡ au fua„X$ dmhp pÓ _\u. 29. ê$bê$ dygpL$ps dpV¡$ âh¡ip\}A¡ õhMQ£ D`[õ\s \hp_y„ fl¡i¡. 30. âh¡i A„N¡_u k„b„r^s kh£ bpbsp¡dp„ Ly$g`rsîu, kfv$pf `V¡$g eyr_hqk®V$u, hëgc rhÛp_Nf_p¡ r_Z®e A„rsd A_¡

b„^_L$sp® NZpi¡. (_p¢ : Ap dprlsu y[õsL$pdp„ âh¡i A„N¡_u L$pe®`Ùrs A_¡ r_edp¡_p¡ aL$s âp\rdL$ ¿epg S> Ap hpdp„ Aph¡g R>¡. âh¡i A„N¡_u kh® L$pe®hplu dpV¡$

s¡dS> r_edp¡ A_¡ rhr_dep¡_p A\®OV$_ dpV¡$ eyr_hrk®V$u sfa\u hMsp¡hMs blpf pX$hpdp„ Aph¡g Ap A„N¡_p d|m W$fph / lºL$dp¡ / kyQ_pAp¡ hN¡f¡ Ap pfê$ A_¡ âdpZc|s NZhpdp„ Aphi¡.)

Års âdpZ`Ó

kpdprS>L$ A_¡ i¥rnZL$ `R>ps hN®_p Dd¡v$hpfp¡ dpV¡$ Års âdpZ`Ó_p¡ _d|_p¡

Ap\u âdprZs L$fhpdp„ Aph¡ R>¡ L¡$____________rS>‰p_p ___________ spgyL$p_p

____________ Npd_p îu/Ly$. _____________________________________ (r`sp/hpgu_y„

_pd) ______________________________________________p yÓ/`yÓu

_________________________ (Dd¡v$hpf_y„ _pd) ___________ oprs_p R>¡, S>¡_¡ NyS>fps kfL$pf_p

kdpS> L$ëepZ A_¡ Apqv$Åsu rhL$pk rhcpN_p sp. 1-4-78_p W$fph _„bf bL$f/1079/13734/l. s¡dS>

Ðepfbpv$_p hMsp¡ hMs blpf `pX$hpdp„ Aph¡g ky^pfp/h^pfp_u kpdprS>L$ A_¡ i¥nrZL$ fus¡ `R>ps hN® sfuL¡$ Ål¡f

L$f¡g R>¡.

18

spfuM :

(kug) __________________

lp¡Øp¡ : (knd Ar^L$pfu_u klu)

19

"DÞ_s hNp£' k„b„^u âdpZ`Óp¡ (fpÄe kfL$pf) fpÄe kfL$pf_u _p¡L$fuAp¡/DÃQ i¥nrZL$ k„õ\pAp¡dp„ âh¡idp„ A_pds_p¡ gpc g¡hp dpV¡$ AfÆ L$fsu hMs¡

kpdprS>L$ A_¡ i¥nrZL$ fus¡ `R>pshN®_p Dd¡v$hpfp¡A¡ fS|> L$fhp_p âdpZ`Ó_p¡ _d|_p¡...

Ap\u âdprZs L$fhpdp„ Aph¡ R>¡ L¡$ _______ rS>‰p_p _________ spgyL$p_p __________ Npd_p

îu/Ly$. _____________________ (r`sp/hpgu_y„ _pd) _____________________________p `yÓ/ yÓu

__________________________ (Dd¡v$hpf_y„ _pd) ___________________ oprs_p R>¡. S>¡_¡ kfL$pf_p kdpS>

L$ëepZ A_¡ Apqv$Års rhL$pk rhcpN_p sp. 1-4-78_p W$fph _„bf bL$f/1079/13734/l. s¡dS> Ðepfbpv$_p

hMsp¡hMs_p blpf `pX$hpdp„ Aph¡g ky^pfp/h^pfp_u kpdprS>L$ A_¡ i¥nrZL$ fus¡ `R>pshN® sfuL¡$ Ål¡f L$f¡g R>¡.

îu (r`sp/hpgu_y„ _pd) ________________________________ A_¡/A\hp s¡d_y„ Ly$Vy„$b

kpdpÞe fus¡ NyS>fps fpÄe_p ______________ rS>‰p_p flui R>¡. Ap\u A¡ âdprZs L$fhpdp„ Aph¡ R>¡ L¡$ s¡/s¡Zu_p¡

NyS>fps kfL$pf_p kdpS> L$ëepZ rhcpN_p sp. 1-11-95_p W$fph _„bf : ki`/1194/Mp-109A, kp\¡_p

`qfriô$\u r_es L$fhpdp„ Aph¡g DßshNp£ (¾$udug¡ef)_u ìe[¼s/S|>\dp„ kdph¡i \sp¡ _\u.

spfuM: (knd Ar^L$pfu_u klu) (kug) lp¡Øp¡ _p¢^ : (L$) D`f v$ip®h¡g ""kpdpÞe fus¡'' iåv$_p¡ A\® gp¡L$ ârsr_r^Ðh Ar^r_ed-19 (fuâ¡TÞV¡$i_ Ap¡a `u`ëk,

A¡¼V$, 1950)_u L$gd-20dp„ S>Zpìep dyS>b_p ¡ S> fl¡i¡. (M) Aphp„ Års âdpZ`Óp¡ fpÄe kfL$pf_p fpÄe`rÓs Ar^L$pfuAp¡ Üpfp Ap`hpdp„ Aph¡ s¡ qL$õkpAp¡dp„ Aphp

âdpZ`Óp¡ Ap S> _d|_pdp„ `f„sy rS>‰p d¡ÆõV²¡$V$ A\hp knd Ar^L$pfu_u ârs kluhpmp lp¡hp Å¡BA¡. (fpÄe`rÓs Ar^L$pfuAp¡ Üpfp Ap`hpdp„ Aph¡gp A_¡ rS>‰p d ¡ÆõV²¡$V$/knd Ar^L$pfuAp¡ Üpfp MfpB L$fhpdp„ Aph¡gp (A¡V¡$õV¡$X$) âdpZ`Óp¡ `|fsp NZhpdp„ Aphi¡_rl„.)

(N) `qfriô$-6(b) dp„ v$ip®h¡g âdpZ`Óp¡_p _d|_p_p `¡fp (2) dp„ r`sp_y„ _pd v$ip®hhp_y„ fl¡ R>¡. r`sp leps _ lp¡e sp¡ dpsp_p _pd_y„ âdpZ`Ó d¡mhhp_y„ fl¡ R>¡.

(O) Ap âdpZ`Ó kfL$pf dpÞe _pZp„L$ue hj® 2019-2020 ky^u dpÞe lp¡hy„ S>ê$fu R>¡.

Certificate for Physically Handicapped Candidate for admsssion to B.Ed. Degree Course (are those who have physical defect or deformity which cause an interference with the normal

functioning of bones, muscles and joints)

20

Certified Dr. ____________________________________________________________

(Surgeon)

Address

________________________________________________________________________

Registration No.___________________have this___________day of__________________

2019 _____________________________ examined the applicant whose particulars are given

bellow and that he / she falls within the above definition.

1. Full Name of Candidate:

2. a) Nature of disability

(to be mentioned in the square on the right side)

POST POLIO PARALYSIS, HEMIPLECIA QUADRAPLEGIA,

MALUNITED FRACTURE, NERVE PARALYSIS UPPER

EXTERMITY, LOWER EXTERMITY CONGENITAL,

ACQUIRED, ABOVE KNEE, BELOW KNEE, HIP, HEMIPEL,

VECTOMY, SYMES, CHEOPARTS, WRIST, FINGERS,

BELOW ELBO, ABOVE ELBOW, SHOULDERS FORE

QUARTER, UNLATERAL BILATERAL.

2. b) Extent or disability

(to be indicated in the on the

Right side Estimate in percentages

MC bridd scale)

ON ANATOMICAL FUNCTIONAL (PATIENTS

SSESSMENT) EXAMINER’S ASSESSMENT)

ECONOMICAL BASIS MENTION AS PERCENTAGES

(BELOW 40, 40-60, 60-90 TOTAL DISABILITY)

Despite of the disability whether candidate is fit to undergo

Engineering and is above to discharge his duties as an

Engineer thereafter. Please state YES OR NO in the square

on the right side.

Counter verification by Dr.

Civil Surgeon (Surgeon)

I Certify that Shri/Kum.

_____________________________________________________ has been examined by

Dr. _____________________________________________________________ Surgeon on

___________ 2019 and has been found handicapped and in my opinion, he/she is fit to

undergo B.Ed. Education and discharge his/her duties as teacher.

Place: Civil Surgeon

Date: Stamp

21

eyr_hrk®V$u k„Qprgs, k„gÁ_ A_yv$pr_s A_¡ õhr_c®f bu.A¡X¹$. L$p¡g¡Å¡_u V|„$L$u dprlsu :

A_y. _„.

L$p¡g¡S>_y„ _pd / kf_pdy / ApQpe®îu_y„ _pd

õ\p`_p hj®

k„õ\p_p¡ âL$pf / L$p¡X$ _„.

_¡L$ A¡q¾$X¡$i_ cp¥rsL$ kyrh^pAp¡ V|„$L$p¡ `qfQe / rkqÙ

1.

X$pµ. Adusp bu. `V¡$g, L$p.ApQpe® A¡d.bu.`V¡$g L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, hëgc rhÛp_Nf ap¡_ _„. 02692 -226836-37

1960 eyr_. A„Nc|s L$p¡g¡S>

A_yv$pr_s 313043

N°¡X$-A¡ kuÆ`uA¡ 3.39

rhipm dL$p_, kd©Ù `yõsL$pge, âep¡Nipmp, kpeÞk A_¡ L$p¡çàeyV$f g¡b, BÞV$f_¡V$ L$_¡L$i_, cpBAp¡/bl¡_p¡ dpV¡$ lp¡õV¡$g_u kyrh^p

eyr_hrk®V$u k„Qprgs L$p¡g¡S>, `|Z® kde_p AÝep`L$p¡ - 1 + 14 A_ychu AÝep`L$p¡ Üpfp rinZ_y„ L$pe® kpsÐe`|Z® AÝep`_ d|ëep„L$_-dpN®v$i®_

2. X$pµ. Apf. ku. dyghpZu, ApQpe®, rS>‰p rinZ A_¡ spgud ch_, kfL$pfu bu. A¡X¹$. L$p¡g¡S>, L$W$gpg

2017 kfL$pfu L$p¡g¡S>

175399 ---

21 A¡L$f_p¡ L¡$ç`k, L$çàeyV$f g¡b, v$f¡L$ ê$ddp„ õdpV®$ bp¡X®$, rhX$uep¡ L$p¡ÞãfÞk lp¡g, âep¡N ipmp, kpeÞk A_¡ d¡Õk g¡b, BÞV$f_¡V$ L$_¡L$i_, `yõsL$pge, L$gp M„X$

2017-18 \u kfL$pfu bu.A¡X$ L$p¡g¡S>, `|h® ârinZp\}, rinL$ l¡X$ V$uQf kfL$pfukMpspdp„ Ar^L$pfu sfuL¡$ L$pe®fs, X$u.A¡g.A¡X¹$$.A_¡ bu. A¡X¹$_y„ â\d kÓ_y„ 100% `fuZpd sdpd rhi¡j Qp¡Áesp kp\¡ `pk

3. X$pµ. X$u.ey. `V¡$g, ApQpe®, A¡_. A¡Q. `V¡$g L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, cpg¡S> fp¡X$, ApZ„v$. ap¡_ _„. 02692-250837

1971 A_yv$pr_s 313022

N°¡X$-bu kuÆ`uA¡ 2.66

`yõsL$pge, BÞV$f_¡V$ kyrh^p kfv$pf `V¡$g A¡ÄeyL¡$i_ V²$õV$, ApZ„v$ k„Qprgs |Z® kde_p ` + 2 klpeL$ AÝep`L$p¡ sdpd AÛs_ Øíe îpìe kp^_p¡

4. X$pµ. X$u.Apf.`fdpf, ApQpe® ApZ„v$ A¡ÄeyL¡$i_ L$p¡gS>, N°uX$_u kpd¡, ApZ„v$, ap¡_ _„. 02692 - 251876

1981 A_yv$pr_s 313009

N°¡X$-bu, 2015 kuÆ`uA¡ 2.71

L$p¡çàeyV$f g¡b, `yõsL$pge kyrhÛp, bl¡_p¡ dpV¡$ lp¡õV¡$g kyrh^p

îu fpdL©$óZ k¡hp d„X$m$, ApZ„v$ k„Qprgs |Z® kde_p AÝep`L$p¡ 100% `qfZpd, 28 hMs kyh®Z Q„ÖL$

5.

X$p. hu. Apf. kyhpZ, L$p. ApQpe® îudsu bu.ku.S>¡. L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, îudsu bu.X$u. fph L$p¡g¡S> L¡$ç`k, b¡W$L$ fp¡X$, M„cps ap¡_ _„. 02698 - 220250

1968 A_yv$pr_s 313012 B+

83 A¡L$f_p¡ L¡$ç`k, rhipm dL$p_, L$çàeyV$f g¡b, v$f¡L$ ê$ddp„ õdpV®$ bp¡X®$, BÞV$f_¡V$ L$_¡L$i_, `yõsL$pge, b|L$ b¢L$_u kyrh^p, g¡X$uT lp¡õV¡$g

huk hj®\u h y i¥nrZL$ A_ych ^fphsp âpÂep`L$p¡, 100% `qfZpd, kp¥\u S|>_u k„õ\p(1968), kpfp„ dpZk kp\¡ kpfp„ rinL$p¡ s¥epf L$fhp_u ârsbÙsp

6.

X$p. ep¡N¡iLy$dpf Apf. `fdpf, L$p. ApQpe® îudsu A¡k.ApB.`V¡$g BàL$p¡hpgp L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, L$p¡g¡S> L¡$ç`k, v$„spgu fp¡X$, `¡V$gpv$ -$ 388 450 sp.-$ Æ. ApZ„v$, ap¡_ _„. 02697 -252228 dp¡._„. 9428211148

1970 A_yv$pr_s 313014 Grade – B

CGPA 2.58

rhipm dL$p_, kd©Ù `yõsL$pge, âep¡Nipmp, L$çàeyV$f g¡b,

`¡V$gpv$ A¡ÄeyL¡$i_ V²$õV$ k„Qprgs bu.A¡X¹$. L$p¡g¡S>, k„õ\p_y„ v$f hj£ 100% `qfZpd, 04 hMs eyr_. Np¡ëX$ d¡X$g, X$p.bpbpkpl¡b Ap„b¡X$L$f Ap¡ _ eyr_hrk®V$u(bu.A¡X¹$.) AæepkL¡$ÞÖ

7. X$p. Æs¡jLy$dpf L¡$. sgpV$u, ApQpe® îu Apf. `u. A_X$p L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, bp¡fkv ap¡_ _„. 02696-222519

1971 A_yv$pr_s

S|>_p¡:313015 _hp¡:138840

Grade : B

CGPA 2.60

kd©Ù `yõsL$pge, BÞV$f_¡V$, lp¡õV¡$g, L$p¡çàeyV$f g¡b

sdpd rh^phpQõsrs A_ychu AÝep`L$p¡, õdpV®$ bp¡X®$, Öíe îpìe kp^_p¡ Üpfp AÂep`_

8.

Dr. N. V. Bose, Principal,

H M Patel Institute of English Training

and Research, Vallabh Vidyanagar.

Phone No. 02692-230193

1965 GIA

314001

Grade : B

2.91

2014

Rich Library, Language Lab,

Psychology Lab, Computer

Lab, Laptop Bank, Recording

Studio

UG and PG Courses like B.Ed.

(English), MA (ELT), M. Phil. (ELT)

and Ph. D. (ELT), College has got

CPE status of UGC 9. X$pµ. _ykfs L$pv$fu, ApQpep® 2000 õhr_c®f N°¡X$-bu, rhipm _hy dL$p_, L$p¡çàeyV$f g¡b, Qfp¡sf A¡ÄeyL¡$i_ kp¡kpeV$u, ApZ„v$ k„Qprgs

22

A_y. _„.

L$p¡g¡S>_y„ _pd / kf_pdy / ApQpe®îu_y„ _pd

õ\p`_p hj®

k„õ\p_p¡ âL$pf / L$p¡X$ _„.

_¡L$ A¡q¾$X¡$i_ cp¥rsL$ kyrh^pAp¡ V|„$L$p¡ `qfQe / rkqÙ

îu ApB.S>¡. `V¡$g bu.A¡X¹$. L$p¡gS>, dp¡Nfu ap¡_ _„. 02692 - 236266

321010 kuÆ`uA¡ 2.72 `yõsL$pge kyrhÛp NyS>fps_u kh®â\d õhr_c®f bu.A¡X¹$. L$p¡g¡S> 2009 \u A¡d.A¡X¹$. iê$ L$f¡g

10. X$pµ. q_dujLy$dpf qhfdNpdp, ApQpe® ApZ„v$ L$p¡gS Ap¡a A¡ÄeyL¡$i_, V$pD_ lp¡g `pk¡, ApZ„v$. ap¡_ _„. 02692 - 241700, 297790

2003 õhr_c®f 323025

N°¡X$-bu, kuÆ`uA¡ 2.45

AÛs_ cp¥rsL$ kyrh^pAp¡, L$p¡çàeyV$f g¡b

îu fpdL©$óZ k¡hp d„X$m$, ApZ„v$ k„Qprgs õhr_c®f L$p¡g¡Å¡ `¥L$u NAAC sfa\u kp¥â\d A¡¾$uX¡$i_ d¡mh_pf k„õ\p 100% `qfZpd

11.

Dr. Dipali B. Gandhi, I/c. Principal,

Waymade College of Education,

Near GCET Engineering College,

Bakrol Road, Vallabh Vidyanagar.

Phone No. (02692) 230050

2004 Self Finance

323125

NAAC

Gade-B

CGPA

2.83

2011

Psychology Lab. Language

Lab. Computer Lab. & Sci.

Lab. & Library etc.

B.Ed. (Advanced)

M.Ed. M.Phil, Ph.D.

100% placements

12.

îu lqflf ku. `V¡$g, L$p. ApQpe® `u.A¡d. `V¡$g L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, kfv$pf bpN `pk¡, _hp bk õV¡$ÞX$ kpd¡, ApZ„v$ ap¡_ _„. 02692 - 253658

2004 õhr_c®f 323143

_¡L$

N°¡X$-bu, CGPA

2.32

fdZue i¥nrZL$ k„Ly$g, `yõsL$pge, g¡b_u kyrh^p

ApZ„v$ `u`ëk d¡qX$L¡$f, ApZ„v$ k„Qprgs 100% `qfZpd

13.

X$p. bu_pb¡_ d_ujLy$dpf `pf¡M, ApQpe® îudsu yó`pb¡_ L$_¥epgpg B_pdv$pf L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, bpL$fp¡g-gp„ch¡g fp¡X$, dy.`p¡.bpL$fp¡g ap¡_ _„. 02692-233899, dp¡. _„. 6351590372

2006 õhr_c®f 323364

-

L$p¡çàeyV$f g¡b, gpeb°¡fu_u kyrh^p B_pdv$pf Apf.Apf. b°ûcË$ d„X$m, bpL$fp¡g k„Qprgs BÞõep¡fÞk A¡ÞX$ d¡qX$L$g a¡kuguV$u ^fph¡ R>¡.

14. îu a¡X²$uL$ d¡L$hp_, L$p. ApQpe® q¾$ròe_ L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, ApZ„v$ ap¡_ _„. 02692 - 267412

2007 õhr_c®f 323425

- L$p¡çàeyV$f g¡b, rhipm k¡rd_pf lp¡g ^ NyS>fps q¾$ròe_ krh®k kp¡kpeV$u, Adv$phpv$

k„Qprgs k„õ\p R>¡. DÑfp¡Ñf cp¥rsL$ kyrh^pAp¡_p¡ rhL$pk 100% `qfZpd

15.

Ly$. du_pnub¡_ bu. `V¡$g, L$p. ApQpe® A¡_.Apf.`V¡$g bu.A¡X¹$.(L$p¡.A¡X¹$.)L$p¡g¡S,>L$fdkv$ bk õV¡$ÞX$ `pk¡, L$fdkv$ ap¡_ _„. 02692-222543, 222024

2008 õhr_c®f 323332

-

Aæepk¾$dp¡_¡ gNsu sdpd kyrh^pAp¡, lp¡õV¡$g

L$fdkv$ L¡$mhZu d„X$m, L$fdkv k„Qprgs DÃQ âv$i®_ s\p eyr_hrk®V$u Ap„sf L$p¡g¡S> õ`^p® ep¡S>hpdp„ Aph¡ R>¡.

16.

X$pµ. qL$fuV$Ly$dpf Apf. Qp¥lpZ, L$p.ApQpe® kfv$pf `V¡$g L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, hX$spg fp¡X$, dy.`p¡.bpL$fp¡g ap¡_ _„. 02692 - 232156 dp¡. _„. 7574831732

2008 õhr_c®f

APW04609/ 323446

-

rhipm hN® M„X$p¡, gpeb°¡fu, g¡b, L$p¡çàeyV$f g¡b, k¡rd_pf lp¡g, hpBapB kyrh^p\u kˆ> k„õ\p, ApV®$ A¡ÞX$ ¾$pãV$, kpeL$p¡gp¡Æ, kpeÞk S>¡hu g¡b

qsê$`rs apBÞX¡$i_ V²$õV$, bpL$fp¡g k„Qprgs, kl Aæepk âh©rsAp¡dp„ AN°¡kf, 100 % `fuZpd

17. X$p. rls¡icpB `u. `V¡$g, ApQpe® bphuk Npd bu.A¡X¹$. L$p¡g¡S>, hëgc rhÛp_Nf ap¡_ _„. 02692 - 239401, 232734

2012 õhr_c®f

APW 02422/ 323263

KCG

B+ kuÆ`uA¡ 2.68

L$p¡çàeyV$f g¡b, âp¡S>¡L$V$f ê$d / õ`p¡V®¹$k ê$d, kpeL$p¡ g¡b, kpeÞk g¡b A_¡ gpBb°¡fu

bphuk Npd A¡ÄeyL¡$i_ V²$õV$ k„Qprgs rhÛp_Nf _u dÝedp„ i¥nrZL$ A_¡ kl AæepkuL$ âh©rÑ\u eyhp, L$gp A_¡ L$p¥iëep¡_u Arcìe[¼s_u sL$p¡ `|fy `pX$sy L¡$ç`k

18. X$p. L¡$.X$u. `V¡$g, ApQpe®, 2007 õhr_c®f --- L$p¡çàeyV$f g¡b, B.V$u.g¡b, d_p¡rhop_ îu L$`X$h„S> L¡$mhZu d„X$m k„Qprgs L$`X$h„S>dp„

23

A_y. _„.

L$p¡g¡S>_y„ _pd / kf_pdy / ApQpe®îu_y„ _pd

õ\p`_p hj®

k„õ\p_p¡ âL$pf / L$p¡X$ _„.

_¡L$ A¡q¾$X¡$i_ cp¥rsL$ kyrh^pAp¡ V|„$L$p¡ `qfQe / rkqÙ

îudsu A¡k.L¡$.ipl(Ãlphpmp) L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, L$`X$h„S>, Æ. M¡X$p ap¡_ _„. 02691 - 254572

APW 02638/ 323316

g¡b, kpeÞk g¡b, rhipm dL$p_, kd©Ù `yõsL$pge

rhipm L$p¡g¡S> L¡$ç`kdp„ 100% `qfZpd

19.

X$pµ. ê$`¡i Apf. `V¡$g, L$p. ApQpe® ^d®S> L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, ^d®S> Apd° pgu V$pD_iu`, `¡V$gpv$-M„cps fp¡X$, ^d®S>-388 430, sp. `¡V$gpv$ Æ.ApZ„v.$ ap¡_ _„. 02697 - 244470

2007 õhr_c®f 323280

---

rhipm dL$p_, kd©Ù `yõsL$pge, L$çàeyV$f g¡b, BÞV$f_¡V$_u kyrh^p, cpBAp¡/bl¡_p¡ dpV¡$ lp¡õV¡$g_u kyrh^p

k„õL©$rs k„õ\p Q¡fuV¡$bg V²$õV$, ^d®S> k„Qprgs 100% `qfZpd

20.

hpO¡gp ârhZpb¡_ L„$Q_gpg, L$p.ApQpep® ^u dl¡dv$phpv$ A¡ÄeyL¡$i_ kp¡kpeV$u bu.A¡X¹$. L$p¡g¡S>, dl¡dv$phpv$ ap¡_ _„. 02694-224470, dp¡.9726315926

2016 õhr_c®f 323097

---

qhipm dL$p_ ,`yõsL$pge, L$p¡çàeyV$f g¡b, kpeL$p¡gp¡Æ g¡b, kpeÞkg¡b

^u dl¡dv$phpv$ A¡ÄeyL¡$i_ kp¡kpeV$u k„Qprgs 100% `qfZpd

21.

îu. S>e¡i A¡d. kp_uep, L$p.ApQpe®, îu L¡$.Æ.`V¡$g L$p¡g¡S> Ap¡a A¡ÄeyL¡$i_, Ap¡X$, ap¡_._„. 02692-282755, 282004 dp¡.9925093194

2005 õhr_c®f

323225 ---

rhipm dL$p_, kd©Ù `yõsL$pge, L$çàeyV$f g¡b, BÞV$f_¡V$_u kyrh^p, kpeL$p¡gp¡Æ g¡b, ÆdMp_p, cpBAp¡/bl¡_p¡ dpV¡$ lp¡õV¡$g_u kyrh^p

îu Ap¡X$$ A¡ÄeyL¡$i_ kp¡kpeV$u k„Qprgs 100% `qfZpd

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