fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk&2015
Bihar Combined Entrance Competitive Exam.-2015
(B. C. E. C. E. – 2015)
fooj.k iqfLrdk
'kS{kf.kd l=k % 2015–2016
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fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk i"kZn
(fcgkj ljdkj)
vkWu ykbZu Hkjs gq, vkosnu i=k dh
dk;kZy; esa izkfIr dh vfUre frfFk
ijh{kk dh frfFk & izFke pj.k
f}rh; pj.k
^gkMZ*
%
%
%
dkWih i"kZn
10.03.2015
19.04.2015
17.05.2015
BCECE-2015 ls lEcfU/r izeq[k lwpuk,¡
Øe la[;k
fooj.k
dafMdk
i`"B la[;k
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1.
ifjp; A
2.
laLFkku ,oa 'kk[kk ifjorZu A
fofHkUu laLFkkuksa dh ikB~;Øeksa esa miyC/ lhVsa A
ijh{kk ds fo"k; ,oa vof/ A
vkj{k.k @ vkj{k.k dksfV @ vkj{k.k uhfr A
'kS{kf.kd ;ksX;rk] vk;q lhek ,oa vU; vgZrk;sa A
vkosnu i=k rFkk ijh{kk 'kqYd A
vkosnu izi=k Hkjus ds fy, vko';d funs'Z kA
la;qDr izos'k izfr;ksfxrk ijh{kk ds lEcU/ esa funsZ'k A
la;qDr izos'k izfr;ksfxrk ijh{kk ds mijkUr A
vU; vko';d lwpuk,¡ A
ekxZn'kZd ikB~;Øe A
vfHk;a=k.k & iQkesZlh /kjk rFkk leku O;kolkf;d
13
ikB~;Øeksa esa ukekadu gsrq vfrfjDr lwpuk,¡ ,oa
okafNr ;ksXrk,¡ A
14
fpfdRlk /kjk rFkk leku O;kolkf;d ikB~;Øeksa esa
ukekadu gsrq vfrfjDr lwpuk,¡ ,oa okafNr ;ksXrk,¡ A
15
Ñf"k /kjk esa jktsUnz Ñf"k fo'ofo|ky; ds vUrxZr
lHkh ikB~;Øeksa esa ukekadu gsrq vfrfjDr lwpuk,¡ ,oa
okafNr ;ksXrk,¡ A
izkbZosV ik;yV ykblsUl ikB~;Øe gsrq lwpuk,sa ,oa ;ksXrk;saA
16
fofHkUu lkjf.k;k¡ A
lkj.kh&1 ls lkj.kh&4
ifjf'k"V&1 (ekxZn'kZd ikB~;Øe)
ifjf'k"V&2 (fodykaxrk ls lEcfU/r)
ifjf'k"V&2(iv) lSfud deZpkjh dksVk (SMQ) ls lEcfU/r foKku ,oa izkoSf/dh
foHkkx] fcgkj ljdkj dk ladYiA
ifjf'k"V&3 (OMR ls lEcfU/r)
ifjf'k"V&4 vfHk;a=k.k /kjk ds ikB~;Øeksa gsrq AICTE }kjk fu/kZfjr dk;ZØeA
*******
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19-24
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1
LIST OF ENCLOSURES (CHECK LIST)
vuqyXudksa dh lwph (tk¡p lwph)
Sl.N.
Øela1.
Particulars of Enclosures
vuqyXud & fooj.kh
Persons/ organisations from
Where it should be obtained
O;fDr @ laLFkku @ laxBu tgk¡ ls mls izkIr djuk gS
(i) Marks Sheet and Admit Card of I.Sc. or equivalent examination (only
Relevant University / Council / Board or
Admit Card in the case of candidates appearing in qualifying examination.)
its equivalent
vkbZ-,l-lh- ;k led{k ijh{kk dk vad i=k ,oa izos'k i=k (Admit Card) (vxj
lEcfU/r fo'ofo|ky; @ ifj"kn~ @ i"kZn ;k led{k A
vH;FkhZ vgZd (Qualifying) ijh{kk esa fliQZ lfEefyr gqvk gks] rks dsoy izos'k i=kA)
(*ii) In case of appearing candidates in the qualifying Examination, a
Principal of the Institution concerned
certificate clearly mentioning the subjects and stating that the result
of such examination has not been published.
vgZd (Qualifying) ijh{kk esa lfEefyr gksus okys vH;FkhZ ds fy, ijh{kk ds fo"k;ksa
dk mYys[k djrs gq, bl vk'k; dk izek.k i=k fd vgZd ijh{kk dk ijh{kkiQy vHkh
izdkf'kr ugha gqvk gS A
2.
3.
lEcfU/r laLFkku ds izkpk;Z A
Matric/ equivalent certificate and Admit Card as proof of age and Identity
Board / Equivalent.
eSfVªd @ led{k ijh{kk dk izek.k i=k ,oa izos'k i=k ftlls vk;q ,oa igpku izekf.kr gks A
cksMZ @ led{k A
*Caste certificate
Concerned C.O. countersigned by DM /
SDO (Civil) of permanent residence .
4.
5.
*tkfr izek.k i=k
LFkk;h fuokl ds va p ykf/dkjh ds lkFk ftyk
inkf/dkjh @ vuqeaMy inkf/dkjh }kjk izfrgLrk{kfjr A
Character certificate
Head of the Institution last attended.
pfj=k izek.k i=k
ftl laLFkku esa vfUre :i ls ukekafdr gks] mlds
izkpk;Z A
*Income certificate (If needed, to be submitted at the time of Counselling)
Concerned C.O. countersigned by DM /
SDO (Civil) of permanent residence .
*vk; izek.k i=k (vko';drkuqlkj dkWmUlsfyax ds le; izLrqr fd;k tkuk gS A)
6.
7.
8.
Application Form (Part-A)
LFkk;h fuokl ds va p ykf/dkjh ds lkFk ftyk
inkf/dkjh @ vuqeaMy inkf/dkjh }kjk izfrgLrk{kfjr A
Duly filled in by the candidate and photo
pasted on specified place on it.
vkosnu&i=k (ikVZ&A)
vH;FkhZ }kjk Hkjk gqvk ,oa fufnZ"V LFkku ij iQksVks
fpidk;k gqvk A
Photograph (As per para 8.2 of the prospectus)
Self attested by the candidate.
iQksVksxzkiQ [fooj.k iqfLrdk dh dafMdk 8-2 ds vuqlkj)
vH;FkhZ }kjk LogLrk{kfjr A
* Certificate for native of Bihar
Concerned C.O. countersigned by DM /
SDO (Civil) of permanent residence .
fcgkj ds LFkk;h fuoklh gksus dk izek.k i=k
* NOTE : To be furnished, wherever applicable.
LFkk;h fuokl ds va p ykf/dkjh ds lkFk ftyk
inkf/dkjh @ vuqeaMy inkf/dkjh }kjk izfrgLrk{kfjr A
2
Sl.N.
Particulars of Enclosures
Øela-
vuqyXud & fooj.kh
Persons/ organisations from
Where it should be obtained
O;fDr @ laLFkku @ laxBu tgk¡ ls mls izkIr djuk gS
*(iii)
Refugee Registration certificate
Concerned DM (or ADM authorised by the
DM) / Refugee Registration Officer
*(iv)
'kj.kkFkhZ fucU/u izek.k i=k
lEcfU/r ftyk inkf/dkjh (vFkok muds }kjk izkf/d`r
,-Mh-,e-) @ 'kj.kkFkhZ fucU/u inkf/dkjh A
Certificate showing that the applicant's parent is an employee of
Employer Concerned.
the Govt. of Bihar.
bl vk'k; dk izek.k i=k fd vkosnd ds ekrk @ firk fcgkj ljdkj ds dehZ (Employee)
lEcfU/r fu;kstudrkZ A
gSa A
*(v) Certificate showing that the applicant's parent is an employee of
Employer Concerned.
Govt of India and posted in Bihar or an employee of any Public
Sector Undertaking of the Govt. of India and posted in Bihar.
bl vk'k; dk izek.k i=k fd vkosnd ds ekrk @ firk Hkkjr ljdkj ds dehZ (Employee)
gSa ,oa fcgkj esa inLFkkfir gSa ;k Hkkjr ljdkj ds fdlh miØe ds dehZ (Employee)
lEcfU/r fu;kstudrkZ A
gSa ,oa fcgkj esa dk;Zjr gSa A
*(vi)
Certificate showing that the applicant's parent is an employee of
Employer Concerned.
the United Nations Organisation and that he/ she is at present posted
in Bihar.
bl vk'k; dk izek.k i=k fd vkosnd ds ekrk @ firk ;qukbZVsM us'kUl vkWxZukbZts'ku ds
lEcfU/r fu;kstudrkZ A
dehZ (Employee) gSa ,oa os laizfr fcgkj esa inLFkkfir gSa A
*(vii) Such candidates who have not studied in Bihar but claim eligibility
Principal of the Institution concerned.
on ground of permanent/ 10 years or more of continuous residence
in Bihar in respect of their parents, must also furnish a certificate
from the Institution where he/ she is studying for the qualifying
examination indicating the permanent address as recorded in the
Admission Register of that Institution.
os vH;FkhZ ftUgksaus fcgkj esa f'k{kk ugha izkIr dh gks fdUrq ftuds ekrk @ firk fcgkj esa
lEcfU/r laLFkku ds izkpk;Z A
LFkk;h @ yxkrkj nl o"kZ ;k mlls vf/d le; rd jgus ds dkj.k viuh ik=krk
(Eligibility) dk nkok djrs gksa] vgZd (Qualifying) ijh{kk esa ftl laLFkku ls
lfEefyr gks jgs gksa mlds ukekadu jftLVj esa mudk tks LFkk;h irk ntZ gks] mlds mYys[k
ds lkFk ,r~n lEcU/h izek.k i=k Hkh nsa A
*(viii)
Certificate for Servicemen's Quota (SMQ), clearly mentioning the
As per para 5.8 of this prospectus.
relationship of the candidate.
lfoZl eSu dksVk (SMQ) izek.k i=k ftlesa ;g Li"V fd;k gks fd vH;FkhZ ls fdl izdkj
bl fooj.k iqfLrdk dh dafMdk&5-8 ds vuqlkj A
dk lEcU/ gS A
*(ix)
Certificate for Disabled Quota (DQ)
fodykaxrk dksVk (DQ) izek.k i=k A
* NOTE : To be furnished, wherever applicable.
As per Para 5.7 of this prospectus.
bl fooj.k iqfLrdk dh dafMdk&5-7 ds vuqlkj A
3
fcgkj ljdkj
fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk i"kZn
fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk&2015
fooj.k iqfLrdk
ifjp; %
O;kolkf;d Lukrd Lrj ds ikB~;Øeksa] ;Fkk vfHk;a=k.k] fpfdRlk foKku] nUr fpfdRlk] iQkesZlh] Ñf"k foKku] m|ku foKku] i'kq fpfdRlk
foKku] eRL; foKku] Ms;jh rFkk leku izÑfr ds vU; ikB~;Øeksa ds izFke o"kZ esa izos'k gsrq rFkk jkT; ,oa jkT; ds ckgj ds fo'ofo|ky;ksa]
egkfo|ky;ksa ,oa laLFkkuksa esa izos'k ds fy, tgk¡ jkT; ljdkj ds euksu;u dh vis{kk gks] ogk¡ ,sls euksu;u gsrq p;u] fcgkj la;qDr izos'k
izfr;ksfxrk ijh{kk&2015 (Bihar Combined Entrance Competitive Exam.-2015) ds ijh{kkiQy ls rS;kj dh xbZ esèkk lwph ls
;ksX;rk&lg&fodYi ds vk/kj ij gksxk] ftldk lapkyu fcgkj ljdkj }kjk xfBr fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk i"kZn djsxk A
1.
laf{kIr 'kh"kZd] foLrkj&lhek ,oa izkjEHk %
(i)
;g fooj.k iqfLrdk ^^ch-lh-bZ-lh-bZ-&2015 dh fooj.k iqfLrdk** ds uke ls tkuh tk;sxh A
(ii)
bldk foLrkj lEiw.kZ fcgkj jkT; esa gksxk A
(iii)
;g rqjUr ykxw gksxh A
1.1
ifjHkk"kk;sa %
(i)
^^ikB~;Øe** ls vfHkizk; gS Lukrd Lrj ds O;kolkf;d ikB~;Øe A
(ii) ^^ijh{kk** ls vfHkizk; gS fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk i"kZn }kjk vk;ksftr fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk A
(iii) ^^i"kZn** ls vfHkizk; gS fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk i"kZn A
(iv) ^^ljdkj** ls vfHkizk; gS fcgkj ljdkj A
( v) ^^ijh{kk fu;a=kd** ls vfHkizk; gS ijh{kk fu;a=kd] fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk i"kZn] tks ljdkj }kjk fu;qDr fd;s x;s gSa A
(vi) ^^fcgkj** ls vfHkizk; gS iquxZBu mijkUr fcgkj tks fcgkj iquxZBu vf/fu;e&2000 dh /kjk&4 (Clause 4 of Bihar Reorganisation
Act-2000) ds vuqlkj ikfjHkkf"kr gS A
(vii)
bathfu;fjax&iQkesZlh /kjk ls vfHkizk; %
bathfu;fjax @ vkfdZVsDpj @ iQkesZlh @ leku izÑfr ds vU; O;kolkf;d ikB~;Øe (f'k{k.k laLFkkuksa dh lwph&lkj.kh&1)% dsoy fcgkj
dksVk A
,oa
fcgkj jkT; ds ckgj vU; rduhdh@ O;kolkf;d laLFkkuksa ds ikB~;Øe dsoy fcgkj dksVk A
(viii)
fpfdRlk /kjk ls vfHkizk; %
o"kZ 2013 esa vf[ky Hkkjrh; Lrj ij NEET(UG)-2013 ds vk;kstu ds i'pkr~ LokLF; foHkkx] fcgkj ljdkj ds i=kkad&1@i-fu-&
05@2013&969(I) fnukad 16-12-2013 ds vkyksd esa fcgkj ds fpfdRlk egkfo|ky;ksa@ nUr egkfo|ky;ksa lfgr fiQft;ksFksjsih]
vkdqis'kuy Fksjsih egkfo|ky;@ jktdh; vk;qosZfnd dkWystksa@ jktdh; gksfe;ksiSFkh dkWyst@ jktdh; frCch dkWyst ds ikB~;Øe rFkk
leku izÑfr ds vU; O;kolkf;d ikB~;Øe (f'k{k.k laLFkkuksa dh lwph& lkj.kh&2) A
(ix)
Ñf"k /kjk ls vfHkizk; %
fcgkj ds Ñf"k fo'ofo|ky;ksa ds Ñf"k@ i'kq fpfdRlk@ xO; rduhdh (Ms;jh) @ Ñf"k vfHk;a=k.k@ eRL; foKku@ m|ku @ ck;ksVsDuksykWth
ds ikB~;Øe rFkk leku izÑfr ds vU; O;kolkf;d ikB~;Øe (f'k{k.k laLFkkuksa dh lwph& lkj.kh&3)
2.
laLFkku ,oa 'kk[kk ifjorZu %
laLFkku ,oa 'kk[kk ifjorZu laca/h lHkh ekeyksa ij i"kZn }kjk fu.kZ; fy;k tk;sxk A i"kZn dk fu.kZ; vfUre gksxk A mlds ckn laLFkku ,oa 'kk[kk
ifjorZu&laca/h fdlh Hkh vkosnu ij lacaf/r laLFkkuksa@ fo'ofo|ky;ksa@ egkfo|ky;ksa ds funs'kdksa@ dqyifr;ksa@ izkpk;ksaZ vFkok lacaf/r funs'kky;ksa
4
}kjk fopkj ugha fd;k tk;sxkA fdlh Hkh ifjfLFkfr esa muds }kjk i"kZn ds fu.kZ;ksa dk vfrØe.k ugha fd;k tk;sxk A ijUrq f}rh; o"kZ esa laLFkku
,oa 'kk[kk ifjorZu vf[ky Hkkjrh; rduhdh f'k{kk ifj"kn~ ds fn'kk&funs'k ds vkyksd esa vfHk;a=k.k laLFkkuksa esa fd;k tk ldsxk A
3.
fofHkUu laLFkkuksa ds ikB~;Øeksa esa miyC/ lhVsa %
fofHkUu /kjkvksa ds laLFkkuksa] mlds ikB~;Øeksa rFkk miyC/ lhVksa dh la[;k dk fooj.k lkj.kh 1 ls 4 esa fn;k x;k gS A fcgkj ljdkj@ Hkkjr
ljdkj }kjk fofHkUu ikB~;Øeksa@ 'kk[kkvksa@ fo"k;ksa dh f'k{kk] lhVksa dh dqy la[;k esa iQsj&cny djus ij rnuqlkj tkudkjh ukekadu gsrq
lk{kkRdkj ds iwoZ ns nh tk;sxh A
4.
ijh{kk ds fo"k; ,oa vof/ %
4.1
fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk nks pj.kksa esa lEiUu dh tk;sxh A lHkh vkosnd] ftUgsa ik=krk izkIr gksxh] izFke pj.k esa vgZd
iz'u&i=k (Qualifying paper) esa ijh{kk nsaxs A tks vkosnd izFke pj.k dh ijh{kk ds vk/kj ij vgZrk izkIr djsaxs dsoy mUgsa gh f}rh;
pj.k dh ijh{kk esa lfEefyr gksus dh vuqefr nh tk;sxh A izFke pj.k ,oa f}rh; pj.k ds iz'u i=k lkekU;r% bUVjehfM,V (I.Sc. /
+2 / led{k) Lrj ds gksaxs (ns[ksa dafMdk&9-5 rFkk 12) A
izFke pj.k ,oa f}rh; pj.k dh ijh{kkvksa esa iz'u vaxzsth esa iwNs tk;saxs vkSj muds uhps mudk fgUnh vuqokn gksxk A izFke
pj.k vkSj f}rh; pj.k dh ijh{kk esa iz'u oLrqfu"B (objective) gksaxs A
4.2
fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk&2015% (izFke pj.k)%
fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk&2015 (izFke pj.k) dk iz'ui=k rFkk ijh{kk dh vof/ fuEufyf[kr gksxh &
ijh{kk dh frfFk % 19.04.2015
--------------------------------------------------------------------------------------------------------
fo"k;
&&&&&&&&&&&
vgZd iz'u&i=k
(Qualifying paper)
iw.kkZad
&&&&&&
600
ijh{kk dh vof/
&&&&&&&&&&&&&&
2 ?kaVs 15 feuV
le;
&&&&&&&&&&&&&
11-00 iwokZÉ ls
1-15 vijkÉ
--------------------------------------------------------------------------------------------------------
fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk ds izFke pj.k esa dsoy vgZd iz'u&i=k (Qualifying paper) esa ijh{kk nsuh gksxh A ;g
iz'ui=k oLrqfu"B (Objective) rFkk lok nks ?kaVs dh vof/ dh gksxh A blesa dqy pkj [kaM gksaxs ;Fkk (1) HkkSfrd foKku (2) jlk;u
foKku (3) xf.kr (4) tho foKku A izR;sd [akM esa pkj&pkj vad ds 50 iz'u jgsaxs A izR;sd xyr mÙkj ds fy, ,d vad dh
dVkSrh dh tk;sxhA
4.2.1
tks vkosnd bl fooj.k iqfLrdk dh dafMdk 13-8 (d) esa of.kZr 'kS{kf.kd vgZrk gsrq okafNr fo"k;ksa esa I.Sc. ;k led{k ijh{kk esa
mÙkh.kZ gksa ;k pkyw l=k esa lfEefyr gks jgs gksa rFkk tks f}rh; pj.k esa HkkSfrd foKku] jlk;u foKku rFkk xf.kr fo"k;ksa esa ijh{kk nsus
ds bPNqd gksa mUgsa ihúlhú,eú (PCM) xzqi dgk tk;sxk vkSj mudks izFke pj.k ijh{kk esa HkkSfrd foKku [kaM] jlk;u foKku [kaM rFkk
xf.kr [kaM ds iz'uksa dk mÙkj nsuk iM+sxkA
tks vkosnd bl fooj.k iqfLrdk dh dafMdk 14-4(d) esa of.kZr 'kS{kf.kd vgZrk gsrq okafNr fo"k;ksa esa I.Sc. ;k led{k ijh{kk esa mÙkh.kZ
gksa ;k pkyw l=k esa lfEefyr gks jgs gksa rFkk tks f}rh; pj.k esa HkkSfrd foKku] jlk;u foKku ,oa tho foKku fo"k;ksa esa ijh{kk nsus ds
bPNqd gksa] mudks ihúlhúchú (PCB) xzqi dgk tk;sxk vkSj izFke pj.k dh ijh{kk esa mudks HkkSfrd foKku [kaM] jlk;u foKku [kaM
rFkk tho foKku [kaM ds iz'uksa dk mÙkj nsuk gksxk A
4.2.3 tks vkosnd bl fooj.k iqfLrdk dh mijksDr dafMdk 4-2-1 ,oa 4-2-2 esa ls izR;sd esa of.kZr 'kS{kf.kd vgZrk gsrq okafNr fo"k;ksa esa I.Sc.
;k led{k ijh{kk esa mÙkh.kZ gksa ;k pkyw l=k esa lfEefyr gks jgs gksa rFkk tks f}rh; pj.k esa HkkSfrd foKku] jlk;u foKku] xf.kr rFkk
tho foKku fo"k;ksa esa ijh{kk nsus ds bPNqd gksa mUgsa ihúlhú,eúchú (PCMB) xzqi dgk tk;sxk rFkk mudks izFke pj.k ijh{kk esa HkkSfrd
foKku [kaM ,oa jlk;u foKku [kaM ds iz'uksa dk mÙkj nsuk vfuok;Z gksxk A blds vfrfjDr mUgsa xf.kr [kaM vkSj tho foKku [kaM esa
ls fdlh ,d [kaM ds iz'uksa dk mÙkj] fodYikuqlkj nsuk gksxk A rnuqlkj ihúlhú,eúchú xzqi ds tks vkosnd izFke pj.k esa vgZd iz'u
i=k ds HkkSfrd foKku [kaM] jlk;u foKku [kaM ,oa xf.kr [kaM ds iz'uksa ds mÙkj nsxs os izFke pj.k dh izfØ;k gsrq ihúlhú,eú xzqi
esa lekfgr le>s tk;saxs A blh izdkj ihúlhú,eúchú xzqi ds tks vkosnd izFke pj.k esa vgZd iz'u i=k ds HkkSfrd foKku [kaM] jlk;u
foKku [kaM ,oa tho foKku [kaM ds mÙkj nsaxs os izFke pj.k dh izfØ;k gsrq ihúlhúchú xzqi esa lekfgr le>s tk;saxs A ihúlhú,eúchú
xzqi ds vkosndksa dks ihúlhú,eú@ ihúlhúchú xzqi ds vkosndksa ls vf/d ijh{kk 'kqYd nsuk gksxk A
4.2.4 vgZd iz'ui=k esa izkIr vadksa ds vk/kj ij fo"k; xzqi ;Fkk ihúlhú,eú@ ihúlhúchú ds fy;s dksfVokj ,d yC/kad vgZrk lhek fu/
kZfjr dh tk;sxh ftlesa lEcfU/r fo"k; xzqi ds fy, miyC/ dqy lhVksa ds yxHkx 4 xq.kk vkosndksa dks vgZfjr (Qualified) ekuk tk;sxk
4.2.2
5
4.3
vkSj dsoy mudks gh f}rh; pj.k dh ijh{kk esa cSBus dh vgZrk izkIr gksxh A tks vkosnd mi;ZqDr ds vuqlkj vgZrk izkIr ugha dj ik;saxs
mudks f}rh; pj.k dh ijh{kk esa cSBus dh vuqefr ugha nh tk;sxh A
fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk % (f}rh; pj.k)
4.3.1 la;qDr izos'k izfr;ksfxrk ijh{kk&2015 ds fo"k; rFkk ijh{kk dh vof/ fuEufyf[kr gksxh %
ijh{kk dh frfFk % 17.05.2015
------------------------------------------------------------------------------------------------------
Øe fo"k;
&&& &&&&&&&&&&&&&&
(i)
HkkSfrd foKku
(ii) jlk;u foKku
(iii) xf.kr
(iv) tho foKku
iw.kkZad
&&&&&&
400
400
400
400
ijh{kk dh vof/ ,oa le;
&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&
1 ½ ?kaVs (9-00 iwokZ- ls 10-30 iwokZ-)
1 ½ ?kaVs (11-00 iwokZ- ls 12-30 vi-)
1 ½ ?kaVs (2-00 vi- ls 3-30 vi-)
1 ½ ?kaVs (4-00 vi ls 5-30 vi-)
------------------------------------------------------------------------------------------------------
mijksDr HkkSfrd foKku] jlk;u foKku] xf.kr ,oa tho foKku esa ls izR;sd fo"k; esa pkj&pkj vad ds 100 oLrqfu"B
iz'u jgsaxsA izR;sd xyr mÙkj ds fy, ,d vad dh dVkSrh dh tk;sxhA
4.3.2 ihúlhú,eú fo"k; xzqi ds tks vkosnd la;qDr izos'k izfr;ksfxrk ijh{kk&2015 ds izFke pj.k esa HkkSfrd foKku] jlk;u foKku
,oa xf.kr fo"k;ksa ds izkIrkadksa ds vk/kj ij f}rh; pj.k ds fy;s vgZrk izkIr djsaxs os f}rh; pj.k dh ijh{kk HkkSfrd foKku]
jlk;u foKku ,oa xf.kr fo"k;ksa esa nsaxs A blh izdkj ihúlhúchú fo"k; xzqi ds tks vkosnd izFke pj.k esa HkkSfrd foKku] jlk;u
foKku ,oa tho foKku fo"k;ksa ds izkIrkadksa ds vk/kj ij f}rh; pj.k ds fy;s vgZrk izkIr djsaxs os f}rh; pj.k dh ijh{kk HkkSfrd
foKku] jlk;u foKku ,oa tho foKku fo"k;ksa esa nsaxs A
ihúlhú,eúchú xzqi ds tks vkosnd izFke pj.k dh ijh{kk esa ihúlhú,eú vFkok ihúlhúchú xzqi ds izkIrkadksa
ds vk/kj ij f}rh; pj.k dh ijh{kk ds fy, vgZrk izkIr djsaxs] os f}rh; pj.k dh ijh{kk HkkSfrd foKku] jlk;u foKku] xf.kr
rFkk tho foKku fo"k;ksa esa nsaxs A
4.3.3 HkkSfrd
foKku] jlk;u foKku ,oa xf.kr esa izkIrkadksa ds ;ksx ds vk/kj ij PCM xzqi ds fy, ,oa HkkSfrd foKku] jlk;u foKku
rFkk tho foKku esa izkIrkadksa ds ;ksx ds vk/kj ij PCB xzqi ds fy, vyx&vyx es/k lwfp;k¡ cukbZ tk,¡xh A
(d) HkkSfrd foKku] jlk;u foKku rFkk xf.kr esa izkIrkadksa ds ;ksx ij vk/kfjr es/k lwph ls fuEufyf[kr ikB~;Øeksa ds fy,
;ksX;rk&lg&fodYi ds vk/kj ij miyC/ LFkkuksa dks Hkjk tk;sxk % bathfu;fjax@ vkfdZVsDpj@ Ñf"k vfHk;a=k.k@ Ms;jh
VsDukWyksth A
([k) HkkSfrd foKku] jlk;u foKku rFkk tho foKku esa izkIrkadksa ds ;ksx ij vk/kfjr es/k lwph ls fuEufyf[kr ikB~;Øeksa ds
fy, ;ksX;rk&lg&fodYi ds vk/kj ij LFkkuksa dks Hkjk tk,xk % fpfdRlk foKku @ nar fpfdRlk@ i'kq fpfdRlk@ eRL;
foKku@ vk;qosZfnd@ gksfe;ksiSFkh@ ;wukuh (frCch)@ fiQft;ksFksjsih ,oa vkdqis'kuy Fksjsih A
(x) HkkSfrd foKku] jlk;u foKku rFkk tho foKku ;k xf.kr esa izkIrkadksa ds ;ksx ij vk/kfjr la;qDr es/k lwph ls fuEufyf[kr
ikB~;Øeksa ds fy, ;ksX;rk&lg&fodYi ds vk/kj ij LFkkuksa dks Hkjk tk;sxk %
Ñf"k @ m|ku @ ck;ksVsDuksykWth @ iQkesZlh A
5.
vkj{k.k @ vkj{k.k dksfV @ vkj{k.k uhfr %
5.1
fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk&2015 ds vk/kj ij ukekadu gsrq p;u ,oa lhV vkoaVu fufeÙk fcgkj ljdkj }kjk bl ijh{kk ds
fy, vkosnu&i=k vkWu ykbZu submit djus dh frfFk rd fu/kZfjr @ ykxw fd;s x;s vkj{k.k lEcU/h fu;eksa@ uhfr;ksa dk ikyu fd;k
tk;sxkA
5.2
tks vkosnd fcgkj jkT; ds ewy fuoklh gksa vkSj ftUgsa fcgkj ljdkj ds okafNr inkf/dkjh ls vkj{k.k ykHk ds fy;s mfpr tkfr
izek.k&i=k izkIr gks] muds fy;s izR;sd laLFkku dh 'kk[kkokj lhVksa ij ukekadu gsrq fcgkj ljdkj }kjk fu/kZfjr ,oa vkosnu i=k foØ;
izkjEHk djus dh frfFk dks ykxw vkj{k.k uhfr ds vuqlkj fofHkUu dksfV;ksa ds fy;s vkj{k.k fuEuor gSa%&
6
Øe
dksfV
&& &&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&
ivuqlfw pr tkfr (Scheduled Caste : SC)
vkjf{kr lhVksa dk izfr'kr
&&&&&&&&&&&&&&&&&&&&&
–
16 %
ii-
vuqlwfpr tutkfr (Scheduled Tribe : ST)
–
1%
iii-
vR;Ur fiNM+k oxZ (Extremely Backward Class : EBC)
–
18 %
iv-
fiNM+k oxZ (Backward Class : BC)
–
12 %
v-
vkjf{kr oxZ dh efgyk;sa (Reserved Category Girls: RCG)
–
3%
'ks"k 50 % vukjf{kr lhVsa lkekU; ([kqyh xq.kkxq.k) dksfV (General Category : GEN) dh le>h tk;saxhA
5.3
tks vkosnd fcgkj ds ewy fuoklh ugha gSa] os fcgkj jkT; ds laLFkkuksa esa vkj{k.k dksfV;ksa ds fy;s d.kakZfdr lhVksa ij ukekadu gsrq lkekU;
iz'kklu foHkkx] fcgkj ljdkj ds vuqlkj ik=krk&izkIr ugha gksaxsA
5.4
vkosnu izi=k vkWu ykbZu submit djus gsrq izfØ;k izkjEHk djus dh frfFk dks ykxw fcgkj ljdkj }kjk LohÑr ,oa fuxZr SC/
ST/EBC/BC dh lwph ds vk/kj ij gh vkj{k.k gsrq dksfV (Category) fu/kZfjr dh tk;sxhA
vkjf{kr oxZ ds oSls vH;FkhZ tks viuh es/k ds vk/kj ij lkekU; ([kqyh xq.kk xq.k) dksfV dh es/k lwph esa LFkku izkIr djrs
gS]a mUgsa lkekU; ([kqyh xq.kk xq.k) dksfV esa euksud
q y
w ikB~;Ø; @ laLFkku izkIr ugha gksus ij] csgrj fodYi ds fy, vius lEcfU/r vkj{k.k
dksfV dh esfjV ij ikB~;Øe @ laLFkku ds p;u dk fodYi izkIr gks ldsxk A
(ii) LokLF; foHkkx] fcgkj ljdkj ds i=k la[;k&1/dksVZ&64@2014&01 (dSEi&SHS) fnukad 28-09-2014 ds vkyksd esa mijksDr
p;u fodYi ds dkj.k lkekU; ([kqyh xq.kk xq.k) dksfV dh tks lhV fjDr gksxh mls lkekU; ([kqyh xq.kk xq.k) dksfV
dh es/k&lwph ds vuqlkj es/k&lg&fodYi ds vk/kj ij Hkjk tk;sxk A
(iii) mijksDr lEcU/ esa fcgkj ljdkj vxj th-oh-uwru }kjk nk;j ,y-ih-,-la[;k&385@2014 esa fnukad 06-05-2014 esa ikfjr vkns'k
ds vkyksd esa vFkok blh lUnHkZ esa vU; dksbZ lqfopkfjr la'kks/u tkjh djsxh rks mls ykxw fd;k tk;sxkA
5.6 fcgkj jkT; ds ckgj ds rduhdh laLFkkuksa (vfHk;a=k.k /kjk) esa fcgkj dksVk ds fo#¼ vkjf{kr dksfV;ksa ds fy;s ;fn dqN lhV @ lhVsa
vkjf{kr gksaxh rks mudk fooj.k ukekadu gsrq lk{kkRdkj ds le; fn;k tk;xk A
5.7 fodykax dksVk (Disabled Quota i.e. DQ) ds vUrxZr vkjf{kr lhVsa%
5.5
(i)
5.7.1 fodykaxksa
ds fy, lHkh laLFkkuksa esa dqy fu/kZfjr lhVksa dh rhu izfr'kr lhVsa fodykax dksVk ds fy;s vkjf{kr gSa tks fu/kZfjr dqy lhVksa
dh la[;k esa gh lfEefyr gksaxh A
bl Øe esa ukekadu gsrq lhV vkoaVu ds mís'; ls ;fn jkT; ljdkj dksbZ vU; vkns'k] dkWmUlsfyax @ lk{kkRdkj ds fy, vkosnu
i=k foØ; izkjEHk djus dh frfFk rd] tkjh djrh gS rc mlh vkns'k ds vuq:i] fodykax dksVk ds vUrxZr ukekadu esa vkj{k.k&çko/ku ykxw
gksxkA
5.7.2 fodykax
dksVk ds vH;FkhZ vius vkosnu i=k (ikVZ&, ,oa ikVZ&ch) esa fu/kZfjr LFkku ij viuk nkok vafdr dj fcgkj ljdkj }kjk
izkf/Ñr fpfdRlk inkf/dkjh @ cksMZ }kjk fodykaxrk lEcU/h okafNr izek.k i=k layXu djsa A bl izek.k i=k ij vH;FkhZ dk vfHkizekf.kr
iQqy lkbZt dk iQksVks fpidk gksuk pkfg;s A bl izek.k i=k esa fodykaxrk dh dksfV] fodykaxrk dk izfr'kr] fodykaxrk ds LFkk;h gksus
vFkok fodykaxrk ds ?kVus&c<+us dh fLFkfr esa fodykaxrk izek.k i=k dc rd ds fy;s ekU; gS dh vof/ @ frfFk dk mYys[k gksuk
pkfg, A
5.7.3 fodykax
dksVk ds vUrxZr es/k&lg&fodYi ds vk/kj ij fodykax vkosnd mUgha ikB~;Øeksa esa ls fdlh ,d ikB~;Øe dk p;u dj
ldsaxs ftlds fy;s Lohdk;Z ekudksa ds v/hu fu/kZfjr fodykaxrk ds vuq:i mudh fodykaxrk ,sls ikB~;Øe ds p;u esa ck/d ugha
gksxh A MkWDVjh tk¡p esa ;ksX; ik;s tkus ij gh vkosnd dks ukekadu vkns'k fuxZr fd;k tk;sxkA bl MkWDVjh tk¡p ds fy;s vyx ls 'kqYd
yxsxk [(ns[ksa ifjf'k"V&2(I)] 2(II) ,oa 2(III)]A
5.8
lSfud deZpkjh dksVk (Service Men’s Quota, i.e., SMQ) ds vUrxZr vkjf{kr lhVsa %
5.8.1 fcgkj jkT;
Quota) gSa]
fuoklh lsokjr ,oa lsokfuo`r lSfud deZpkfj;ksa ds iq=kksa@vfookfgr iqf=k;ksa ds fy, dqN lhVsa vkjf{kr (Service Men’s
ftudk fooj.k lk{kkRdkj ds le; fn;k tk;sxkA
uksV % lSfud deZpkjh dksVk ds vkjf{kr lhVksa ij foKku ,oa izkoSf/dh foHkkx] fcgkj ljdkj }kjk fuxZr ladYi la[;k& 1647 fnukad 0806-2010 ds vuqlkj ukekadu gsrq lhV vkoaVu fd;k tk;sxkA ns[ksa ifjf'k"V&2 (IV) A
5.8.2 bu SMQ lhVksa
ij ukekadu fcgkj jkT; fuoklh lsokjr vFkok lsokfuo`Ùk lSfud deZpkfj;ksa ds iq=kksa rFkk vfookfgr iqf=k;ksa dks nh tk;sxhA
7
bu SMQ dh lhVksa ds fy, ;ksX; ik;s x;s vkosndksa }kjk fcgkj la;qDr izos'k çfr;ksfxrk ijh{kk& 2015 esa çkIrkadksa ds vk/kj ij fu/
kZfjr es/k lwph ds vuqlkj ukekadu gsrq p;u fd;k tk;sxkA mi;qZDr dksfV ds Nk=kksa ds vHkko esa lhVsa [kkyh jgsaxh A
bu SMQ dh vkjf{kr lhVksa dh lqfo/k çkIr djus ds fy, vkosnu ds lkFk gh fuEukafdr çek.ki=kksa dh vfHkçekf.kr çfr layXu
djuk vko';d gS vU;Fkk muds fy, SMQ laoxZ ds vUrxZr ukekadu gsrq fopkj ugha fd;k tk;sxkA fdlh Hkh gkyr esa ckn esa çLrqr
SMQ lacaf/r çek.ki=k Lohdkj ugha fd;s tk;saxsA
lsokjr@ HkwriwoZ@ lsokfuo`r lSfud deZpkjh ds iq=k ,oa vfookfgr iqf=k;ksa dks fuEukafdr izek.k i=kksa dh ewy izfr;k¡ ukekadu
gsrq lk{kkRdkj ds le; izLrqr djuk vkns'kkRed (mandatory) gSA
I.
dk;ZjÙk lSfud deZpkjh ds ekeyksa esa] muds lSfud gksus rFkk vkosnd ds muds iq=k @ iq=kh gksus ls lEcfU/r izek.k&i=k] muds
fu;a=kh inkf/dkjh }kjk fof/or fuxZr A
II.
HkwriwoZ lSfud deZpkjh ds ekeyksa esa muds HkwriwoZ lSfud gksus rFkk vkosnd ds muds iq=k @ iq=kh gksus ls lEcU/h izek.k&i=k] muds
lEcfU/r ftyk lSfud dY;k.k inkf/dkjh }kjk fof/or fuxZr A
5.8.3 HkwriwoZ lSfud deZpkjh (Ex.-Service Men) dkSu gS\
•
As per the Extract of “A Guide To Resettlement of Ex-Service Men-1984” Ministry of Defence, Directorate General
Resettlement :
(i) An Ex-Service Man is a person who has served in any rank (whether as a combatant or as a non-combatant)
in the Armed Forces of the Union including the Armed Forces of the former Indian States (but excluding the
Assam Rifles, Defence Security Corps, General Reserve Engineering Force, Lok Sahayak and Territorial
Army) for a continuous period of not less than six months after attestation and has been recessed otherwise
than at his own request or by way of dismissal or discharge on account of misconduct or inefficiency or has
been transferred to the reserve pending such release or has to serve for not more than six months for
completing the period of service requisite for becoming entitled to be released or transferred to the reserve
or has been released at his own request after completing five years service in the Armed Forces of the Union.
(ii) Former Personnel of the Jammu & Kashmir Millitia are also now treated as “Ex-Service Men”.
(iii) Four Categories of Territorial Army personnel are now being treated as “Ex-Service Men” by the Ministry of
Defence.The Categories are :
(a) Pension Holders of the continuous embodied service.
(b) Disabled Territorial Army personnel with disability attributed to Military Service.
(c) Family Pension Holders.
(d)
6.
Gallantry Award Winners.
'kS{kf.kd ;ksX;rk] vk;q lhek ,oa vU; vgZrk,¡ rFkk lwpuk %
fofHkUu ikB~;Øeksa@ laLFkkuksa ds fy, vyx&vyx 'kS{kf.kd ;ksX;rk] vk;q lhek ,oa vU; vgZrk,¡ fu/kZfjr gSa A vkosndksa dh
lqfo/k gsrq bl fooj.k iqfLrdk esa budk mYys[k fuEukafdr izdkj gSa %
(d) vfHk;a=k.k&iQkesZlh /kjk ds fy, dafMdk&13 ns[ksa A
([k) fpfdRlk /kjk ds fy, dafMdk 14 ns[ksa A
(x) jktsUnz Ñf"k fo'ofo|ky;] iwlk (leLrhiqj) ,oa fcgkj Ñf"k fo'ofo|ky;] lckSj (Hkkxyiqj) ds ikB~;Øeksa ds fy,
dafMdk 15 ns[ksa A
(?k) izkbZosV ik;yV ykblsUl ikB~;Øe (Private Pilot License Course [PPL]) ikB~;Øe ds fy, dafMdk 16 ns[ksa A
6.2 vkosnd Ñi;k mi;qZDr lwpukvksa dk iwoZ vè;;u vo'; dj ysaxs A
vkosnu i=k rFkk ijh{kk 'kqYd %
7.1 vkosnu izi=k] fooj.k iqfLrdk ,oa ijh{kk 'kqYd % ch-lh-bZ-lh-bZ-&2015 esa lfEefyr gksuo
s kys vH;FkhZ fooj.k iqfLrdk (Prospectus)
i"kZn ds mijksDr Website : (i) www.bceceboard.com (ii) www.bcecebonline.com ls Download dj
izkIr dj ldrs gSaA "Online Application Form for BCECE-2015" Click djsa mlds ckn "Apply for BCECE2015" Link ij Click djsaA blds mijkUr vkosnu izi=k Hkjus gsrq funsZ'k (Instruction) fn[ksxk] ftls vH;FkhZ vPNh rjg i<+
,oa le> ysa A
6.1
7.
(i)
Step - One (Registration) : Registration (fucU/u) ds fy, lkjh lwpuk;sa (Informations) Step-1 ds
vUrxZr dEI;wVj ds LØhu ij fn[kus okys vkosnu&izi=k dks lgh&lgh vH;FkhZ dks Hkjuk gksxk A mlds mijkUr vH;FkhZ ds jftLVMZ
eksckbZy uEcj @ jftLVMZ email-ID ij vH;FkhZ dks Successfull Registration dk ,d Message Hkstk tk;sxk ftlesa
8
mldk jftLVªs'ku uEcj izkIr gksxk A vH;FkhZ vius izkIr jftLVªs'ku uEcj rFkk vius }kjk vkosnu izi=k esa Hkjs x;s Password fdlh
dks ugha cryk;s vU;Fkk ch-lh-bZ-lh-bZ- cksMZ fdlh Hkh rjg ds ijs'kkuh ds fy, mÙkjnk;h ugha gksxk A
mijksDr fof/ ls izkIr jftLVªs'ku uEcj ,oa Lo;a }kjk fn;s x;s Password dks Hkfo"; esa iz;ksx @ t:jr ds fy, vH;FkhZ
fuf'pr :i ls lqjf{kr j[k ysa A vH;FkhZ dk jftLVªs'ku uEcj tks mijksDr fof/ ls izkIr gqvk gS ogh mudk User name gksxk A
(ii) Step - Two (Examination Fee) : ftu vH;fFkZ;ksa us mij of.kZr Step One dh izfØ;k liQyrkiwoZd lEiUu dj fy;k
gS os viuk jftLVªs'ku uEcj ,oa Password }kjk vius ,dkmUV esa Login djus ,oa Sign In dk cVu Click djsa A liQyrk
iwoZd Login djus ds ckn vH;FkhZ ijh{kk 'kqYd tek djsa A ijh{kk 'kqYd tek djus dh fuEukafdr nks izfØ;k,¡ gSa %&
(a) cSad pkyku ds ekè;e ls Hkqxrku % vxj vH;FkhZ ijh{kk 'kqYd cSad pkyku ds ekè;e ls tek djuk pkgrs gSa rks "Print
Challan" dk cVu Click djsa A ,slk djus ij mUgsa cSad pkyku dh rhu izfr;k¡ dEI;wVj LØhu ij izkIr gksxh] ftudks os
Download dj ysaA ;s cSad pkyku dh izfr;ka tks Øe'k% cSad dh izfr] cksMZ dh izfr ,oa vH;FkhZ dh izfr gksxh] ds iz;ksx ls dSujk
cSad dh fdlh 'kk[kk esa fu/kZfjr ijh{kk 'kqYd tek djsa A ijh{kk 'kqYd ds cSad pkyku ds ekè;e ls tek djus gsrq vko';d fooj.kh
uhps fn;k x;k gSA
fu/kZfjr ijh{kk 'kqYd dSujk cSad esa tek djus ds ckn vh;FkhZ dks dSujk cSad ls ^^Paid pkyku** dh cksMZ izfr ,oa vH;FkhZ dh izfr
izkIr gksxh A bl ^^Paid pkyku** esa vafdr Transaction ID / Journal No. vH;FkhZ Ñi;k vo'; uksV dj ysa A cSad pkyku
ds ekè;e ls ijh{kk 'kqYd tek djus gsrq #- 50/- (ipkl :i;s) dh vfrfjDr jkf'k dk Hkqxrku vH;FkhZ dks djuk gksxk A
(b) vkWu ykbu Hkqxrku % vxj vH;FkhZ ijh{kk 'kqYd dk Hkqxrku Online djuk pkgrs gSa rks "Online Payment" Link dks Click
djsa A r~ri'pkr fdlh Hkh cSad ds Net Banking / Debit Card / Credit Card tks osclkbZV ij Listed gS] ds }kjk
Transaction Processing Charge ,oa Service Tax ds Hkqxrku ds lkFk vH;FkhZ fu/kZfjr ijh{kk 'kqYd dk Hkqxrku dj
ldrs gSa A
(c) mijksDr fof/;ksa ls ijh{kk 'kqYd Hkqxrku ls lEcfU/r vko';d fooj.kh fuEuor~ gS %&
(d) tks vH;FkhZ lkekU; @ fiNM+k oxZ @ vR;Ur fiNM+k oxZ ds gksa vkSj PCM (Physics, Chemistry & Mathematics)
vFkok PCB (Physics, Chemistry & Biology) esa ls fdlh ,d Subject Group esa ijh{kk nsuk pkgrs gSa mudks
660@& (N% lkS lkB) #i;s dh jkf'k ijh{kk 'kqYd ds :i esa Hkqxrku djuk gksxk A tcfd vuqlwfpr tkfr @ vuqlwfpr tutkfr
dksfV ds fy, ,d Subject Group esa ijh{kk gsrq 330@& (rhu lkS rhl) #i;s dh jkf'k ijh{kk 'kqYd ds :i esa Hkqxrku
djuk gksxk A
([k) lkekU; @ fiNM+k oxZ @ vR;Ur fiNM+k oxZ ds vH;FkhZ vxj pkjks fo"k;ksa ;Fkk PCMB (Physics, Chemistry,
Mathematics & Biology) Subject Group esa ijh{kk nsuk pkgrs gSa rks mUgsa 730@& (lkr lkS rhl) #i;k dk
Hkqxrku ijh{kk 'kqYd ds :i esa djuk gksxk A vuqlwfpr tkfr @ vuqlwfpr tutkfr dksfV ds vH;FkhZ dks pkjksa fo"k;ksa vFkkZr
PCMB (Physics, Chemistry, Mathematics & Biology) xzqi esa ijh{kk ds fy, 365@& (rhu lkS iSalB) #i;s
dk ijh{kk 'kqYd tek djuk gksxk A
(iii) Step - Three (Personal Information) : liQyrkiwoZd ijh{kk 'kqYd tek djus ds ckn "Fill the Personal
Information" link dks Click djsa vkSj tSlk fd dEI;wVj LØhu ij Personal Information ls lEcfU/r Entries
required gS iwjh rjg Hkjsa A mPp daVªkLV dk ikliksVZ lkbZt viuk iQksVks ,oa vH;FkhZ vius fgUnh ,oa vaxzsth ds gLrk{kj LdSu dj
;Fkk LFkku Mkysa A lkFk gh vxj cSad pkyku ds ekè;e ls ijh{kk 'kqYd dk Hkqxrku fd;k x;k gks rks Paid cSad pkyku dh cksMZ izfr
Hkh LdSu dj vkosnu izi=k ds fu/kZfjr LFkku ij Upload djsa A mijksDr :i ls Personal Information Hkjus ds ckn Step3 dh izfØ;k iwjh djus gsrq Submit cVu dks Click djsa A
(iv) Step - Four (Educational Information) : "Fill the Educational Information" link dks Click djsa
vkSj viuh 'kS{kf.kd ;ksX;rk lEcU/h lwpukvksa (Educational Information) dks dEI;wVj LØhu ij vko';drkuqlkj Hkjsa A
Educational Information Hkjus ds ckn Submit cVu dks Click djsa rkfd Step-4 dh izfØ;k iwjh gks tk;s A
uksV % (i) Stepwise Online Application Final Submit djus ls igys dEI;wVj LØhu ij Preview Page dks vPNh
rjg tk¡p ysa rkfd vki lqfuf'pr gks tk;sa fd vkids }kjk Hkjh x;h lkjh izfof"V;k¡ (Enterries) lgh gS A vxj vH;FkhZ
dks viuh izfof'V;ksa esa dksbZ lq/kj @ la'kks/u vFkok ifjoÙkZu djuk pkgrs gSa rks os Submission ls igys ,slk dj ldrs
gSa A vxj lHkh lwpuk;sa (Information) lgh rjg izfo"V (Enter) dj yh x;h gSa rHkh vfUre :i ls izR;sd Step dks
Submit djus ds fy, viuk Declaration nsa A vfUre :i ls Online Application Form Submit djus ds
ckn] Application Form esa ifjoÙkZu @ la'kks/u dk izko/ku ugha gSA
(ii) vH;FkhZ Ñi;k uksV dj ysa fd Application Form ds Submission ds ckn bls u rks Withdraw fd;k tk ldsxk
vkSj u gh tek fd;s x;s ijh{kk 'kqYd dks ykSVkus dk vuqjks/ gh Lohdkj fd;k tk;sxk A
(iii) lHkh Step dh izfØ;k iwjh djus ds ckn dEI;wVj LØhu ij miyC/ Application Form ds Part-A vkSj Part-B dks
Download dj fuf'pr :i ls izkIr dj ysa A
9
8.
7.2 Dispatch of Aplication Forms, Enclosures and Paid Challan by Registered Post / Speed
Post : Online Hkjs x;s Aplication Forms (Part-A vkSj (Part-B) dh Hard Copy ftls vH;FkhZ us Download
dj izkIr dj fy;k gS] dks Hkstus dh izfØ;k fuEukafdr fof/ ls iwjh djsa %&
(a) ikliksVZ lkbZt dk ogh iQksVks ftls vH;FkhZ us LdSu dj Online Hkjk gS mls hard copy ds fu/kZfjr LFkku ij fpidk;sa A
(b) fu/kZfjr LFkku ij fgUnh ,oa vaxzsth esa viuk gLrk{kj djsa A vaxzsth ds gLrk{kj esa Capital Letters dk iz;ksx oftZr gS A
(c) ;FkkLFkku tSlk fd Application Form ds Part-B esa Printed gS viuh gh gLrfyfi esa ?kks"k.kk (Declaration) dks
Hkjsa A
(d) Paid cSad pkyku dh cksMZ dkWih (ewy izfr) Application Form ds lkFk Attach (uRFkh) djsa A
(e) lHkh okafNr izek.k i=kksa @ vad i=kksa dh Nk;k izfr;ksa] tks vkids nkos dks lEiq"V djrs gSa] dks Attach djsa A
(f) mijksDr fof/ ls rS;kj ,oa fufnZ"V vuqyXudksa ds lkFk iw.kZ fd;s x;s Application Forms dks jftLVMZ @ LihM iksLV ls
Hkstus okys fyiQkiQs ds mij "Application for BCECE-2015" eksVs v{kjksa esa fy[k nsa A lkFk gh mlds uhps viuk
Subject Group ;Fkk PCM / PCB / PCMB tks Hkh lgh gks Bold Letter esa vo'; fy[ksa A
(g) Registered Post / Speed Post ls Application Form Hkstus ds fy;s tks fyiQkiQk (Envelope) iz;ksx esa
yk;k tk;sxk mldk lkbZt 17 cm x 30 cm ,oa dyj ihyk (Yellow) gksuk pkfg, rkfd mls lEcfU/r ijh{kk gsrq vklkuh
ls igpkuk @ vyx fd;k tk ldsA
(h) ,d fyiQkiQs esa fliQZ ,d gh vH;FkhZ dk vkosnu (Application) gksuk pkfg, A
(i) vkosnu izi=kksa (ikVZ&, ,oa ikVZ&ch) dks lHkh okafNr vuqyXudksa ds lkFk fyiQkiQs esa j[k dj] vPNh rjg fyiQkiQs dks fpidk
nsa vkSj mls fuEu irs ij Hkstsa ^^Controller of Examination, B.C.E.C.E. Board, I.A.S. Association
Building, Near Patna Airport, P.O.-B.V.College, Patna - 800014 A
uksV % gkFkks&gkFk ;k dksfj;j lsok ls Application Form izkIr djus dk izko/ku ugha gSA
vkosnu izi=k Hkjus ds fy;s vko';d funsZ'k %
8.1
vkosnu i=k @ izi=k vaxzsth esa Hkjsa A gLrk{kj ,oa ?kks"k.kk ds vykok lHkh txgksa esa vaxzsth ds cM+s v{kjksa (CAPITAL LETTERS) dk
iz;ksx djsa A dsoy ?kks"k.kk ,oa gLrk{kj ds fy;s vazxzsth ds cM+s v{kjksa (CAPITAL LETTERS) dk iz;ksx oftZr gS A
8.2
iQksVks xzkiQ %
(d) vkosnu izi=kksa (ikVZ&, ,oa ikVZ&ch) ds fufnZ"V LFkkuksa ij LdSu @ fpidk;s x;s iQksVks dk vkdkj ikliksVZ lkbZt (3.5 ls-eh- x
4.5 ls-eh-) ';ke&'osr @ jaxhu] mPp daVªkLV ,oa ,d gh fuxsfVHk @ LuSi (Snap) ls cuk ;k ,d gh rjg dk gksuk pkfg, A
iQksVks dks lkeus ls ,d r[rh (Placard) ds lkFk] ftl ij vkosnd dk uke] rFkk iQksVks f[kapokus dh frfFk vafdr gks] ds lkFk
f[kapok;s x;s gks] dks gh iz;ksx esa fy;k tkuk vko';d gS A fMthVy ;k vU; fof/ ls f[kapkok;k x;k iQksVks tks dqN le; ds
ckn /wfey ;k foyqIr gks tkrh gS mls fpidkuk iw.kZr;k oftZr gS A vkosnu izi=kksa (ikVZ&, ,oa ikVZ&ch) ds lkFk ftl LVqfM;ksa
ls vkius viuk blh ijh{kk ds vkosnu ds fy, f[kapok;k gS mldh ewy jlhn Hkh vo'; layXu dj nsa A
Nitin Kumar
Date : .................
iQksVks f[kapokus dh frfFk 01-01-2015 ls igys dh ugha gksuh pkfg, A
([k) iz;ksx esa yk;s x;s iQksVksxzkiQ esa nksuks dku utj vkus pkfg,A iQksVksxzkiQ vLi"V (vksHkj ,DliksTM @ vUMj ,DliksTM ;k MkdZ)
ugha gksus pkfg, A iQksVks f[kapokrs le; Vksih (dSi) @ dkyk ;k jaxhu p'ek dk iz;ksx ;k vU; izdkj ls igpku Nqikus ds iz;Ru
10
Hkh oftZr gSA
(x) Downloaded vkosnu izi=k (ikVZ&ch) ij iQksVks fpidkus ds ckn vH;FkhZ fgUnh rFkk vaxzsth esa viuk iwjk gLrk{kj vkosnu i=k
(ikVZ&ch) ds fufnZ"V LFkku ij djsa A
8.3 uke %
vH;FkhZ viuk uke vkosnu izi=kksa (ikVZ&, ,oa ikVZ&ch) ds lHkh fu/kZfjr LFkkuksa ij ekè;fed ijh{kk lfefr@ led{k ijh{kk laLFkku@
fo'ofo|ky; ds jsdkWMZ dh orZuh (Spelling) ds vuqlkj gh fy[ksa A
8.4 irk %
LFkk;h irk og gksuk pkfg;s tks vkosnd ds vkoklh; izek.k i=k esa mfYyf[kr gks A
i=kkpkj@ LFkk;h irk esa fiu dksM uEcj dk O;ogkj t:j djsaA i=kkpkj dk irk ,slh txg dk gks fd vkids ikl dksbZ i=k tYn&ls&tYn
igq¡p tk, A i=kkpkj dk irk xyr gksus dh fLFkfr esa fdlh lwpuk i=k ds ykSV vkus ij ijh{kk i"kZn mÙkjnk;h ugha gksxkA ckn esa i=kkpkj
gsrq irk cnyus ds lEcU/ esa vkosnu Lohdkj ugha fd;s tk;saxs A
8.5 dksfV (Category) %
vkj{k.k gsrq mfpr dksfV esa LFkku ikus ds fy, vkosnu izi=kksa (ikVZ&, ,oa ikVZ&ch) ds fu/kZfjr LFkku ij mfpr dksfV vo'; vafdr
djsa rFkk vkosnu izi=kksa ij blds fy, fu/kZfjr LFkku esa fuEufyf[kr ladsr (code) ds vuqlkj Hkjsa %
dksfV (Category)
ladsr (Code)
(i)
General Category
(oSls vkosnd tks SC/ ST/ EBC/ BC
GEN
esa
ls fdlh vkj{k.k dksfV esa nkok ugha djrs gksa)
(ii)
Scheduled Caste
SC
(iii)
Scheduled Tribe
ST
(iv)
Extremely Backward Caste
(v)
Backward Caste
EBC
BC
uksV % vkjf{kr oxZ dh efgyk;sa (Reserved Category Girls i.e. RCG) ds fy;s dafMdk 5-2] fodykax dksVk (Disabled Quota i.e. DQ) ds
fy;s dafMdk 5-7 ,oa lSfud deZpkjh dksVk (Service Men's Quota i.e. SMQ) ds fy;s dafMdk 5-8 ns[ksa A
vuqlwfpr tkfr] vuqlwfpr tutkfr rFkk fofHkUu dksfV ds fiNM+s oxZ ds vkosndksa }kjk vkj{k.k dk ykHk ysus gsrq] vius
vkosnu i=kksa (ikVZ&, ,oa ikVZ&ch) iQkeZ esa ftl vkj{k.k dksfV dks vafdr fd;k x;k gks mldks lEiq"V djrs gq,
l{ke inkf/dkjh }kjk fuxZr tkfr izek.ki=k (vfHkizekf.kr izfr ;k vfHkizekf.kr iQksVks izfr) layXu djuk vko';d gS vU;Fkk vkjf{kr
dksfV ds fy, fopkj ugha fd;k tk;sxk A bls fu/kZfjr layXu izi=k ds vuqlkj gh gksuk pkfg,A
8.6 vkosnd vius vkosnu i=k (ikVZ&,) esa fu/kZfjr LFkku ij vkj{k.k ds nkos ds fy, vkj{k.k dh ftl dksfV (category) dks vafdr
djsaxs vkSj rn~uqlkj fu/kZfjr izek.ki=k layXu djsaxs] ogh dksfV ijh{kk ,oa lhV@ laLFkku vkoaVu izfØ;k gsrq vafre :i ls ekU; gksxhA
,d ckj vkosnu Lohd`r gks tkus ds ckn fdlh izdkj dk ifjorZu ekU; ugha gksxk A ;fn dksbZ vkosnd vius vkosnui=k esa fu/kZfjr
LFkku ij vafdr vkj{k.k dksfV ds fy, fu/kZfjr izek.ki=k layXu ugha djrk gS vFkok fu/kZfjr LFkku ij vkj{k.k dksfV vafdr ugha djrk
gS] rks mls lkekU; (Gen) dksfV esa le>k tk;sxk A vkosnd dh fdlh xyrh@ vlko/kuh ds iQyLo:i mlds fdlh nkos ds guu
gksus dk mÙkjnkf;Ro mlh vkosnd dk gh gksxk A ;fn vkosnu i=k ikVZ&, ,oa ikVZ&ch esa fHkUu&fHkUu dksfV vafdr gksxk rks
vkosnu i=k ikVZ&, esa vafdr dksfV gh vafre :i ls ekU; gksxh A
8.6.1 ;fn vkosnu i=kksa (ikVZ&, ,oa ikVZ&ch) dh fofHkUu izfof"V;ksa esa dksbZ folaxfr ik;h tkrh gS rks vkosnu izi=k (ikVZ&,) dh izfof"V
gh vafre :i ls ekU; gksxh A
8.7 firk@ vfHkHkkod dk fooj.k %
firk ;k vfHkHkkod (vxj firk thfor u gks rc) dk uke] O;olk; dk uke rFkk laLFkk dk uke tgk¡ dk;Zjr gSa]Hkjsa A mnkgj.k ds
fy,] vxj firk@ vfHkHkkod] ljdkjh lsok] ,e-vkbZ-Vh-] eqtÝiQjiqj tks jkT; ljdkj dk laLFkku gS] esa dk;Zjr gSa] rks firk@ vfHkHkkod
ds uke ds lkFk O;olk; ds fy, ljdkjh lsok rFkk LFkku ds fy, ,e-vkbZ-Vh-] eqtÝiQjiqj fy[kuk gksxk A vfHkHkkod ds uke ds lkFk
mlls vkosnd dk laca/ Hkh fy[kuk gksxk A
8.8 tUe&frfFk %
tUe&frfFk vaxzsth dSysUMj ds vuqlkj Øeokj frfFk] eghuk rFkk o"kZ vaxzsth vadksa esa fy[ksa A tUe&frfFk ogh gks tks ekè;fed ijh{kk
(eSfVªd ijh{kk) ;k led{k nloha ijh{kk ds fy, vfHkfyf[kr gks A
8.9 fyax (Sex) :
11
fuEukafdr ds vuqlkj fu/kZfjr LFkku esa fyax vafdr djsa %
Male
–
M
Female
–
F
vkoklh; fooj.k %
vkosnui=k esa mfpr vkoklh; fooj.k Hkjsa A bl la;qDr izos'k izfr;ksfxrk ijh{kk esa lfEefyr gksus ds fy, vko';d gS fd vkosnd
vkoklh; fooj.k esa mfYyf[kr fodYiksa esa ls fdlh ,d fodYi dh iqf"V djrs gksa A blds fy, fu/kZfjr izek.ki=k dh vfHkizekf.kr
izfrfyfi Hkh layXu djsa A [ns[ksa dafMdk 13-8 ([k) @ 14-4 (Ä) @ 15-4 ([k)]
8.11 ?kks"k.kk %
vkosnd dks viuh ?kks"k.kk LogLrfyfi esa fy[k dj vkosnu izi=k ds ikVZ&ch ds fu/kZfjr LFkku ij viuk gLrk{kj djuk
vfuok;Z gS] vU;Fkk mldk vkosnu vLohÑr dj fn;k tk;sxk A ?kks"k.kk ,oa gLrk{kj ds fy;s vaxzsth ds cM+s v{kjksa
(CAPITAL LETTERS) dk iz;ksx oftZr gS A
vkosnu i=k (ikVZ&ch) esa visf{kr LFkku ij vkosnd }kjk viuh gLrfyfi esa fy[kh x;h ?kks"k.kk (Declaration) muds firk@
vfHkHkkod (;fn firk thfor u gksa) }kjk izfr gLrk{kfjr gksuh pkfg;sA
8.12 ftyk dksM %
vkosnu izi=k (ikVZ&,) esa fu/kZfjr LFkkuksa ij ftyk dk dksM fuEufyf[kr ds vuqlkj Hkjsa %
Øekad ftyk
dksM
Øekad ftyk
dksM
1iVuk -------------------------- 01
22leLrhiqj ------------------------- 22
2Hkkstiqj ----------------------- 02
23e/qcuh ---------------------------- 23
3cDlj ------------------------- 03
24lgjlk----------------------------- 24
4jksgrkl ----------------------- 04
25e/siqjk ----------------------------- 25
5HkHkqvk ------------------------ 05
26lqikSy ------------------------------ 26
6ukyUnk ----------------------- 06
27iwf.kZ;k ----------------------------- 27
7x;k ---------------------------- 07
28dfVgkj---------------------------- 28
8uoknk ------------------------- 08
29fd'kuxat ------------------------ 29
9vkSjaxkckn ------------------- 09
30vjfj;k ---------------------------- 30
10vjoy ------------------------ 10
31Hkkxyiqj -------------------------- 31
11tgkukckn ------------------- 11
32ckadk ------------------------------- 32
12lkj.k ------------------------- 12
33eqxa js -------------------------------- 33
13floku ------------------------ 13
34csxqljk; -------------------------- 34
14xksikyxat ------------------- 14
35[kxfM+;k -------------------------- 35
15oS'kkyh ----------------------- 15
36teqbZ -------------------------------- 36
16eqtÝiQjiqj ------------------ 16
37y[khljk; ------------------------ 37
17lhrke<+h --------------------- 17
38'ks[kiqjk ---------------------------- 38
18f'kogj ----------------------- 18
39fcgkj ds ckgj
19iwohZ pEikj.k -------------- 19
(i) >kj[kaM --------------------- 98
20if'peh pEikj.k -------- 20
(ii) vU; lHkh LFkku -------- 99
21njHkaxk ------------------------ 21
8.10
tkfr izek.ki=k %
vuqlwfpr tkfr] vuqlwfpr tutkfr rFkk fofHkUu dksfV ds fiNM+s oxZ ds vkosndksa dks l{ke inkf/dkjh }kjk fuxZr tkfr izek.ki=k fofgr
izi=k esa izkIr dj mldh Nk;k izfr (vfHkizekf.kr) layXu djuk vko';d gS A layfXur tkfr izek.k i=k esa izekf.kr tkfr vkosnd
ds vkosnu i=kksa (ikVZ&, ,oa ikVZ&ch) esa vafdr vkj{k.k dksfV ds fy;s lqlaxr gksuk pkfg, A
8.14 izos'k i=k %
8.13
(d) izos'k i=k vkosnu izi=k (ikVZ&,) esa fn;s x;s fooj.kh ds vuqlkj dEI;wVj }kjk rS;kj fd;k tk;sxk A vr% mls lko/kuh iwoZd
fn;s x;s funsZ'k ds vuqlkj Hkjsa A
([k) vkosnu izi=k ds ikVZ&, esa vkosnd }kjk Hkjh xbZ fooj.kh dks vkosnu izi=k ds ikVZ&ch esa Hkjs x;s fooj.k ds fcYdqy vuq:i
,oa iw.kZ:i ls lqlaxr gksuk pkfg, A
12
vkosnu izi=k (ikVZ&,) esa Hkjh xbZ fooj.kh ds vko';d rF;ksa dks gh ijh{kk ds fy, fuxZr] izos'k i=k (,MfeV&dkMZ) esa vafdr
fd;k tk;sxk A vkosnd }kjk ?kksf"kr bu rF;ksa ds lEcU/ esa fdlh =kqfV dk lq/kj ijh{kk ds ckn Lohdkj ugha fd;k tk;sxk A
8.15
izos'k i=k dh izkfIr %
lHkh vgZrk izkIr (Eligible) vH;fFkZ;ksa dk izos'k i=k (Admit Card) i"kZn ds osc lkbZV ij miyC/ djk fn;k tk;sxk A
8.16
vuqyXud dh lwph (List of Enclosures) %
t:jh izek.ki=kksa (fooj.k iqfLrdk@ vkosnu izi=kksa ds vuqlkj) dh lR;kfir iQksVks izfr;k¡ gh vkosnu izi=kksa (ikVZ&, ,oa ikVZ&ch) ds
lkFk layXu dj /kxk ls ck¡/ nsa A lHkh ewy izek.ki=k lk{kkRdkj ds le; gh yk;sa A bl fooj.k&iqfLrdk ds i`"B 1 ,oa 2 esa okaNuh;
izek.ki=kksa dh lwph of.kZr gSA vkosnui=k ds lkFk fdlh Hkh jktif=kr inkf/dkjh }kjk vfHkizekf.kr izek.ki=kksa dh iQksVks izfr@
izfr;k¡ gh HkstsaA lkFk gh dafMdk&8-2(d) esa fn;s x;s funsZ'k ds vuqlkj] ftl LVqfM;ksa ls vkius bl ijh{kk ds fy, iQksVks f[kapok;k
gS] ml LVqfM;ks dh ewy jlhn vo'; HkstsA bl jlhn ij viuk gLrk{kj Hkh vafdr djsa A tks Hkh izek.k&i=k vkosnui=k ds lkFk layXu
dj jgs gSa] mUgs fufnZ"V LFkku ij lwphc¼ dj nsa A bldk Hkh è;ku j[ksa fd tks izek.ki=k fooj.k if=kdk ds i`"B 1 ,oa 2 ds funsZ'kkuqlkj
ftl l{ke O;fDr@ inkf/dkjh@ laLFkku ls izkIr djuk gS] mlh ls izkIr djsa A vU; lw=kksa ls izkIr izek.ki=k ekU; ugha gksaxsA lHkh izek.k
i=kksa dh Nk;k izfr;ksa ij viuk iwjk gLrk{kj vo'; dj nsaA
9.
la;qDr izos'k izfr;ksfxrk ijh{kk ds laca/ esa funsZ'k %
9.1
izos'k i=k %
izkIr vkosnu&i=k @ izi=kksa dh tk¡p ds ckn izFke n`"V;k @ vkSicaf/d :i ls mi;qDr ik;s x;s vkosndksa ds fy, izFke pj.k dh ijh{kk
gsrq izos'k i=k i"kZn ds Website: (i) www.bceceboard.com (ii) www.bcecebonline.com ls MkmuyksM dj izkIr
fd;k tk ldrk gS tks bl ijh{kk esa lfEefyr gksus ds fy, ekU; (valid) gksxkA izos'k i=k izkIr gksus ij vkosnd dks pkfg;s fd og
mldh ihB ij fy[ks funsZ'k vo'; i<+ ysA vkosnd ijh{kkFkhZ ;g lqfuf'pr dj ysa fd izkIr izos'k i=k ds fu/kZfjr LFkku ij mldk
igpku fpUg vafdr gS rFkk mlij mldk ogh iQksVks fizaV fd;k gqvk gS ftl iQksVks dk mlus vius vkosnu izi=kksa esa LdSu fd;k ;k
fpidk;k gS A
izR;sd ijh{kkFkhZ ds fy;s ;g vko';d gS fd og izos'k i=k (Admit Card) dks ikrs gh mlesa vafdr lHkh lwpukvksa
@ izfof"B;ksa dh iwjh tk¡p dj ysa vkSj muesa ;fn dksbZ =kqfV gks rks ijh{kk fu;a=kd] ch-lh-bZ-lh-bZ- cksMZ dk;kZy;] vkbZ-,-,lla?k Hkou] iVuk gokbZ vM~Mk ds fudV] iVuk esa izFke pj.k dh ijh{kk dh frfFk ls 5 (ik¡p) fnu igys rd fdlh dk;Z
fnol esa 11.00 cts iwokZÉ ls 3.00 cts vijkÉ ds chp vkdj vfuok;Z :i ls okafNr la'kks/u gsrq lEidZ djsa] vU;Fkk
bl frfFk ds ckn dksbZ la'kks/u ugha fd;k tk;sxk vkSj izos'k i=k (Admit Card) esa fdlh izdkj dh =kqfV ds fy;s ijh{kkFkhZ
Lo;a ftEesokj gksxk A
izos'ki=k ds fu/kZfjr LFkkuksa ij ijh{kk ds le; ijh{kkFkhZ dks iwjk gLrk{kj djuk vko';d gS A ijh{kkFkhZ dk gLrk{kj gj ikyh
esa oh{kd ds le{k] ijh{kk dsUnz dh izfr ij Hkh gksuk vko';d gS A
9.2
iz'u i=k vaxzsth vkSj fgUnh esa jgsaxs rFkk ijh{kkFkhZ iz'uksa ds mÙkj mÙkj i=kd (OMR Answer Sheet) ij funsZ'kkuqlkj nsaxs A mÙkj i=kd
dk uewuk (Sample OMR Type Asnwer Sheet) rFkk lEcfU/r funs'k vH;fFkZ;ksa ds ekxZn'kZu gsrq ifjf'k"V&3 ij miyC/ gSA
okLrfod iz'uksa dh la[;k uewus ds mÙkj i=kd esa fn;s x;s iz'uksa dh la[;k ls fHkUu gks ldrh gS A
9.3
ijh{kk ds Øe ,oa vof/ esa iz'u&iqfLrdk ,oa mÙkj i=kd ij vafdr lHkh funsZ'kksa dk ikyu djuk vfuok;Z gSA mÙkj&i=kd dh ihB
ij fn;s x;s x|ka'k dks uhys @ dkys ckWy IokbaV dye ls viuh gLrfyfi esa iw.kZ :i ls fy[kdj viuk iwjk gLrk{kj fgUnh rFkk vaxzsth
esa fu/kZfjr LFkku ij djuk vR;ko';d gS vU;Fkk muds mÙkj&i=kd dks jí dj fn;k tk;sxkA
9.4
ijh{kk dh frfFk] fo"k;] iz'u i=k] iw.kkZad] ijh{kk dh vof/ rFkk le; %
9.4.1 izFke
pj.k ijh{kk % bl fooj.k iqfLrdk dh dafMdk 4-2 ns[ksa A
pj.k ijh{kk % bl fooj.k iqfLrdk dh dafMdk 4-3 ns[ksa A
9.5 ijh{kk ds fy, ikB~;Øe (izFke pj.k ,oa f}rh; pj.k)%
ijh{kk ds fy, fo"k;kuqlkj ikB~;Øe ifjf'k"V&1 esa fn, x;s gSa A ikB~;Øe ca/udkjh ugha gSa dsoy ekxZn'kZd gSa A ijh{kk esa lkekU;r;k
iz'u baVjehfM,V Lrj ds gksaxs A bl fooj.k iqfLrdk dh dafMdk 12 ns[ksa A
izFke pj.k dh ijh{kk ,oa f}rh; pj.k dh ijh{kk ds fy, iz'u oLrqfu"B (objective) gksaxs A
9.4.2 f}rh;
13
ijh{kk dsUnz %
ijh{kkfFkZ;ksa dk ijh{kk dsUnz muds izos'ki=k ij vafdr jgsxkA
9.7 es/k lwph %
9.7.1 izFke pj.k ijh{kk vk/kfjr es/k lwph %
vgZd iz'ui=k ds HkkSfrd foKku [kaM] jlk;u foKku [kaM vkSj xf.kr [kaM esa izkIr vadks ds ;ksx ds vkèkkj ij ihúlhú,eú fo"k;
xzqi ds vkosndksa rFkk HkkSfrd foKku [kaM] jlk;u foKku [kaM vkSj tho foKku [kaM esa izkIr vadksa ds ;ksx ds vk/kj ij
ihúlhúchú fo"k; xzqi ds vkosndksa ds fy, vyx&vyx es/k lwfp;k¡ cukbZ tk;saxhA bu es/k lwfp;ksa ds fy, dksfVokj ,d U;wure
yC/kad lhek fu/kZfjr dh tk;sxh ftlesa lEcfU/r fo"k; xzqi ds fy, miyC/ dqy lhVksa ds yxHkx 4 xq.kk vkosndksa dks f}rh;
pj.k ijh{kk esa cSBus ds fy;s vgZfjr ekuk tk;sxkA tks vkosnd mi;ZqDr ds vuqlkj vgZrk izkIr ugha dj ik;saxs mUgsa f}rh; pj.k
dh ijh{kk esa cSBus dh vuqefr ugha nh tk;sxhA vgZd iz'u i=k ds izkIrkadks dh x.kuk f}rh; pj.k dh ijh{kk ij vk/kfjr p;u
gsrq vafre es/klwph esa ugha dh tk;sxhA
9.7.2 f}rh; pj.k ijh{kk vk/kfjr es/k lwph %
HkkSfrd foKku] jlk;u foKku rFkk xf.kr esa izkIr vadksa ds ;ksx vFkok HkkSfrd foKku] jlk;u foKku rFkk tho foKku esa izkIr
vadksa ds ;ksx ds vk/kj ij Øe'k% PCM ,oa PCB xzqi ds fy, vyx&vyx es/k lwfp;k¡ cukbZ tk;saxhA
HkkSfrd foKku] jlk;u foKku rFkk xf.kr esa izkIr vadksa ds ;ksx ij vk/kfjr es/k lwph ls dafMdk 4-3-3 (d) ,oa 4-3-3 (x)
esa mfYyf[kr ikB~;Øeksa ds fy, ;ksX;rk& lg&fodYi ds vk/kj ij miyC/ txgksa dks Hkjk tk;sxkA
HkkSfrd foKku] jlk;u foKku rFkk tho foKku esa izkIr vadksa ds ;ksx ij vk/kfjr es/k lwph ls dafMdk 4-3-3 ([k) ,oa
4-3-3 (x) esa mfYyf[kr ikB~;Øeksa ds fy, ;ksX;rk&lg&fodYi ds vk/kj ij miyC/ txgksa dks Hkjk tk;sxk A
9.7.3 izkbZosV ik;yV ykblsUl ikB~;Øe (Private Pilot License Course) ds fy, flfoy foekuu funs'kky;] eaf=keaMy
lfpoky; foHkkx] fcgkj ljdkj ds izko/kuksa ds vuqlkj fliQZ mu vH;fFkZ;ksa dh es/k lwph rS;kj dh tk;sxh ftUgksaus vkosnu izi=kksa
(ikVZ&, ,oa ikVZ&ch) esa bl ikB~;Øe esa p;u ds fy, viuk fodYi Hkjk gS A ,sls vH;fFkZ;ksa dh es/k lwph iz/ku lfpo]
eaf=keaMy lfpoky; dks Hkst nh tk;sxh] tgk¡ mudh vUrohZ{kk @ LokLF; ijh{k.k @ igpku LFkkiu ,oa ;ksX;rk ds ijh{k.k ds
ckn foHkkxh; lfefr dh vuq'kalk ij izkbZosV ik;yV ykblsUl (Private Pilot License) dkslZ ds vuqnkfur (Scholarship)
,oa xSj vuqnkfur (Non-Scholarship) Js.kh esa izos'k gsrq p;u fd;k tk;sxk A
9.8 izFke pj.k ,oa f}rh; pj.k ijh{kkvksa ds mÙkj i=kdksa ds iqueZwY;kadu (Re-evaluation)] nqckjk tksM+ (Retotalling) vkfn ds fy,
vkosnu ugha fy;s tk;saxs vkSj u dksbZ blls lacaf/r i=kkpkj gh Lohdk;Z gksxk A
9.6
9.9 ;fn nks ;k nks ls vf/d ijh{kkfFkZ;ksa ds izkIrkadksa dk tksM+ leku gks rks mudk es/k Øe fuEufyf[kr ds vuqlkj fu/kZfjr fd;k tk;sxk%
&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&
Øe
Lrj Øe
bathfu;fjax /kjk (iQkesZlh NksM+ dj)
fpfdRlk /kjk
Ñf"k /kjk (iQkesZlh ds lkFk)
&& &&&&&&&&&&&&&&&&&& &&&&&&&&&&&&&&&&&&&&&&&&&& &&&&&&&&&&&&&&&&&&& &&&&&&&&&&&&&&&&&&&&&&&
1- izkIrkadksa dk tksM+
xf.kr ds izkIrkad ds vuqlkj
tho foKku ds izkIrkad
tho foKku (PCB)@ xf.kr (PCM)
leku gksus ij
ds vuqlkj
ds izkIrkad ds vuqlkj
2-
Lrj (1) leku gksus ij
HkkSfrd foKku ds izkIrkad ds vuqlkj
jlk;u foKku ds izkIrkad
ds vuqlkj
jlk;u foKku (PCB) @
HkkSfrd foKku (PCM) ds izkIrkad
ds vuqlkj
3- Lrj (2) leku gksus ij
ftldh tUe&frfFk igys gks
ftldh tUe&frfFk igys gks ftldh tUe&frfFk igys gks
&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&
9.10 tks vkosnd vius vkosnu izi=kksa esa ;k ijh{kk ds le; ;k mÙkj i=kdksa esa ;k izfr;ksfxrk ijh{kk@ ukekadu dh fdlh Hkh izfØ;k
vFkok ukekadu ds i'pkr vuqfpr rjhds viukus ds nks"kh ik;s tk;saxs ;k fu/kZfjr funsZ'kksa dk ikyu ugha djsaxs mudks ijh{kk@
ukekadu izfØ;k ls fu"dkflr dj fn;k tk;sxk vkSj mudh mEehnokjh ,oa mudk ukekadu jí dj fn;k tk;sxk A ,sls fu"dkflr
vkosndksa dks ch-lh-bZ-lh-bZ- dh vxyh rhu izfr;ksfxrk izos'k ijh{kkvksa esa lfEefyr gksus ls oafpr dj fn;k tk;sxk vkSj muds
fo#¼ fu;ekuqlkj fcgkj ijh{kk lapkyu vf/fu;e&1981 ds vUrxZr dkuwuh dkjZokbZ Hkh dh tk ldrh gS A
fcgkj ijh{kk lapkyu vf/fu;e&1981 ds vuqlkj fdlh ijh{kk esa vuqfpr rjhds ls vfHkizsr gS fd fdlh fyf[kr ;k eqfnzr
lkexzh ls ;k fdlh O;fDr ls fdlh Hkh :i esa lgk;rk ysuk ;k nsuk vFkok lgk;rk ysus ;k nsus dk iz;kl djuk A
9.11 es/k lwph@ ijh{kkiQy rS;kj djus esa fdlh izdkj dk Vad.k ;k dEI;wVj ;k fdlh vU; izdkj dh xyrh gksus ls ukekadu dk nkok ugha
fd;k tk ldsxk A
14
la;qDr izos'k izfr;ksfxrk ijh{kk ds mijkUr %
10.1 (i) fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk ds mijkUr lacaf/r es/k lwph ds vuqlkj vkosndksa dks lk{kkRdkj ds fy, cqyk;k tk;sxkA
lk{kkRdkj dh frfFk] le; rFkk LFkku dh lwpuk mfpr le; ij Mkd }kjk ;k @ ,oa ch-lh-bZ-lh-bZ- cksMZ ds osc lkbV "(i)
www.bceceboard.com (ii) www.bcecebonline.com" ij nh tk;sxhA es/k&lg&fodYi ds vk/kj ij izR;sd
vH;FkhZ dks mlds es/kØe ij miyC/ laLFkku @ ikB~;Øe esa ls LosPNkuqlkj fdlh ,d laLFkku @ ikB~;Øe ds p;u dk volj
fn;k tk;sxkA
(ii) p;uksijkUr vkoaVu vkns'k miyC/ fjfDr;ksa ,oa fcgkj ljdkj ds vkosnu izi=k Hkjus gsrq izfØ;k vkjEHk djus dh frfFk rd ykxw
vkj{k.k fu;e ds vuqlkj fuxZr fd;k tk;sxk (ns[ksa dafMdk&5-5(i) ) A vkjf{kr oxZ esa ukekadu gsrq izR;sd laLFkku dks ,d
bdkbZ ekuk tk;sxkA
vH;fFkZ;ksa }kjk LosPNkuqlkj es/k&lg&fodYi ds vk/kj ij laLFkku @ ikB~;Øe ds p;u mijkUr lhV vkoaVu ds i'pkr~ vFkok
gq, vkoaVu ij ukekadu ugha ysus vFkok ukekadu ysdj NksM+ nsus ds mijkUr ,sls vH;fFkZ;ksa dks vkxs dh dkWmUlsfyax esa mUgsa iwoZ
vkoafVr laLFkku @ ikB~;Øe dks iqu% vkoafVr ugha fd;k tk ldsxk A
(iii) izR;sd vH;FkhZ ds izek.k&i=kksa dh ewy izfr;ksa rFkk mudh igpku (Identity) dh Nku&chu ,oa tk¡p ds i'pkr vfUre :i
ls ;ksX; ik;s x;s lHkh vH;fFkZ;ksa dks vkoaVu vkns'k ds vuqlkj fu/kZfjr frfFk rd MkWDVjh tk¡p djkuk gksxk vkSj ;ksX; ik;s tkus
ij fuf'pr :i ls p;fur laLFkku @ ikB~;Øe esa ukekadu djk ysuk gksxk A
(iv) ijh{kkiQy @ es/klwph dh rS;kjh ,oa izdk'ku ds nkSjku NikbZ esa fdlh izdkj dh Hkwy ds vk/kj ij mEehnokj ukekadu gsrq vkoaVu
ds fy;s gdnkj ugha gksaxs A
10.2 ukekadu 'kqYd %
p;fur vkosndksa dks ukekadu ds fy;s fdruh jde tek djuh iM+sxh] bldh ;FkklEHko tkudkjh lk{kkRdkj ds le; ns nh tk;sxh A
11. vU; vko';d lwpuk,¡ %
11.1 ijh{kk&laca/h lHkh dk;Z ,oa es/k lwph bR;kfn dk lapkyu fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk i"kZn djsxk A i"kZn~ }kjk ijh{kk fu;a=kd
ds ekè;e ls fy;s x;s ijh{kk&laca/h lHkh fu.kZ; vfUre ,oa loZekU; gksaxs A
11.2 bl fooj.k iqfLrdk esa nh x;h lwpukvksa ds vfrfjDr ;fn fdlh fo'ks"k laLFkku ds fo"k; esa vf/d tkudkjh dh vko';drk gks rks
ml laLFkku ds vf/dkjh ls lh/s i=kkpkj djsa A
11.3 bl fooj.k iqfLrdk esa nh x;h lwpukvksa esa ;fn dksbZ la'kks/u@ ifjoÙkZu gksxk ;k dksbZ vfrfjDr lwpuk gksxh rks mls vkosndksa dks muds
lk{kkRdkj ds le; ;k blds iwoZ gh ;Fkklkè; lwfpr dj fn;k tk;sxk A
11.4 egkfo|ky; NksM+us dk izek.ki=k (College Leaving Certificate) ukekadu ds le; ykuk iM+sxk A
11.5 bathfu;fjax@ fpfdRlk@ Ñf"k /kjkvksa esa ukekadu ds fy, vkosnui=k esa gh fofgr LFkku ij mYys[k dj nsa fd os &
(d) HkkSfrd foKku] jlk;u foKku ,oa xf.kr (PCM) vFkok
([k)HkkSfrd foKku] jlk;u foKku ,oa tho foKku (PCB) vFkok
(x) HkkSfrd foKku] jlk;u foKku] xf.kr ,oa tho foKku (PCMB)
buesa ls fdl fodYi] ;Fkk& (d) ;k ([k) ;k (x) esa f}rh; pj.k dh ijh{kk nsaxs A
11.6 le;≤ ij lekpkji=kksa ds ekè;e ls rFkk izdkf'kr esèkk lwph esa lfEefyr vkosndksa dks i=kksa }kjk vko';d lwpuk @ lwpuk;sa nh
tkrh jgsaxh A mRlqdrko'k ckj&ckj vuko';d i=k Ñi;k u fy[ksa] D;ksafd ,sls i=kksa dk mÙkj nsuk laHko ugha gksxk A
11.7 ch-lh-bZ-lh-bZ-&2015 dh fooj.k iqfLrdk@ vkosnu izi=k vkfn esa lfEefyr fdlh fu;e@ lwpuk dks ifjofrZr@ foyksfir djus vFkok
tksM+us dk vf/dkj fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk i"kZn ds ikl lqjf{kr gS A
11.8 vH;fFkZ;ksa ds fy;s ijh{kkiwoZ @ ijh{kk dh vof/ @ ijh{kk mijkUr fuxZr funsZ'k] i"kZn ds osclkbZV ;k lekpkj i=kksa ds ekè;e ls izdkf'kr
lwpuk @ fu;e bl fooj.k iqfLrdk ds gh Hkkx gksaxs A
11.9 bl ijh{kk ds fy;s ;fn fdlh vH;FkhZ dh mEehnokjh jí dh tkrh gS rks blds fy, mls lwfpr djus dh ckè;rk ugha gksxh A
11.10 vxj dksbZ vH;FkhZ ch-lh-bZ-lh-bZ-&2015 dh ijh{kk ds iwoZ] ijh{kk esa ;k ijh{kk ds mijkUr] es/k&lwph izdk'ku ds ckn ;k @ ,oa ukekadu
gksus ds i'pkr~ dHkh Hkh xyr @ =kqfViw.kZ ;k udyh izek.k i=k izLrqr djus] dnkpkj esa fyIr gksus vFkok bEijlksus'ku dk nks"kh ik;k
tkrk gS rks ukekadu gsrq mldh mEehnokjh Lor% jí gks tk;sxh A
10.
11.11 es/k&lwph
esa lfEefyr lHkh vH;fFkZ;ksa dks vius [kpsZ ls Lo;a dkWmUlsfyax @ bUVjH;w esa] izek.k i=kksa ,oa igpku dh tk¡p vkfn ds
fy;s fuf'pr frfFk ,oa le; ij mifLFkr gksuk vko';d gksxk vU;Fkk ukekadu gsrq os viuk nkok [kks nsaxs A
11.12 dkWmUlsfyax
@ bUVjH;w esa ewy izek.k i=kksa @ vfHkys[kksa dh tk¡p vkfn ds fy;s vH;FkhZ ds Lo;a dsoy mifLFkr gks tkus ij gh ukekadu
gsrq mldk dksbZ nkok ugha cusxk A
15
11.13 vxj
Hkwyo'k fdlh vH;FkhZ dks ijh{kk nsus dh vuqefr fey tkrh gS tks vU;Fkk ugha feyuh pkfg, Fkh vkSj ukekadu ds iwoZ ;k mlds
i'pkr~ dHkh Hkh bl Hkwy dk irk pyrk gS rks og es/k&lwph esa lfEefyr gksus ds ckotwn ukekadu gsrq viuk nkok @ vf/dkj [kks
nsxk A vxj bl lEcU/ esa dksbZ oS/kfud fookn mRiUu gksrk gS rks ,slh ifjfLFkfr esa bl ekeys esa vfUre fu.kZ; gksus rd vH;FkhZ
dks ukekadu&vkns'k fuxZr ugha fd;k tk;sxk A
11.14 ijh{kk
ds fy, izos'k i=k fuxZr gks tkus ls gh ukekadu dk vf/dkj izkIr ugha gksxk A vxj ;g irk pyrk gS fd fdlh vH;FkhZ dks
fu/kZfjr vgZrk ugha gS ;k blesa ,slh v;ksX;rk ik;h tkrh gS ftl dkj.k ukekadu gsrq mldh ik=krk dh iqf"V ugha gksrh gS rks mldh
mEehnokjh jí dj nh tk;sxh A
11.15 ukekadu izfØ;k lekfIr dh ?kksf"kr frfFk ds ckn fdlh Hkh lacaf/r laLFkku@ ikB~;Øe@ czkap esa fdlh izdkj dh fjfDr;k¡ fiQj ugha Hkjh
tk;saxh A
11.16 ukekadu&izfØ;k&lekfIr ds ckn tks vkosnd vad i=k ysus dh fu/kZfjr izfØ;k iwjh dj vuqjks/ djsaxs mUgsa Mkd ls f}rh; pj.k dh
ijh{kk ds vadi=k Hkstus dh izfØ;k dh tk;sxh A
11.17 bl izfr;ksfxrk ijh{kk ds lapkyu rFkk vkosnu ls lacaf/r lHkh fookn dsoy iVuk uxj fLFkr U;k;ky;ksa ds {ks=kkf/dkj ds vanj gh
nk;j fd;s tk;saxs vkSj ogh ekU; gksaxs A fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk i"kZn ds fy, ijh{kk fu;a=kd gh oSf/d O;fDr gksaxs ftuds
ekè;e ls i"kZn~ okn nk;j dj ldsxh vFkok i"kZn ds fo#¼ okn nk;j fd;s tk ldsaxs A
12. ekxZn'kZd ikB~;Øe %
fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk izFke rFkk f}rh; pj.kksa ds fy, izR;sd fo"k; dk ekxZn'kZd ikB~;Øe ifjf'k"V&1 esa fn;k x;k gS A ;g
ikB~;Øe fcgkj bUVjehfM,V ijh{kk gsrq I.Sc. ds ikB~;Øe ij vk/kfjr gS vkSj dsoy ekxZn'kZd :i esa gSA blesa of.kZr va'k cU/udkjh ugha
gSa A of.kZr va'kksa ls lacaf/r vU; va'kksa ij Hkh led{k iz'u iwNs tk ldrs gSa A iz'uksa ds dfBu gksus ;k ikB~;Øe ls ckgj gksus ds eqís ij fookn
Lohdkj ugha gksxk A
13. vfHk;a=k.k&iQkesZlh /kjk rFkk leku O;kolkf;d ikB~;Øeksa esa ukekadu gsrq vfrfjDr lwpuk,¡ rFkk okafNr ;ksX;rk,¡ %
13.1 laLFkku@ikB~;Øe@lhVsa %
(d) bl /kjk ds varxZr baftfu;jhax @ vkfdZVsDpj @ iQkesZlh ds laLFkkuksa esa fofHkUu ikB~;Øeaksa ,oa dqy lhVksa dh la[;k lkj.kh&1
esa ns[ksaA buesa ;fn fcgkj ljdkj @ Hkkjr ljdkj @ vkWy bafM;k dkWmfUly vkWiQ Vsdfudy ,Mqds'ku (vHkkrf'ki) }kjk dksbZ iQsjcny
fd;k x;k rks bldh lwpuk lk{kkRdkj ds le; ns nh tk;sxh A
lkj.kh&1 dh lwph esa laLFkku ,oa vfrfjDr lhVksa dks tksM+us ;k cnyus dk vf/dkj ijh{kk i"kZn @ ljdkj dks lqjf{kr gksxkA
([k) vf[ky Hkkjrh; rduhdh ifj"kn (AICTE) }kjk fu/kZfjr le;&lkj.kh (ns[ksa ifjf'k"V&4) ds vuqlkj vfHk;a=k.k /kjk ds lHkh
ikB~;Øeksa esa ukekadukFkZ dkWmUlsfyax @ vkoaVukns'k fuxZr djus dh izfØ;k iwjh dh tk;sxh A
13.2 fcgkj ds ckgj vU; vfHk;a=k.k laLFkku %
fcgkj ds ckgj vU; vfHk;a=k.k laLFkkuksa ds fofHkUu ikB~;Øeksa esa fcgkj dksVk dh vkjf{kr lhVksa ij lacaf/r laLFkku ds fu;ekuqlkj ukekadu
gsrq fcgkj ds Nk=kksa dk euksu;u blh çfr;ksfxrk ijh{kk dh es/k lwph ds vk/kj ij fd;k tk ldsxkA
13.3 fcgkj fLFkr futh {ks=k ds O;kolkf;d laLFkku %
fcgkj esa fLFkr futh {ks=k ds laLFkkuksa ds O;kolkf;d ikB~;Øeksa esa bl izfr;ksfxrk ijh{kk dh es/klwph ds vk/kj ij dsoy mUgha lhVksa
ij ukekadu gsrq p;u gksxk ftuds fy;s jkT; ljdkj ds lEcfU/r foHkkxksa }kjk fof/or funs'k izkIr gksxkA
13.4 vkj{k.k %
bathfu;fjax @ vkfdZVsDpj @ iQkesZlh ds ljdkjh laLFkkuksa dh lhVksa rFkk dafMdk 14-1 ,oa dafMdk 15-1 esa of.kZr lhVksa (ns[ksa lkj.kh&1
ls 3) ij ukekadu gsrq p;u ds fy;s fcgkj ljdkj }kjk fu/kZfjr ,oa vkosnu&i=k vkWu ykbZu submit djus dh frfFk rd ykxw vkj{k.k
vf/fu;e@ fu;eksa @ uhfr;ksa dk ikyu fd;k tk;sxkA laofU/r fooj.k ds fy, dafMdk&5 ns[ksaA
13.5 fodykax dksVk ds vUrxZr vkjf{kr lhVksa ds fy, dafMdk&5-7 ns[ksa A
13.6 lSfud deZpkjh dksVk (SMQ) ds vUrxZr vkjf{kr lhVksa ds fy, dafMdk&5-8 ns[ksa A
13.7 fons'k@ns'k ds dqN vU; jkT;ksa ,oa dsUæ'kkflr çns'kksa ds fy, vfrfjDr fu/kZfjr lhVsa %
fons'k rFkk ns'k ds dqN vU; jkT;ksa ,oa dsUæ'kkflr çns'kksa tgk¡ bathfu;¯jx dh i<+kbZ dh lqfo/k miyC/ ugha gS] ds Nk=kksa ds fy, fcgkj
ljdkj }kjk le;≤ ij fcgkj vofLFkr laLFkkuksa esa dsUæ ljdkj dh vuq'kalk ,oa fu;eksa ds vuqlkj fu/kZfjr lhVksa ij ukekadu fd;k
tkrk gSA bu lhVksa ij ços'k gsrq p;u mudh viuh ljdkjksa }kjk gh fd;k tkrk gSA ,sls Nk=kksa dks fcgkj la;qDr izos'k çfr;ksfxrk ijh{kk&2015
esa cSBus dh vko';drk ugha gSA
13.8 ijh{kkfFkZ;ksa gsrq okafNr ;ksX;rk,¡ @ vgZrk,¡ %
16
(d) 'kS{kf.kd
I.
bathfu;fjax ,oa VsDuksykWth (pkj o"khZ; ikB~;Øe)% bathfu;¯jx @ VsDuksykWth ikB~;Øeksa ds fy, vfuok;Z fo"k;ksa ds :i esa HkkSfrdh
rFkk xf.kr ,oa oSdfYid fo"k; ds :i esa jlk;u foKku @ ck;ks VsDuksykWth @ tho foKku @ Vsdfudy oksds'kuy fo"k; esa ls dksbZ
,d fo"k; dks feykdj de ls de 45% vadksa ds lkFk mrh.kZrk vko';d gS A fdUrq vuqlwfpr tkfr @ vuqlwfpr tu tkfr ds fy,
de&ls&de mDr fo"k;ksa dks feykdj 40% vadksa ds lkFk mrh.kZ gksuk vko';d gS A
II.
iQkesZlh (pkj o"khZ; ikB~;Øe) % iQkesZlh ikB~;Øe ds fy;s vfuok;Z fo"k;ksa ds :i esa HkkSfrdh foKku rFkk jlk;u foKku ,oa oSdfYid
fo"k; ds :i esa xf.kr @ ck;ksVsDuksykWth@ tho foKku @ Vsdfudy oksds'kuy fo"k; esa ls dksbZ ,d fo"k; dks feykdj de ls de
45% vadksa ds lkFk mrh.kZrk vko';d gS A fdUrq vuqlwfpr tkfr @ vuqlwfpr tu tkfr ds fy, de&ls&de mDr fo"k;ksa dks feykdj
40% vadksa ds lkFk mrh.kZ gksuk vko';d gS A
III. bUVjehfM;V ;k led{k ijh{kk esa lfEefyr gksus okys ijh{kkFkhZ Hkh vkosnu dj ldrs gSa] ysfdu lk{kkRdkj ds le; rd mÙkh.kZrk çkIr
dj ysuk vko';d gksxkA
([k) vkoklh; %
dsoy os gh vkosnd ços'k ik ldrs gSa tks Hkkjr ds fuoklh gSa vkSj
I.
ftuds ekrk&firk fcgkj ds LFkk;h fuoklh gSaA
vFkok
II.
ftuds ekrk&firk fcgkj esa fucaf/r 'kj.kkFkhZ gSaA
vFkok
III. ftuds ekrk&firk jgusokys nwljs jkT; ds gSa] ysfdu fcgkj ljdkj ds deZpkjh gSa A
vFkok
IV. ftuds ekrk&firk iquxZBu iwoZ fcgkj ljdkj ds oSls deZpkjh gSa ftuds laoxZ dk foHkktu vHkh ugha gqvk gS vkSj ftudk in fcgkj @ >kj[kaM
jkT; esa vHkh Hkh LFkkukUrj.kh; gSA
vFkok
V.
ftuds ekrk&firk fcgkj esa inLFkkfir Hkkjr ljdkj ds deZpkjh gSa ;k fcgkj esa fLFkr Hkkjr ljdkj }kjk lapkfyr dkj[kkuksa vFkok laLFkkuksa
(Public Sector Undertaking of Govt. of India) ds deZpkjh gSaA
vFkok
VI. ftuds ekrk&firk jk"Vªla?k ds deZpkjh gSa vkSj rRdky fcgkj esa inLFkkfir gSaA
vFkok
VII. tks 13.7 ds varxZr euksuhr gSA
(x) 'kkjhfjd %
ços'k ds fy, pqus x;s vkosndksa dh MkWDVjh tk¡p gksxhA tk¡p esa ;ksX; ik;s tkus ij gh vkosnd dks ços'k fn;k tk;sxkA bl tk¡p ds
fy, vyx ls 'kqYd yxsxkA
(?k) vk;q lhek %
bathfu;¯jx@iQkesZlh esa ços'k gsrq dksbZ U;wure vk;q lhek ugha gSA ;fn dksbZ vkosnd fcgkj dksVk ds vUrxZr fcgkj ds ckgj ds laLFkkuksa
esa fdlh lhV ij ukekadu dk fodYi nsrk gS] rks mlds fy, ml laLFkku esa fu/kZfjr vk;q lhek ds çkoèkku@fu;e ykxw gksaxs A
13.9 vfHk;a=k.k @ vkfdZVsDpj @ iQkesZlh ikB~;Øeksa esa ukekadu gsrq vHkkrf'ki (AICTE) ds lHkh lEcfU/r fu;e ,oa 'kÙkZ ykxw gksxk A
14. fpfdRlk /kjk rFkk leku O;kolkf;d ikB~;Øeksa esa ukekadu gsrq vfrfjDr lwpuk,¡ ,oa okafNr ;ksX;rk,¡ %
14.1 laLFkku@ikB~;Øe@lhVsa %
(d) bl /kjk ds vUrxZr fpfdRlk egkfo|ky;ksa@nUr egkfo|ky;ksa@fiQft;ksFksjksih] vksdqis'kuy Fksjsih egkfo|ky; @ jktdh; vk;qosZfnd dkWystksa@
jktdh; gksfe;ksiSfFkd @ jktdh; frCch dkWyst esa fofHkUu ikB~;Øeksa ,oa dqy lhVksa dh la[;k lkj.kh&2 esa ns[ksaA lwph esa u;s laLFkku
,oa vfrfjDr lhVksa dks tksM+us ;k cnyus dk vf/dkj ijh{kk i"kZn @ ljdkj dks lqjf{kr gksxk A buesa ;fn fcgkj ljdkj@Hkkjr ljdkj
@ esfMdy dkWfUly vkWiQ bfUM;k @ MsUVy dkWfUly vkWiQ bfUM;k @ ekuuh; U;k;ky; ;k vU; izkf/dkj }kjk dksbZ iQsj&cny fd;k x;k
;k dksbZ funsZ'k tkjh fd;k x;k rks fopkjksijkUr mldh lwpuk ukekadu gsrq lk{kkRdkj ds le; ns nh tk;sxhA
([k) fcgkj fLFkr futh {ks=k ds O;kolkf;d laLFkku %
fcgkj esa fLFkr futh {ks=k ds laLFkkuksa esa fpfdRlk /kjk rFkk leku O;kolkf;d ikB~;Øeksa ds fy;s bl izfr;ksfxrk ijh{kk dh es/k lwph
ds vk/kj ij dsoy mUgha lhVksa ij ukekadu gsrq p;u gksxk] ftuds fy;s jkT; ljdkj ds lEcfU/r foHkkxksa }kjk fof/or funsZ'k izkIr
gksxk A futh laLFkkuksa esa ukekadukFkZ iQh&LVªDpj dh tkudkjh @ lEcfU/r fu;e dh tkudkjh] dkWmUlsfyax ds le; p;fur futh laLFkkuksa
ds izkf/Ñr izfrfuf/ ls izkIr fd;k tk ldsxk A
17
vkj{k.k %
(d) fpfdRlk /kjk ds lHkh laLFkkuksa (lkj.kh&2) esa ukekadu gsrq dqy lhVksa dh 15 çfr'kr lhVsa Hkkjr ljdkj }kjk vf[ky Hkkjrh; çfr;ksfxrk
ijh{kk ds vk/kj ij Hkjh tk;saxhA
([k) 'ks"k lhVksa ij ukekadu gsrq fcgkj ljdkj }kjk fu/kZfjr ,oa vkosnu foØ; izkjEHk djus dh frfFk rd ykxw vkj{k.k fu;eksa @ uhfr;ksa
dk ikyu fd;k tk;sxkA (Ñi;k ns[ksa dafMdk&5) A
(x) fodykax dksVk dh lhVksa ds fy;s vkj{k.k ,oa vgZrk lEcU/h izko/ku dafMdk&5-7 ,oa ifjf'k"V&2(i) ns[ksaA
(?k) dqy lhVksa esa ls Hkkjr ljdkj }kjk euksuhr lhVksa ds ?kVkus ds mijkUr 'ks"k lhVksa dk 15 çfr'kr vf[ky Hkkjrh; dksVk ds vUrxZr eqDr
lhVsa gksaxh A bl izdkj dqy lhVksa esa ls Hkkjr ljdkj }kjk euksuhr lhVksa rFkk vf[ky Hkkjrh; dksVk ds vUrxZr eqDr lhVksa dks ?kVkus
ds ckn 'ks"k miyC/ lhVksa ij fcgkj ljdkj ds vkj{k.k&izko/ku ykxw gkasxs A
(Ä) çR;sd laLFkku esa dqy miyC/ lhVsa mlh vuqikr esa Hkjh tk;saxh ftl vuqikr esa fcgkj ljdkj }kjk çR;sd dksfV ds fy, fuèkkZfjr@vkjf{kr
gSaA vkj{k.k dksfV esa ukekadu gsrq izR;sd ikB~;Øe ds lHkh laLFkkuksa dks ,d ;wfuV le>k tk;sxk vkSj mlesa ukekadu vkj{k.k ds fu/
kZfjr vuqikr esa gh fd;k tk;sxkA
14.3 vfrfjDr vkjf{kr lhV %
Hkkjr ljdkj }kjk euksuhr ,oa LikWUlMZ vkosndksa ds fy, fcgkj ljdkj dh LohÑfr vko';d gksxhA vU; vgZrk,¡ euksuhr djusokyh laLFkkvksa@fcgkj
ljdkj@Hkkjr ljdkj }kjk fu/kZfjr vgZrkvksa ds vuqlkj gksaxhA
14.4 ijh{kkfFkZ;ksa gsrq okafNr ;ksX;rk,¡@vgZrk,¡ %
(d) 'kS{kf.kd %
(i)
fpfdRlk /kjk ds ikB~;Øeksa ds fy, 10 + 2 @ gk;j lsdsUMªh @ vkbZú ,l&lhú @ çh&esfMdy ;k led{k ijh{kkvksa esa vaxzsth
(Hkk"kk vkSj lkfgR; ds :i esa) HkkSfrd foKku] jlk;u foKku] tho foKku (ckWVuh] tqykWth) fo"k;ksa esa mÙkh.kZA
(ii) bUVjehfM;V ;k led{k ijh{kk esa pkyw l=k (2015) esa lfEefyr gksusokys ijh{kkFkhZ Hkh vkosnu dj ldrs gSa] ysfdu lk{kkRdkj
ds le; rd mÙkh.kZrk çkIr dj ysuk vko';d gksxkA
(iii) frCch dkWyst] iVuk ds BUMS ikB~;Øe esa ukekadu ds fy, vkosnd dks bUVjehfM,V @ led{k] ijh{kk esa 14.4 (d) (i) ,oa
(ii) esa mfYyf[kr&'kS{kf.kd ;ksX;rk ds vfrfjDr] eSfVªd @ led{k ijh{kk esa mnwZ fo"k; ds lkFk mÙkh.kZ gksuk vko';d gSA
([k) MBBS fMxzh ikB~;Øe esa ukekadu ds fy, dkWmUlsfyax fufeÙk esfMdy dkmfUly vkWiQ bafM;k ds çko/ku ykxw gksaxsA
(i)
izfr;ksfxrk izos'k ijh{kk esa lfEefyr gksus ds fy;s ;g vko';d gksxk fd vkosnd vgZd (Qualifying) ijh{kk ;Fkk&
vkbZ-,l&lh- ;k led{k ijh{kk esa HkkSfrd foKku] jlk;u foKku] tho foKku rFkk vaxzsth esa vyx&vyx mÙkh.kZ gks
A lkekU; oxZ ds vkosnd dks HkkSfrd foKku] jlk;u foKku rFkk tho foKku dks ,d lkFk feykdj U;wure 50 % vad
fdUrq vuqlwfpr tkfr @ vuqlwfpr tutkfr @ vU; fiNM+s oxZ ds vkosndksa dks HkkSfrd] jlk;u foKku ,oa tho foKku
dks ,d lkFk feyk dj U;wure 40 % vad izkIr gksuk pkfg;s A
(ii) ^^mijksDr ds vfrfjDr izfr;ksfxrk izos'k ijh{kk ds vk/kj ij cuk;h x;h es/k lwph esa lfEefyr vkosnd dks HkkSfrd foKku] jlk;u
foKku ,oa tho foKku esa ,d lkFk feyk dj dqy izkIrkad 50% ls de ugha gksuk pkfg;s A vuqlwfpr tkfr (SC), vuqlwfpr
tu tkfr (ST), fiNM+h tkfr (BC) vkSj vR;Ur fiNM+h tkfr (EBC) ds vkosndksa dks HkkSfrd foKku] jlk;u foKku ,oa tho
foKku esa ,d lkFk feykdj dqy izkIrkad 50% ds LFkku ij 40% ls de ugha gksuk pkfg, A
(iii) ifjf'k"V&2(1) ij vk/kfjr fupys vaxks (lower limbs) dh Locomotors fodykaxrk okys vH;fFkZ;ksa dh vgZrk] vgZd
(Qualifying) ijh{kk rFkk MBBS/BDS ikB~;Øe esa ukekadu gsrq izfr;ksfxrk izos'k ijh{kk esa 50% izkIrkad ds LFkku ij
45% gksxh A ijUrq vuqlwfpr tkfr (SC), vuqlwfpr tu tkfr (ST), fiNM+h tkfr (BC) vkSj vR;Ur fiNM+h tkfr (EBC)
ds vkosndksa dh vgZrk vgZd (Qualifying) ijh{kk rFkk MBBS/BDS ikB~;Øe esa ukekadu gsrq izfr;ksfxrk izos'k ijh{kk
esa vyx&vyx 40% izkIrkad ;Fkkor~ jgsxh A
(x) mijksDr dafMdk& 14-4 ([k) ds izko/ku esfMdy dkWmUlsy vkWiQ bafM;k ds fu.kZ; ds vuqlkj la'kksf/r @ ifjekftZr dh tk ldrh
gS ,oa os gh izko/ku vfUre :i ls ekU; gksaxsA
(?k) LokLF; foHkkx] fcgkj ljdkj ls izkIr i=k ds vuqlkj ^^Hkfo"; esa jkT; ljdkj @ Hkkjr ljdkj @ Hkkjrh; vk;qfoZKku ifj"kn @ Hkkjrh;
nUr ifj"kn @ ekuuh; U;k;ky; ls ;fn dksbZ vkns'k @ funsZ'k izkIr gksrk gS rks rn~uqlkj fopkjksijkUr dkjZokbZ dh tk;sxh A**
(Ä) vkoklh; %
ogh fu;e tks 13.8 ([k) (i) ls (v) esa mfYyf[kr gSaA
(p) 'kkjhfjd %
ços'k ds fy, pqus x;s vkosndksa dh MkWDVjh tk¡Pk gksxhA tk¡p esa ;ksX; ik;s tkus ij gh vkosnd dks ços'k fn;k tk;sxkA bl tk¡p ds
fy, vyx ls 'kqYd yxsxkA
14.2
18
15.
15.1
15.2
15.3
15.4
(N) vk;q lhek %
fpfdRlk /kjk esa ços'k gsrq U;wure vk;q lhek ijh{kk o"kZ dh 31 fnlEcj dks 17 o"kZ gksuh pkfg, A rnuqlkj vH;FkhZ dh tUe frfFk
31-12-1998 ds ckn ugha gksuh pkfg, A bl lEcU/ esa MBBS fMxzh dkslZ esa ços'k gsrq esfMdy dkmfUly vkWiQ bafM;k ds v|ru
çko/ku ykxw gksaxsA
Ñf"k /kjk esa jktsUæ Ñf"k fo'ofo|ky;] iwlk (leLrhiqj) ,oa fcgkj Ñf"k fo'ofo|ky;] lckSj (Hkkxyiqj) ds vUrxZr lHkh ikB~;Øeksa
esa ukekadu gsrq vfrfjDr lwpuk,¡ ,oa okafNr ;ksX;rk,¡ %
laLFkku @ ikB~;Øe @ lhVsa %
bl /kjk ds vUrxZr jktsUæ Ñf"k fo'ofo|ky;] iwlk (leLrhiqj) ,oa fcgkj Ñf"k fo'ofo|ky;] lckSj (Hkkxyiqj) ds fofHkUu ikB~;Øeksa ,oa
dqy lhVksa dh la[;k lkj.kh-3 esa ns[ksaA buesa ;fn fcgkj ljdkj@ Hkkjr ljdkj }kjk dksbZ iQsjcny fd;k x;k rks mldh lwpuk ukekadu ds le;
ns nh tk;sxhA
lkj.kh&3 dh lwph esa laLFkku ,oa vfrfjDr lhVksa dks tksM+us ;k cnyus dk vf/dkj ijh{kk i"kZn @ ljdkj dks lqjf{kr gksxkA
vkj{k.k %
(d) Ñf"k /kjk ds lHkh laLFkkuksa esa ukekadu gsrq dqy lhVksa dh 15 çfr'kr] vf[ky Hkkjrh; izfr;ksfxrk ijh{kk ds vk/kj ij Hkjh tk;saxh A
([k) 'ks"k lhVksa ij ukekadu gsrq fcgkj ljdkj }kjk fu/kZfjr ,oa vkosnu&i=k foØ; izkjEHk djus dh frfFk rd ykxw vkj{k.k fu;eksa @ uhfr;ksa
dk ikyu fd;k tk;sxk A (Ñi;k ns[ksa dafMdk& 5)A
(x) fodykax dksVk dh lhVksa ds fy, vkj{k.k ,oa vgZrk lEcU/h izko/ku dafMdk& 5-7 esa ns[ksa A
(?k) lSfud deZpkjh dksVk ds vUrxZr lhVksa ds fy, vkj{k.k ,oa vgZrk lEcU/h izko/ku dafMdk 5-8 ij ns[ksa A
(Ä) blds vfrfjDr fons'k@ns'k ds dqN vU; jkT;ksa ,oa dsUæ'kkflr çns'kksa ds Nk=kksa ds fy, Hkkjrh; Ñf"k vuqla/ku ifj"kn~] ubZ
fnYyh dh vuq'kalk ij jktsUæ Ñf"k fo'ofo|ky;] iwlk (leLrhiqj) ,oa fcgkj Ñf"k fo'ofo|ky;] lckSj (Hkkxyiqj) esa
ukekadu dk çko/ku gSA ,sls Nk=kksa dks fcgkj la;qDr ços'k çfr;ksfxrk ijh{kk esa cSBus dh vko';drk ugha gSA
Nk=kkvksa dks fo'ks"k lqfo/k %
fcgkj ljdkj }kjk fu/kZfjr fu;e ykxw fd;s tk;saxsA
ijh{kkFkhZ gsrq okafNr ;ksX;rk,¡@vgZrk,¡ %
(d) 'kS{kf.kd %
jktsUæ Ñf"k fo'ofo|ky;] iwlk (leLrhiqj) ,oa fcgkj Ñf"k fo'ofo|ky;] lckSj (Hkkxyiqj) esa Ñf"k /kjk ds miyC/ ikB~;Øeksa esa
ukekadu gsrq U;wure 'kS{kf.kd ;ksX;rk fuEufyf[kr ds vuqlkj gksxh %
(i)
ikB~;Øe
U;wure 'kSf{kd ;ksX;rk
fo"k;
Ñf"k Lukrd
vkbZ- ,l&lh- ;k led{k
HkkSfrd foKku] jlk;u foKku
(ch- ,l&lh ,xzhdYpj)
esa mÙkh.kZ
,oa tho [email protected]@ Ñf"k
i'kq fpfdRlk
vkbZ- ,l&lh] ;k led{k
HkkSfrd foKku] jlk;u foKku
Lukrd (ch- ch- ,l&lh,aM ,- ,p-)
esa mÙkh.kZ
,oa tho foKku
xO; rdfudh
Lukrd (oh- Vsd- Ms;jh
VsDuksykWth)
vkbZ- ,l&lh] ;k led{k
esa mÙkh.kZ
HkkSfrd foKku] jlk;u foKku
,oa xf.kr
Ñf"k vfHk;a=k.k
Lukrd (ch- Vsd,xzhdYpjy baft-)
vkbZ] ,l&lh- ;k led{k
esa mÙkh.kZ
HkkSfrd foKku] jlk;u foKku
,oa xf.kr
eRL; foKku Lukrd
(ch- ,iQ- ,l&lh-)
vkbZ- ,l&lh- ;k led{k
esa mÙkh.kZ
HkkSfrd foKku] jlk;u foKku
,oa tho foKku
19
(ii)
m|ku Lukrd
ch-,l&lh- (m|ku)
vkbZ- ,l&lh- ;k led{k
HkkSfrd foKku] jlk;u foKku
xf.kr @ tho foKku
ck;ksVsDuksykWth (Lukrd)
ch-Vsd- (ck;ksVsDuksykWth)
vkbZ- ,l&lh- ;k led{k
HkkSfrd foKku] jlk;u foKku
tho foKku @ xf.kr @ ck;ksVsDuksykWth esa mrh.kZ
bUVjehfM,V ;k led{k ijh{kk esa lfEefyr gksus okys ijh{kkFkhZ Hkh vkosnu dj ldrs gSa] ysfdu lk{kkRdkj ds le; rd mÙkh.kZrk çkIr
dj ysuk vko';d gksxkA
([k) vkoklh; %
ogh fu;e tks dafMdk 13.8 ([k) (i) ls (v) esa mfYyf[kr gSa A
(x) 'kkjhfjd %
ços'k ds fy;s pqus x;s vkosndksa dh MkWDVjh tk¡p gksxhA tk¡p esa ;ksX; ik;s tkus ij gh vkosnd dks ços'k fn;k tk;sxkA bl
tk¡p ds fy, vyx ls 'kqYd yxsxkA
(?k) vk;q lhek %
jktsUæ Ñf"k fo'ofo|ky;] iwlk (leLrhiqj) ,oa fcgkj Ñf"k fo'ofo|ky;] lckSj (Hkkxyiqj) esa ços'k gsrq] ijh{kk o"kZ dh igyh
tqykbZ dks vkosnd dh U;wure vk;q 17 o"kZ gksxh A vf/dre vk;qlhek fu/kZfjr ugha gS A
16.
16.1
16.2
16.3
16.4
16.5
16.6
16.7
izkbZosV ik;yV ykblsUl ikB~;Øe (Private Pilot License Course [PPL]) [ fcgkj ÝykbZax bULVhP;wV] iVuk&14 esa lapkfyr]
esa ukekadu gsrq vfrfjDr lwpuk,¡ ,oa okafNr ;ksX;rk,¡ %
laLFkku @ ikB~;Øe @ lhVsa % bl /kjk (ikB~;Øe) ds vUrxZr miyC/ lhVksa dh la[;k vkfn ls lEcfU/r fooj.kh lkj.kh&4 esa ns[ksa A buesa
;fn fcgkj ljdkj @ Hkkjr ljdkj }kjk dksbZ iQsj&cny fd;k x;k rks mldh lwpuk ukekadu gsrq p;u ds le;] lEcfU/r foHkkx @ laLFkku
}kjk gh nh tk ldsxhA
lkj.kh&4 esa bl ikB~;Øe ls lEcfU/r lwph esa vfrfjDr lhVksa dks tksM+us cnyus dk vf/dkj i"kZn @ jkT; ljdkj dks lqjf{kr jgsxkA
vkj{k.k %
(d) izkbZosV ik;yV ykblsUl (Private Pilot License-PPL) dkslZ esa miyC/ dqy lhVksa ij ukekadu gsrq fcgkj ljdkj }kjk fu/kZfjr ,oa
vkosnu i=k foØ; djus dh frfFk rd ykxw vkj{k.k fu;eksa @ uhfr;ksa dk ikyu fd;k tk;sxk A
([k) fodykax dksVk vFkok lSfud deZpkjh dksVk ls lEcfU/r izko/ku tks Øe'k% dafMdk 5-7 ,oa 5-8 esa nh x;h gS os izkbZosV ik;yV ykblsUl
(Private Pilot License-PPL) dkslZ @ ikB~;Øe @ /kjk esa vH;fFkZ;ksa ds izos'k gsrq p;u ds fy, ykxw ugha gksaxs A
efgykvksa dks fo'ks"k lqfo/k ds lEcU/ esa fcgkj ljdkj ds lEcfU/r foHkkx }kjk fuxZr fu;e gh ykxw fd;s tk;saxs A
ijh{kkFkhZ @ vH;FkhZ gsrq okafNr ;ksX;rk;sa @ vgZrk;sa %
'kS{kf.kd %
izkbZosV ik;yV ykblsUl (Private Pilot License-PPL) ikB~;Øe @ /kjk ds fy, vkosnd dks I.Sc. / 10 + 2 @ led{k ijh{kk HkkSfrd foKku
,oa xf.kr fo"k;ksa ds lkFk] de&ls&de 60 % (lkB izfr'kr) vadksa ds lkFk mÙkh.kZ gksuk pkfg, vFkok de&ls&de 50 % (ipkl izfr'kr)
vadksa ,oa mijksDr fo"k;ksa ds lkFk B.Sc. ikB~;Øe mÙkh.kZ gksuk vko';d gS A
vuqlwfpr tkfr ,oa vuqlwfpr tutkfr dksfV ds vkosndksa ds fy, HkkSfrd foKku ,oa xf.kr fo"k; lfgr I.Sc / 10 + 2 @ led{k ijh{kk
de&ls&de 50 % (ipkl izfr'kr) vadksa ds lkFk mÙkh.kZ gksuk pkfg, vFkok de&ls&de 45 % (iSrkfyl izfr'kr) vadksa ,oa mijksDr fo"k;ksa
ds lkFk B. Sc. ikB~;Øe mÙkh.kZ gksuk pkfg, A
vkoklh; vgZrk %
fcgkj ds ewy fuoklh @ LFkk;h fuoklh vkosnd gh bl ikB~;Øe @ /kjk esa ukekadu @ p;u ds ;ksX; le>s tk;saxsA
'kkjhfjd ;ksX;rk %
izos'k ds p;u ls iwoZ MkDVjh tk¡p dh tk;sxhA bl tk¡p esa ;ksX; ik;s tkus ds ckn gh vfUre :i ls p;u dh vkxs dh izfØ;k dh tk;sxhA
bl tk¡p ds fy, vyx ls 'kqYd yxsxk A
vk;q lhek %
izkbZosV ik;yV ykblsUl (Private Pilot License-[PPL]) ikB~;Øe @ /kjk esa izos'k gsrq U;wure vk;q 17 o"kZ gS A
20
16.8
vU; lwpuk;sa %
izkbZosV ik;yV ykblsUl (Private Pilot License-[PPL]) ikB~;Øe @ /kjk esa p;u ds fy, (d) vuqnkfur (Scholarship) Js.kh dh lhVsa&20
,oa ([k) xSj&vuqnkfur (Non Scholarship) Js.kh dh lhVsa&20 miyC/ gSa A mijksDr (d) ,oa ([k) Js.kh dh lhVksa ds fy, vyx&vyx
'kqYd fu/kZfjr gS A lhVksa dk vkj{k.k dksfVokj forj.k ,oa 'kqYd gsrq tkudkjh ds fy, ns[ksa lkj.kh&4 A
lkj.kh—1
Statement of Total Available Seats in Different Colleges (Branchwise) in Engineering — Pharmacy Stream* for the
session 2015-2016 (On the basis of session - 2014-2015)
Note : BCECE Board/ State Govt. reserves their right to add new Institutions and seats in this statement at any time for which information will be
provided at the time of counselling.
1
SN. Institute
(A)
Civil
2
3
Mech. Elect.
4
5
6
7
8
9
10
11
12
13
14
15
Chem.
Met.
Prod.
ECE
Arch.
Min.
CSE
B.Ph.
AEI
TXE
L.TECH.
I.T.
16
17
E. Electro. OTHERS
18
TOTAL
Govt. Institutions
1.
M.I.T.Muzaffarpur
60+3
60+3
60+3
—
—
—
40+2
—
—
—
15
—
—
15+1
40+2
—
—
290+14
2.
B.C.E. Bhagalpur
30+2
45+2
45+2
—
—
—
40+2
—
—
40+2
—
—
—
—
—
—
—
200+10
Nalanda C.of Engg.
60+3
60+3
—
—
—
—
—
—
—
60+3
—
—
—
—
—
60+3
—
240+12
3.
Chandi,Nalanda
G.C.E. Gaya
60+3
60+3
—
—
—
—
—
—
—
60+3
—
—
—
—
—
60+3
—
240+12
M.C.E. Motihari
60+3
60+3
—
—
—
—
—
—
—
60+3
—
—
—
—
—
60+3
—
240+12
6.
D.C.E. Darbhanga
60+3
60+3
—
—
—
—
—
—
—
60+3
—
—
—
—
—
60+3
—
240+12
7.
G.P.I., Patna
—
—
—
—
—
—
—
—
—
—
60
—
—
—
—
—
—
60
60+3
60+3
—
—
—
—
—
—
—
60+3
—
—
—
—
—
60+3
—
240+12
—
210+10
8.
(B)
L.J.P.I.T., Chapra
Pvt. Institutions
1.
M.A.C.E.T., Patna
30+2
45+2
—
—
—
—
45+2
—
—
30+1
—
—
—
—
—
30+2
2.
R.P.S.I.T., Patna
30+2
60+3
—
—
—
—
60+3
—
—
30+1
—
—
—
—
—
30+1
180+9
3.
N.S.I.of Tech.Bihta
30+2
30+2
—
—
—
—
30+2
—
—
30+1
—
—
—
—
—
30+1
—
150+8
4.
M.I.T. Purnea
30+2
30+2
30+1
—
—
—
30+2
—
—
30+1
—
—
—
—
—
—
—
150+8
5
S.I.E.T. Siwan
30+2
30+1
30+2
—
—
—
30+1
—
—
30+2
—
—
—
—
—
—
—
150+8
6.
V.V.I.T., Purnea
—
30+2
—
—
—
—
30+1
—
—
30+1
—
—
—
—
—
30+2
—
120+6
7.
S.I.T., Aurangabad
30+1
60+3
60+3
—
—
—
30+1
—
—
30+2
—
—
—
—
—
—
—
210+10
8.
P.S.C.E.T.,Vaishali
60+3
60+3
30+2
—
—
—
30+1
—
—
30+1
—
—
—
—
—
—
—
210+10
9.
A.I.T. Kishanganj
30+1
30+2
30+2
—
—
—
30+1
—
—
30+2
—
—
—
—
—
—
—
150+8
10.
KKCET, Biharsharif
30+1
30+1
30+1
—
—
—
30+2
—
—
30+2
—
—
—
—
—
—
—
150+7
11.
K.C.E.T. Kishanganj
30+2
30+1
30+1
—
—
—
30+2
—
—
30+2
—
—
—
—
—
—
—
150+8
12.
Budha inst. of T.,Gaya
30+1
30+1
30+1
—
—
—
30+2
—
—
30+2
—
—
—
—
—
—
—
150+7
* (i)
(ii)
(iii)
(iv)
(v)
The Institutions,courses and available seats as mentioned above are provisonal. Any change in Institutions / number of seats will be made known at the time of Counselling / Interview.
Total Seats in each Institution are inclusive of Disable Quota Seats.
SMQ seats are included in total seats in each institution and allotment under this quota will be made after approval from the Department of Science & Technology, Govt. of Bihar..
A few seats may also be allocated in other Engineering Institutions outside Bihar by the Ministry of Human Resource Developement, Government of India. Detailed information in this respect
will be made available at the time of counselling / Interview.
5 % seats for economically backward students are shown in addition (+). Economically backward students are those whose Parents / Guardian income is less than Rs.4.5 Lacs per annum.
21
4.
5.
22
lkj.kh — 2
Statement of total available seats in different Colleges in Medical stream* for the
session 2015-2016 (On the basis of session - 2014-2015)
Schedule — A
Note : BCECE Board/ State Govt. reserves their right to add new Institutions and seats in this statement at any
time for which information will be provided at the time of counselling.
Sl.
No.
1.
2.
3.
4.
5.
6.
7.
8.
9.
College
State
seats
General
category
S.C.
Category
S.T.
Category
E.B.C
Category
B . C . Girls of
Catreegory served
category
Patna Medical
College, Patna
Darbhanga Medical
College, Laheriasarai
J. L. N. Medical
College, Bhagalpur
Nalanda Medical
College, Patna
S. K. Medical College
Muzaffarpur
A. N. M. Medical
College, Gaya
I.G.I.M.S. Sheikhpura,Patna
V.I.M.S., Pawapuri
G.M.C., Bettiah
150
5
22
123
62
19
1
22
15
4
100
5
15
80
40
13
1
15
9
2
100
4
15
81
40
13
1
15
10
2
100
4
15
81
41
13
1
14
10
2
100
4
15
81
41
13
-
15
10
2
100
4
15
81
40
13
1
15
10
2
100
100
100
-
15
15
15
85
85
85
43
42
42
13
14
14
1
1
1
15
15
15
10
10
10
3
3
3
Total
950
26
142
782
391
125
8
141
94
23
40
4
6
30
15
5
-
5
4
1
Total
40
4
6
30
15
5
-
5
4
1
Grand Total
990
30
148
812
406
130
8
146
98
24
10. Patna Dental
College, Patna
*
Total Central
All
seats Nomi- India
nees quota
(i) Any change in Institutions / number of seats will be made known at the time of Counselling / Interview.
(ii) Total Seats in each Institution are inclusive of Disable Quota Seats.
(iii) Admissions in Patna Dental College, Patna, will be taken after due permission for the same from Govt. of India / Govt. of Bihar.
23
lkj.kh—2
Statement of total available seats in different Colleges in Medical stream* for the
session 2015-2016 (On the basis of session - 2014-2015)
Schedule — B
Note : BCECE Board/ State Govt. reserves their right to add new Institutions and seats in this statement at any
time for which information will be provided at the time of counselling.
Sl.
No.
College
16.
Rajkiya Ayurvedic
Total Central
All
seats Nomi- India
nees quota
State
seats
General
category
S.C.
Category
S.T.
Category
E.B.C
Category
B . C . Girls of
Catreegory served
category
40
—
—
40
20
6
1
7
5
1
30
—
—
30
15
5
—
5
4
1
20
—
—
20
10
3
—
4
2
1
20
—
—
20
10
3
—
4
3
—
34
—
—
34
17
6
—
6
4
1
60
—
—
60
30
9
1
11
7
2
26
—
—
26
13
4
—
5
3
1
(a) B. Ph. T.
20
—
—
20
10
3
—
4
2
1
(b) B.Th. O.
20
—
—
20
10
3
—
4
2
1
College, Patna
17.
Rajkiya Ayurvedic
College, Begusarai
18.
Rajkiya Ayurvedic
College, Bhagalpur
19.
Rajkiya Ayurvedic
College, Darbhanga
20.
Rajkiya Ayurvedic
College, Buxar
21.
Rajkiya Homoeopathic
College, Muzaffarpur
22.
Govt. Tibbi College,
Patna
23.
Bihar College of
Physiotherapy &
Occupational
Theraphy, Patna
*
(i) Any change in Institutions / number of seats will be made known at the time of Counselling / Interview.
(ii) Total Seats in each Institution are inclusive of Disable Quota Seats.
(iii) Admissions in All the Colleges mentioned above will be taken after due permission for the same from Govt. of India /
Govt. of Bihar.
24
lkj.kh — 2
Statement of total available seats in different Institution / Colleges in Medical stream
for the session - 2015-2016 (On the basis of 2014-2015)
Schedule — C
Note : BCECE Board/ State Govt. reserves their right to add new Institutions and seats in this statement at any
time for which information will be provided at the time of counselling.
-----------------------------------------------------------------------------------------------------------------------------------------------------------------------ST
EBC
BC
RCG
Sl. Institution /College
Name of
Total
GenSC
No.
the Course
seats eral
-----------------------------------------------------------------------------------------------------------------------------------------------------------------------1.
Public Health Institution,
B.Sc. Medical Lab.
20
10
4
4
2
0
Patna
Technician
2.
Public Health Institution,
B.Sc. O.T. Assistant
20
10
3
4
2
1
Patna
Technician
3.
Public Health Institution,
B.Sc. X-Ray
20
10
3
4
2
1
Patna
Technician
4.
Public Health Institution,
B.Sc. Ophthalmic
20
10
3
3
3
1
Patna
Assistant
5.
Patna Medical College,
B.Sc. Orthotics &
20
10
3
1
3
3
0
Patna
Prosthetics
-----------------------------------------------------------------------------------------------------------------------------------------------------------------------TOTAL
100
50
16
1
18
12
3
-----------------------------------------------------------------------------------------------------------------------------------------------------------------------*
(i) Any change in Institutions / number of seats will be made known at the time of Counselling / Interview.
(ii) Total Seats in each Institution are inclusive of Disable Quota Seats.
(iii) Admissions in the Institutions mentioned above will be taken after due permission for the same from the Govt. of India /
Govt. of Bihar.
-----------------
25
lkj.kh — 3
jktsUæ Ñf"k fo'ofo|ky;] iwlk (leLrhiqj) ,oa fcgkj Ñf"k fo'ofo|ky;] lckSj (Hkkxyiqj) ds
fofHkUu Lukrd ikB~;Øeksa esa dksfVokj miyCèk lhVksa dk fooj.k
(l=k 2014-2015 ds vk/kj ij)
Note : BCECE Board/ State Govt. reserves their right to add new Institutions and seats in this statement at any
time for which information will be provided at the time of counselling.
lhVksa dk c¡Vokjk vkj{k.k jksLVjksa ds vUnj
Lukrd ikB~;Øe
dqy
lhV
15 çfr lhV
ICAR/ VCT
lkekU;
tkfr
dksVk ds
rgr
1.
2.
3.
4.
5.
6-
7-
Lukrd (Ñf"k)
(d) frjgqr Ñf"k egkfo|ky;] <ksyh
(jktsUnz Ñf"k fo'ofo|ky;)
([k) fcgkj Ñf"k egkfo|ky;] lCkkSj]
Hkkxyiqj (fcgkj Ñf"k fo'ofo|ky;)
(x) eaMu Hkkjrh Ñf"k egk-] lgjlk
(fcgkj Ñf"k fo'ofo|ky;)
(?k) Ñf"k egkfo|ky;] Mqejkao]
cDlj (fcgkj Ñf"k fo'ofo|ky;)
(Ä) Hkksyk ikloku 'kkL=kh Ñf"k
egkfo|ky;] iwf.kZ;k¡ A
(fcgkj Ñf"k fo'ofo|ky;)
dqy
Lukrd (i'kq fpfdRlk)
fcgkj i'kq fpfdRlk egkfo|ky;
iVuk (fcgkj Ñf"k fo'ofo|ky;)
Lukrd (eRL;)
eRL; foKku egkfo|ky;] <ksyh]
eqtÝiQjiqj
(jktsUnz Ñf"k fo'ofo|ky;)
Lukrd (Ñf"k vfHk-)
Ñf"k vfHk;a=k.k egkfo|ky;] iwlk]
leLrhiqj (jktsUnz Ñf"k fo'ofo|ky;)
Lukrd (xO;)
lat; xk¡/h xO; rdfudh laLFkku
iVuk (fcgkj Ñf"k fo'ofo|ky;)
Lukrd (m|ku)
m|ku egkfo|ky; uwjljk;]
ukyUnk (fcgkj Ñf"k fo'ofo|ky;)
Lukrd (ck;ksVsDuksykWth)
foKku ,oa ekufodh ladk;
jktsUnz Ñf"k fo-fo-] iwlk
dqy
dqy ;ksx
vuqú
vuqú
tu&
tkfr
vR;Ur
fiNM+k
oxZ
fiNM+k
oxZ
fiNM+k fefyVjh
okMZ
oxZ
efgyk
60
9
25
8
1
9
6
2
2**
60
9
26
8
1
9
6
1
2**
30
5
13
4
0
4
3
1
0
25
4
11
3
0
4
2
1
0
50
8
21
7
0
8
5
1
0
225
35
96
30
2
34
22
6
4**
60
9
26
8
1
9
6
1
—
25
4
10
4
0
4
2
1
—
25
4
10
4
0
4
2
1
—
25
4
11
3
0
4
2
1
—
25
4
11
3
0
4
2
1
—
30
5
13
3
1
5
2
1
—
190
30
81
25
2
30
16
6
—
415
65
177
55
4
64
38
12
4
* (i) laLFkku @ lhVksa dh la[;k esa ;fn dksbZ ifjorZu gksxk rks mls dkWmalsfyax @ lk{kkRdkj ds le; lwfpr dj fn;k tk;sxkA
(ii) fodykax dksVk dh lhVsa izR;sd laLFkku dh dqy lhVksa esa gh lfEefyr gSa A
** Lukrd (Ñf"k) ikB~;Øe ds fy;s fuèkkZfjr lhVksa ds vfrfjDr fefyVjh okMZ ds fy, pkj lhVsa vkjf{kr gSaA
26
lkj.kh — 4
fcgkj ÝykbZax bULVhP;wV] iVuk&14 esa izkbZosV ik;yV ykblsUl ikB~;Øe (Private Pilot Licence
Course [PPL]) dh miyC/ lhVsa vkSj mudh forj.k fooj.kh (l=k 2015-2016)%
(l=k 2014-2015 ds vk/kj ij)
-----------------------------------------------------------------------------------------------------------------------------------------------------------------------Sl. Institution /College
Name of
Class/Type
Total Gen- S C
ST
E B C B C RCG
No.
the Course
of Seats
Seats eral
-----------------------------------------------------------------------------------------------------------------------------------------------------------------------1.
Bihar Flying Institute,
Private Pilot Licence
A
20
10
03
04
02
01
Patna-14
2.
Bihar Flying Institute,
Private Pilot Licence
B
20
10
03
04
02
01
Patna-14
-----------------------------------------------------------------------------------------------------------------------------------------------------------------------TOTAL
40
20
06
08
04
02
-----------------------------------------------------------------------------------------------------------------------------------------------------------------------Note : 1.
2.
The above A and B type or class of seats are of scholorship seats and Non-scholarship seats ;
(i)
Scholarship basis seats cost @ Rs. 930/Per hour - having full cost Rs.55800/-
(ii)
Non-Scholarship basis seats cost @ Rs.3720/per hour - having full cost Rs.2,23,200/-
The above seats are provisional. Any change in the above said information will be made known to the candidates
at the time of Interview for final selection.
-----------------
27
ifjf'k"V&1
ch0lh0bZ0lh0bZ0&2015 ds fy;s ekxZn'kZd ikB~;Øe
PHYSICS
Physical world and measurement
Physics : scope and excitement, nature of physical laws; Physics, technology and society.
Need for measurement : Units of measurement, systems of units. S.I. units, fundamental and derived units, length,
mass and time measurements, accuracy and precision of measuring instruments, errors in measurement, significant
figures, regular and irregular errors.
Dimensions of physical quantities, dimensional analysis and its applications.
Kinematics
Frame of reference, Motion in straight line, position time graph, speed and velocity. Uniform and non-uniform
motion, average speed and instantaneous velocity.
Uniformly accelerated motion, velocity time and position time graphs, relations for uniformly accelerated motion
(graphical treatment).
Elementary concepts of differentiation and integration for describing motion.
Scalar and vector quantities : Position and displacement vectors, general vectors and notation, equality of vectors,
multiplication of vectors by a real number, addition and subtraction of vectors, relative velocity.
Unit vector, Resolution of a vector in a plane-rectangular components.
Motion in a plane, Cases of uniform velocity and uniform acceleration - projectile motion, uniform circular motion.
Laws of Motion
Intutive concept of force, Inertia, Newton's first law of motion, momentum and Newton's Second law of motion,
impulse, Newton's third law of motion, Law of conservation of linear momentum and its applications.
Equilibrium of concurrent forces, static and kinetic friction, laws of friction, rolling friction, lubrication, dynamics of
uniform circular motion : centripetal force examples of circular motion (vehical on level circular road, vehical on
banked road).
Work, Energy and Power
Scalar product of Vector work done by a constant force and a variable force, kinetic energy, work-energy theorem,
power.
Notion of potential energy, potential energy of a spring, conservative forces; conservation of mechanical energy
(Kinetic and potential energies), non conservative forces, elastic and inelastic collissions in one and two dimension.
Motion of System of Particles and Rigid body.
Centre of mass of two-particle system, momentum, conservation and centre of mass motion, centre of mass of a
rigid body, centre of mass of circular ring, disc, rod and sphere.
Vector product of vectors; momentum of a force, torque angular momentum, conservation of angular momentum
with some examples.
Equilibrium of rigid bodies, rigid body rotation and equations of rotational motion, comparison of linear and rotational
motion, moment of inertia, radius of gyration. Values of M.I. for simple gemoetrical objects (no derivation), statement
of parallel and perpendicular axes theorems and their applications.
Gravitation
Keplar's laws of planetary motion, The universal law of gravitation, Acceleration due to gravity and its variation with
altitude and depth.
Gravitational potential energy, gravitational potential, escape velocity, orbital velocity of satellite, Geo-stationary
satellites.
Properties of Bulk Matter
Elastic behaviour, stress-strain relationship, Hooke's law, Young's modulus, Bulk modulus, Deformation, Shear
modulus of rigidity.
Pressure due to fluid column, pascal's law and its applications / hydraulic lift and hydraulic brakes).
Effect of gravity on fluid pressure.
Viscocity, stoke's law terminal velocity, Reynold's number, Streamline and turbulent flow, Bernoulli's theorem and
28
its applications.
Surface energy and surface tension, angle of contact, application of surface tension, ideas to drop bubbles and
capillary rise.
Heat and Thermodynamics
Heat, temperature, thermal expansion, specific heat capacity, Calorimetry, change of state, latent heat.
Heat transfer - conduction, convection and radiation, thermal conductivity, Newton's law of cooling.
Thermal equilibrium and definition of temperature (Zeroth law of thermodynamics). Heat, work and internal energy.
First law of thermodynamics.
Second law of thermodynamics, Reversible and irreversible processes. Heat engines and refrigerator.
Behaviour of Perfect Gas and Kinetic Theory
Equation of state of a perfect gas, work done on compressing a gas.
Kinetic theory of gases : Assumptions, concept of pressure, Kinetic energy and temperature, rms speed of gas
molecules, degrees of freedom, law of equipartition of energy (statement only) and application to specific heat
capacities of gases, concept of mean free path, Avogadro's number.
Oscillations and Waves.
Periodic motion - period, frequency, displacement as a function of time, periodic functions, simple harmonic motion
(SHM) and its equation, phase, oscillation of a spring - restoring force and force constant energy in SHM - Kinetic
and potential energies, simple pendulum - derivation of expression for its time period) free, forced and damped
oscillations (qualitative ideas only), resonance.
Wave motion, Longitudinal and transverse waves, speed of wave motion, Displacement relation for progressive
waves, principle of superposition of waves, reflection of waves, standing waves in strings and organ pipes,
fundamental mode and harmonics, Beats, Doppler effect.
* Electrostatics
Electric Charge; Conservation of charge, Coulomb's law-force between two point charges, forces between multiple
charges; superposition principle and continuous charge distribution.
Electric field; electric field due to a point charge, electric field lines; electric dipole, electric field due to a dipole;
torque on a dipole in uniform electric field.
Electric flux, statement of Gauss's theorem and its applications to find field due to infinitely long straight wire,
uniformly charged infinite plane sheet and uniformly charged thin spherical shell (field inside and outside).
Electric potential, potential difference, electric potential due to a point charge, a dipole and system of charges;
equipotential surfaces, electrical potential energy of a system of two point charges and of electric dipole in an
electrostatic field.
Conductors and insulators, free charges and bound charges inside a conductor. Dielectrics and electric polarisation,
capacitors and capacitance, combination of capacitors in series and in parallel, capacitance of a parallel plate
capacitor with and without dielectric medium between the plates, energy stored in a capacitor. Van de Graaff
generator.
Current Electricity
Electric current, flow of electric charges in a metallic conductor, drift velocity, mobility and their relation with electric
current; Ohm's law, electrical resistance, V-I characteristics (linear and non-linear), electrical energy and power,
electrical resistivity and conductivity. Carbon resistors, colour code for carbon resistors; series and parallel
combinations of resistors; temperature dependence of resistance.
Internal resistance of a cell, potential difference and emf of a cell, combination of cells in series and in parallel.
Kirchhoff's laws and simple applications. Wheatstone bridge, metre bridge.
Potentiometer - principle and its applications to measure potential difference and for comparing emf of two cells;
measurement of internal resistance of a cell.
Magnetic effects of current & Magnetism
Concept of magnetic field, Oersted's experiment.
Biot - Savart law and its application to current carrying circular loop.
Ampere's law and its applications to infinitely long straight wire, straight and toroidal solenoids.
Force on a moving charge in uniform magnetic and electric fields. Cyclotron.
Force on a current-carrying conductor in a uniform magnetic field. Force between two parallel current-carrying
conductors-definition of ampere. Torque experienced by a current loop in uniform magnetic field, moving coil
galvanometer-its current sensitivity and conversion to ammeter and voltmeter.
Current loop as a magnetic dipole and its magnetic dipole moment. Magnetic dipole moment of a revolving electron.
29
Magnetic field intensity due to a magnetic dipole (bar magnet) along its axis and perpendicular to its axis. Torque
on a magnetic dipole (bar magnet) in an uniform magnetic field; bar magnet as an equivalent solenoid, magnetic
field lines; Earth's magnetic field and magnetic elements. Para-, dia- and ferro- magnetic substances, with examples.
Electromagnets and factors affecting their strengths. Permanent magnets.
Electromagnetic Induction and Alternating currents
Electromagnetic induction; Faraday's law, induced emf and current; Lenz's Law, Eddy currents. Self and mutual
inductance.
Need for displacement current.
Alternating currents, peak and rms value of alternating current/ voltage; reactance and impedance; LC oscillations
(qualitative treatment only), LCR series circuit, resonance; power in AC circuits, wattless current.
AC generator and transformer.
Electromagnetic Waves
Electromagnetic waves and their characteristics (qualitative ideas only). Transverse nature of electromagnetic
waves.
Electromagnetic spectrum (radio waves, microwaves, infrared, visible, ultraviolet, X-rays gamma rays) including
elementary facts about their uses.
Optics
Reflection of light, spherical mirrors, mirror formula, Refraction of light, total internal reflection and its applications,
optical fibres, refraction at spherical surfaces, lenses, thin lens formula, lens-maker's formula. Magnification, power
of a lens, combination of thin lenses in contact, Refraction and dispersion of light through a prism.
Scattering of light-blue colour of the sky and reddish appearance of the sun at sunrise and sunset.
Optical instruments; Human eye, image formation and accommodation, correction of eye defects (myopia,
hypermetropia, presbyopia and astigmatism) using lenses. Microscopes and astronomical telescopes (reflecting
and refracting) and their magnifying powers.
Wave optics: wave front and Huygens' principle, reflection and refraction of plane wave at a plane surface using
wave fronts. Proof of laws of reflection and refraction using Huygens' principle. Interference, Young's double slit
experiment and expression for fringe width, coherent sources and sustained interference of light. Diffraction due to
a single slit, width of central maximum. Resolving power of microscopes and astronomical telescopes. Polarisation,
plane polarised light; Brewster's law, uses of plane polarised light and Polaroids.
Dual Nature of Matter and Radiation
Photoelectric effect, Hertz and Lenard's observations; Einstein's photoelectric equation-particle nature of light.
Matter waves-wave nature of particles, de Broglie relation. Davission-Germer experiment.
Atoms and Nuclei
Alpha-particle scattering experiment; Rutherford's model of atom; Bohr model, energy levels, hydrogen spectrum.
Composition and size of nucleus, atomic masses, isotopes, isobars; isotones, Radioactivity-alpha, beta and gamma
particles/rays and their properties; radioactive decay law. Mass-energy relation, mass defect; binding energy per
nucleon and its variation with mass number; nuclear fission and fusion.
Electronic Devices
Semiconductors; semiconductor diode - I-V characterstics in forward and reverse bias, diode as a rectifier; I-V
characteristics of LED, photodiode, solar cell, and Zener diode; Zener diode as a voltage regulator. Junction
transistor, transistor action, characterstics of a transistor; transistor as an amplifier (common emitter configuration)
and oscillator. Logic gates (OR, AND, NOT, NAND and NOR). Transistor as a switch.
Communication Systems
Elements of a communication system (block diagram onbly); bandwidth of signals (speech, TV and digital data);
bandwidth of transmission medium. Propagation of electromagnetic waves in the atmosphere, sky and space
wave propagation. Need for modulation. Production and detection of an amplitude-modulated wave.
---------
30
CHEMISTRY
Some basic concepts of Chemistry :
General Introduction : Importance and scope of chemistry. Historical approach to particulate nature of matter, laws
of chemical combination, Dalton's atomic theory; concept of elements, atoms and molecules, Atomic and molecular
masses. Mole concept and molar mass; percentage composition, empirical and molecular formula; chemical
reactions, stoichiometry and calculations based on stoichiometry.
Structure of Atom :
Discovery of electron, proton and neutron and their characteristics; atomic number, Isotopes & Isobars, Thomson's
model and its limitation, Rutherford's model and its limitations, Bohr's model and its limitations, concept of shells
and subshells, dual nature of matter and light, De Broglic's relationship, Heisenberg uncertainty principle, concept
of orbitals, Quantum numbers, shapes of S.P. and D orbitals, rules, for filling electrons in orbitals Aufbau principle,
Pauli exclusion principle and Hund's rule, electronic configuration of atoms, stability of half filled and completely
filled orbitals.
Classification of Elements and Periodicity in Properties:
Significance of classification, brief history of the development of periodic table, modern periodic law and the present
form of periodic table, periodic trends in properties of elements - atomic radii, ionic radii, ionization enthalpy,
electron gain enthalpy, electro negativity, valence.
Chemical Bonding and Molecular Structure :
Valence electrons, ionic bond, covalent bond, bond parameters, Lewis structure, polar character of covalent bond,
Covalent characters of Ionic bond, valence bond theory, resonance, geometry of covalent molecules, VSEPR
theory, concept of hybridization involving s, p and d orbitals and shapes of some simple molecules, molecular
orbital, theory of homonuclear diatomic molecules (qualitative idea only). Hydrogen bonding.
States of Matter : gases and liquids :
Three states of matter, Intermolecular interactions, type of bonding, melting and boiling points. Role of gas laws in
elucidating the concept of the molecule, Boyle's law, Charle's law, Gay Lussac's law Avogadro's law, Ideal behaviour,
empirical derivation of gas equation. Avogadro's number. Ideal gas equation. Derivation from ideal behaviour,
liquification of gases, critical temperature.
Liquid State - Vapour pressure, viscosity and surface tension (qualitative idea only, no mathematical derivations).
Thermodynamics :
Concepts of system, types of systems, surroundings, work, heat, energy, extensive and intensive properties, state
functions, First law of thermodynamics - internal energy and enthalpy, heat capacity and specific heat, measurement
of ?U and ?H, Hess's law of constant heat summation enthalpy of : bond dissociation, combustion, formation,
atomization, Sublimation, phase transformation, ionization and solution.
Introduction of entropy as a state function, free energy change for spontaneous and non-sponteneous process,
criteria for equilibrium.
Equilibrium :
Equilibrium in physical and chemical processes dynamic nature of equilibrium, law of mass action, equilibrium
constant, factors affecting equilibrium - Le Chatelier's principle; ionic equilibrium - ionization of acids and bases,
strong and weak electrolytes, degree of ionization, concept of pH. Hydrolysis of salts (elementary idea), buffer
solutions, solubility product, common ion effect (with illustrative examples).
Redox Reactions :
Concept of oxidation and reduction, redox reactions, oxidation number, balancing redox reactions, applications of
redox reactions.
Hydrogen :
Position of hydrogen in periodic table, occurrence, isotopes, preparation, properties and uses of hydrogen; hydrides
- ionic, covalent and interstitial; physical and chemical properties of water, heavy water; hydrogen peroxide preparation, reactions and structure; hydrogen as a fuel.
s-Block Elements (Alkali and Alkaline earth metals):
Group 1 and Group 2 elements :
General introduction, electronic configuration, occurrence, anomalous properties of the first element of each group,
diagonal relationship, trends in the variation of properties (such as ionization enthalpy, atomic and ionic radii)
trends in chemical reactivity with oxygen, water, hydrogen and halogens; uses.
Preparation and properties of some important compounds :
Sodium carbonate, sodium chloride, sodium hydroxide and sodium hydrogen carbonate, biological importance of
31
sodium and potassium.
CaO, CaCO3 and industrial use, lime and limestone. Biological importance of Mg and Ca.
Some p-Block Elements
General Introduction p-Block Elements
Group 3 elements : General introduction, electronic configuration, occurrence, Variation of properties, oxidation
states, trends in chemical reactivity, anomalous properties of first element of the group; Boron-physical and chemical
properties, some important compounds : borax, boric acids, boron hydrides. Aluminium : uses, reactions with acids
and alkalies.
Group 4 elements : General introduction, electronic configuration, occurrence, variation of properties, oxidation
states, trends in chemical reactivity, anomalous behaviour of first element, Carbon - catenation, allotropic forms,
physical and chemical properties; uses of some important compounds : oxides. Important compounds of Silicon
and a few uses: Silicon tetrachloride, silicons, silicates and zeolite. (Part-I)
Organic Chemistry - Some Basic Principles and Techniques :
General introduction, methods of qualitative and quantitative analysis, classification and IUPAC nomenclature of
organic compounds.
Electronic displacements in a covalent bond; inductive effect, electromeric effect, resonance and hyper conjugation.
Hemolytic and heterolytic fission of a covalent bond: free radicals, carbocations, carboanions; electrophiles and
nucleophiles, types of organic reactions.
Hydrocarbons :
Classification of hydrocarbons :
Alkanes - Nomenclature, isomerism, conformations (ethane only), methods of preparation, physical properties,
chemical reactions including halogenation, free radical mechanism, combustion and pyrolysis.
Alkenes - Nomenclature, structure of double bond (ethane), geometrical isomerism, methods of preparation, physical
properties, chemical reaction : addition of hydrogen, halogen, water, hydrogen halides (Markovnikov's addition
and peroxide effect), ozonolysis, oxidation, mechanism of electrophyllic addition.
Alkynes - Nomenclature, structure of triple bond (ethyne), methods of preparation, physical properties, chemical
reactions; acidic character of alkynes, addition reactions of hydrogen, halogenes, hydrogen halides and water.
Aromatic hydrocarbons - Introduction, IUPAC nomenclature, Benzene : resonance, aromaticity : methods of
preparation, chemical properties.
Mechanism of electrophilec substitution - nitration, sulphonation, halogenation, Friedal Craft's alkylation and
acylation; directive influence of functional group in mono-substituted benzene; carcinogenicity and toxicity.
Environmental Chemistry :
Environmental pollution - Air, water and soil pollution, chemical reactions in atmosphere smogs, major atmospheric
pollutants : acid rain, ozone and its reactions, effects of depletion of ozone layer, greenhouse effect and global
warming - pollution due to industrial wastes, green chemistry as an alternative tool for reducing pollution, strategy
for control of environmental pollution.
*
Solid State
Classification of solids based on different binding forces : molecular, ionic covalent and metallic solids, amorphous
and crystalline solids (elementary idea), unit cell in two dimensional and three dimensional lattices, calculation of
density of unit cell, packing in solids, voids, number of atoms per unit cell in a cubic unit cell, point defects, electrical
and magnetic properties.
Solutions
Types of solutions, expression of concentration of solutions of solids in liquids, solubility of gases in liquids, solid
solutions, colligative properties--relative lowering of vapour pressure, elevation of Boiling Point, depression of
freezing point, osmotic pressure, determination of molecular masses using colligative properties, abnormal molecular
mass.
Electrochemistry
Redox reactions, conductance in electrolytic solutions, specific and molar conductivity variations of conductivity
with concentration, Kohlrausch's law, electrolysis and laws of electrolysis (elementary idea), dry cell-electrolytic
cells and Galvanic cells; lead accumulator, EMF of a cell, standard electrode potential, Nernst equation and its
application to chemical cells, fuel cells; corrosion.
Chemical Kinetics
Rate of a reaction (average and instantaneous), factors affecting rates of reaction; concentration, temperature,
calatyst; order and molecularity of a reaction; rate law and specific rate constant, integrated rate equations and half
life (only for zero and first order reactions); concept of collision theory (elementary idea, no mathematical treatment)
32
Surface Chemistry
Adsorption - physisorption and chemisorption; factors affecting adsorption of gases on solids; catalysis: homogenous
and heterogeneous, activity and selectivity: enzyme catalysis; colloidal state: distinction between true solutions,
colloids and suspensions; lyophilic, lyophobic, multimolecular and macromolecular colloids: properties of colloids;
Tyndall effect, Brownian movement, electrophoresis, coagulation; emulsion - types of emulsions.
General Principles and Processes of Isolation of Elements
Principles and methods of extraction - concentration, oxidation, reduction electrolytic method and refining; occurrence
and principles of extraction of aluminium, copper, zinc and Iron.
p-Block Elements
Group - 5 elements : General introduction, electronic configuration, occurrence, oxidation states, trends in physical
and chemical properties; nitrogen - preparation, properties and uses; compounds of nitrogen: preparation, properties
and uses; compounds of nitrogen: preparation and properties of ammonia and nitric acid, oxides of nitrogen (structure
only); Phosphorous-allotropic forms; compounds of phosphorous: preparation and properties of phosphine, halides
(PCl3, PCl5) and oxoacids (elementary idea only).
Group - 6 elements : General introduction, electronic configuration, oxidation states, occurrence, trends in physical
and chemical properties; dioxygen: preparation, properties and uses; simple oxdides; Ozone, Sulphur-allotropic
forms; compounds of sulphur: preparation, properties and uses of sulphur dioxide; sulphuric acid: industrial process
of manufacture, properties and uses, oxoacids of sulphur (structures only).
Group - 7 elements : General introduction, electronic configuration, oxidation states, occurrence, trends in physical
and chemical properties; compounds of halogens; preparation, properties and uses of chlorine and hydrochloric
acid, interhalogen compounds, oxoacids of halogens (structures only).
Group - 8 elements : General introduction, electronic configuration. Occurrence, trends in physical and chemical
properties, uses. (Part-II)
d- and f- Block Elements
General introduction, electronic configuration, occurrence and characteristics of transition metals, general trends
in properties of the first row transition metals - metallic character, ionization enthalpy, oxidation states, ionic radii,
colour, catalytic property, magnetic properties, interstitial compounds, alloy formation. Preparation and properties
of K2Cr2O7 and KMnO4.
Lanthanoids - electronic configuration, oxidation states, chemical reactivity and lanthanoid contraction.
Actinoids - Electronic configuration, oxidation states.
Coordination Compounds
Coordination Compounds - Introduction, ligands, coordination number, colour, magnetic properties and shapes,
IUPAC nomenclature of mononuclear coordination compounds, bonding; isomerism, importance of coordination
compounds (in qualitative analysis, extraction of metals and biological systems).
Haloalkanes and Haloarenes
Haloalkanes: Nomenclature, nature of C-X bond, physical and chemical properties, mechanism of substitution
reactions.
Haloarenes: Nature of C-X bond, substitution reactions (directive influence of halogen for monosubstituted
compounds only)
Uses and environmental effects of - dichloromethane, trichloromethane, tetrachloromethane, iodoform, freons,
DDT.
Alcohols, Phenols and Ethers
Alcohols : Nomenclature, methods of preparation, physical and chemical properties (of primary alcohols only);
identification of primary, secondary and tertiary alcohols; mechanism of dehydration, uses of methanol and ethanol.
Phenols : Nomenclature, methods of preparation, physical and chemical properties, acidic nature of phenol,
electrophillic substitution reactions, uses of phenols.
Ethers : Nomenclature, methods of preparation, physical and chemical properties, uses.
Aldehydes, Ketones and Carboxylic acids
Aldehydes and Ketones : Nomenclature, nature of carbonyl group, methods of preparation, physical and chemical
properties mechanism of nucleophilic addition, reactivity of alpha hydrogen in aldehydes; uses.
Carboxylic Acids : Nomenclature, acidic nature, methods of preparation, physical and chemical properties; uses.
Organic compounds containing Nitrogen
Amines : Nomenclature, classification, structure, methods of preparation, physical and chemical properties, uses,
identification of primary, secondary and tertiary amines.
Cyanides and Isocyanides - will be mentioned at relevant places in context.
33
Diazonium salts : Preparation, chemical reactions and importance in synthetic organic chemistry.
Biomolecules
Carbohydrates - Classification (aldoses and ketoses), monosaccahrides (glucose and fructose), oligosaccharides
(sucrose, lactose, maltose), polysaccharides (starch, cellulose, glycogen); importance.
Proteins - Elementary idea of a - amino acids, peptide bond, polypeptides proteins, primary structure, secondary
structure, tertiary structure and quaternary structure (qualitative idea only), denaturation of proteins; enzymes.
Vitamins - Classification and functions.
Nucleic Acids: DNA & RNA.
Polymers
Classification - natural and synthetic, methods of polymerization (addition and condensation), copolymerization.
Some important polymers: natural and synthetic like polythene, nylon, polyesters, bakelite, rubber.
Chemistry in Everyday life:
1.
2.
3.
Chemicals in medicines - analgesics, tranquilizers, antiseptics, disinfectants, antimicrobials, antifertility drugs,
antibiotics, antacids, antihistamines.
Chemicals in food - preservatives, artificial sweetening agents.
Cleansing agents - soaps and detergents, cleansing action.
--------------
34
MATHEMATICS
SETS AND FUNCTIONS
1.
Sets:
Sets and their representations, Empty set, Finite & Infinite sets. Equal sets, Subsets, Subsets of the set of real
number especially intervals (with notations). Power set, Universal set, Venn diagrams, Union and Intersection of
sets, Difference of sets, Complement of a set.
2.
Relation & Functions:
Ordered pairs, Cartesian product of sets, Number of elements in the Cartesian product of two finite sets. Cartesian
product of the reals with itself (upto R X R X R). Definition of relation, pictorial diagrams, domain, condomain and
range of a relation. Function as a special kind of relation from one set to another. Pictorial representation of a
function, domain, co-domain & range of a function. Real valued function of the real variable, domain and range of
these functions, constant, identity, polynomial, rational, modulus, signum and greatest integer functions with their
graphs, Sum, difference, product and quotients of functions.
3.
Trigonometric Functions:
positive and negative angles. Measuring angles in radians & in degrees and conversion from one measure to
another. Definition of trigonometric functions with the help of unit circle. Truth of the identify sin2x + cos2 x = 1, for
all x. Signs of trigonometric functions and sketch of their graphs. Expressing sin (x + y) and cos (x + y) in terms of
sin x, sin y, cos x, & cos y.
Identities related to sin2x, cos2x, tan2x, sin3x, cos3x and tan3x. General solution of trigonometric equations of the
type sin? = sina, cos? = cosa and tan? = tana. Proof and simple application of sine and cosine formula.
ALGEBRA (I)
1.
Principle of Mathematical Induction :
Processes of the proof by induction, motivating the application of the method by looking at natural numbers as the
least inductive subset of real numbers. The principle of mathematical induction and simple applications.
2.
Complex Numbers and Quadratic Equations:
Need for complex numbers, especially v-1, to be motivated by inability to solve every quadratic equations. Brief
description of algebraic properties of complex numbers. Argand plane and polar representation of complex numbers.
Statement of Fundamental Theorem of Algebra, solution of quadratic equations in the complex number system.
3.
Linear Inequalities:
Linear inequalities. Algebraic solutions of linear inequalities in one variable and their representation on the number
line. Graphical solution of linear, inequalities in two variables. Solution of system of linear inequalities in two
variables - graphically.
4.
Permutation & Combination :
Fundamental principle of counting. Factorial n. (n!) Permutation and combinations, derivation of formulae and their
connections, simple applications.
5.
Binomial Theorem:
History, statement and proof of the binomial theorem for positive integral indices. Pascal's triangle, General and
middle term in binomial expansion, simple applications.
6.
Sequence & Series:
Sequence and Series. Arithmetic progression (A.P.) arithmetic mean (A.M.) Geometric progression (G.P.), general
term of a G.P. Sum of n terms of a G.P., geometric mean (G.M.), relation between A.M. and G. M. Sum to n terms
of the special series , ?n and ?n2 and ?n3.
CO-ORDINATE GEOMETRY (I)
1.
Straight Lines :
Brief recall of 2D from earlier classes. Slope of a line and angle between two lines. Various forms of equations of
a line : parallel to axes, point-slope form, slope-intercept form, two-point form, intercepts form and normal form.
General equation of a line, Distance of a point from a line.
2.
Conic Section :
Sections of a cone : circle, ellipse, parabola, hyperbola, a point, a straight line and pair of intersecting lines as a
degenerated case of a conic section. Standard equations and simple properties of parabola, ellipse and hyperbola.
35
Standard equation of a circle.
3.
Introduction to Three Dimensional Geometry :
Coordinate axes and coordinate planes in three dimensions, Coordinates of a point. Distance between two points
and section formula.
CALCULUS (I)
1.
Limits and Derivatives :
Derivative introduced as rate of change both as that of distance function and geometrically, intuitive idea of limit.
Definition of derivative, relate it to slope of tangent of the curve, derivative of sum, difference, product and quotient
of functions. Derivatives of polynomial and trigonometric functions.
MATHEMATICAL REASONING
1.
Mathematical Reasoning
Mathematically acceptable statements. Connecting words / phrases - consolidating the understanding of "if and
only if (necessary and sufficient) condition", "implies", "and / or", "implied by", "and", "or", "there exists" and their
use through variety of examples related to real life and Mathematics. Validating the statements involving the
connecting words - difference between contradiction, converse and contrapositive.
STATISTICS & PROBABILITY (I)
1.
Statistics :
Measure of dispersion; mean deviation, variance and standard deviation of ungrouped / grouped data. Analysis of
frequency distributions with equal means but different variances.
2.
Probability :
Random experiments: outcomes, sample spaces (set representation). Events: occurrence of events, 'not', 'and' 'or'
events, exhaustive events, mutually exclusive events Axiomatic (set theoretic) probability, connections with the
theories of earlier classes. Probability of an event, probability of 'not' 'and' & 'or' events.
* RELATIONS AND FUNCTIONS.
1.
Relations and Functions :
Types of relations : reflexive, symmetric, transitive and equivalence relations, One to one and onto functions,
composite functions inverse of a function, Binary operations.
2.
Inverse Trigonometric Functions :
Definition, range, domain principal value branches. Graphs of inverse trigonometric functions Elementary properties
of inverse trigonometric functions.
ALGEBRA (II)
1.
Matrices :
Concept, notation, order, equality types of matrices zero matrix transpose of a matrix, symmetric and skew symmetric
matrices, Addition, multiplication and scalar multiplication of matrices, simple properties of addition, multiplication
and scalar multiplication. Non-commutativity of multiplication of matrices and existence of non-zero matrices whose
product is the zero matrix (restrict to square matrices of order 2). Concept of elementary row and column operations,
Invertible matrices and proof of the uniqueness of inverse, if it exists; (Here all matrices will have real entries).
2.
Determinants :
Determinant of a square matrix (up to 3 x 3 matrices), properties of determinants, minors, cofactors and applications
of determinants in finding the area of a triangle. Adjoint and inverse of a square matrix. Consistency, inconsistency
and number of solutions of system of linear equations by examples, solving system of linear equations in two or
three variables (having unique solution) using inverse of a matrix.
CALCULUS (II)
1.
Continuity and Differentiability :
Continuity and differentiability, derivative of composite functions, chain rule, derivatives of inverse trigonometric
functions, derivative of implicit function. Concept of exponential and logarithmic functions and their derivatives.
Logarithmic differentiation. Derivative of functions expressed in parametric forms. Second order derivatives, Rolle's
and Lagrange's Mean Value Theorems (without proof) and their geometric interpretations.
2.
Applications of Derivatives :
Applications of derivatives : rate of change, increasing/decreasing functions, tangents & normals, approximation,
maxima and minima (first derivative test motivated geometrically and second derivative test given as a provable
36
tool). Simple problems (that illustrate basic principle and understanding of the subject as well as real-life situations).
3.
Integrals :
Integration as inverse process of differentiation. Integration of a variety of functions by substitution by partial
fractions and by parts, only simple integrals. Definite integrals as a limit of a sum, Fundamental Theorem of Calculus
(without proof). Basic properties of definite integrals and evaluation of definite integrals.
4.
Applications of the Integrals :
Applications in finding the area under simple curves, especially lines, areas of circles / parabolas / ellipses (in
standard form only), area between the two above said curves (the region should be clearly identifiable).
5.
Differential Equations :
Definition, order and degree, general and particular solutions of a differential equation. Formation of differential
equation whose general solution is given. Solution of differential equations by method of separation of variables,
homogeneous differential equations of first order and first degree. Solutions of linear differential equation of the
type:
dy
____ + py = q, where p and q are functions of x.
dx
VECTORS AND THREE DIMENSIONAL GEOMETRY (II)
1.
Vectors :
Vectors and scalars, magnitude and direction of a vector. Direction cosines / ratios of vectors. Types of vectors
(equal unit zero parallel and collinear vectors), position vector of a point, negative of a vector, components of a
vector, addition of vectors, multiplication of a vector by a scalar, position vector of a point dividing a line segment
in a given ratio. Scalar (dot) product of vectors, projection of a vector on a line. Vector (cross) product of vectors.
2.
Three - dimensional Geometry :
Direction cosines / ratios of a line joining two points. Cartesian and vector equation of a line, coplanar and skew
lines, shortest distance between two lines. Cartesian and vector equation of a plane. Angle between (i) two lines,
(ii) two planes, (iii) a line and a plane. Distance of a point from a plane.
LINEAR PROGRAMMING
1.
Linear Programming :
Introduction, definition of related terminology such as constraints, objective function, optimization, different types
of linear programming (L.P.) problems, mathematical formulation of L.P. problems, graphical method of solution for
problems in two variables, feasible and infeasible regions, feasible and infeasible solutions, optimal feasible solutions
(up to three non-trivial constaints).
PROBABILITY (II)
1.
Probability :
Multiplication therorem on probability. Conditional probability, independent events, total probability, Baye's theorem,
Random variable and its probability distribution, mean and variance of haphazard variable. Repeated independent
(Bernoulli)trials and Binomial distribution.
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37
BIOLOGY
DIVERSITY IN LIVING WORLD
Diversity of living organism.
-
Classification of the living organisms (five kingdom classification, major groups principles of classification within
each kingdom).
Systematics and binomial system of nomentlature.
Salient features of animal (non chlordates up to phylum level, and chlordates up to class level) and plant (major
groups; Angiosperms up to subclass) classification.
Botanical garden, herbaria, zoological parks museums.
STRUCTURAL ORGANISATION IN ANIMALS AND PLANTS
Tissues in animals and plants.
Morphology, anatomy and functions of different parts of flowering plants : Root, stem, leaf, inflorensence, flower,
fruit and seed.
Morphology, anatomy and functions of different systems of an annelid (earthworm), an insect (cockroach) and an
amphibian (frog.)
CELL : STRUCTURE AND FUNCTION
Cell : Cell wall, cell membrane and cell organelles (plastids, mitochondria, endoplasmic reticulum, Golgi bodies/
dictyosomes, ribosomes, lysosomes, vacuoles, centrioles) and nuclear organisation.
Mitosis, meiosis, cell cycle.
Basis chemical constituents of living bodies.
Structure and functions of carbohydrates, proteins, lipids and nucleic acids.
Enzymes : Types, properties and function.
PLANT PHYSIOLOGY
Movement of water, food, nutrients and gases.
Plants and Water : Mineral nutrition
Respiration
Photosynthesis
Plant growth and development
HUMAN PHYSIOLOGY
Digestion and absorption.
Breathing and respiration
Body fluids and circulation
Excretory products and elimination
Locomotion and movement
Control and coordination
* SEXUAL REPRODUCTION
Pollination and fertilization in flowering plants.
Development of seeds and fruits.
Human reproduction : reproductive system in male and female, menstrual cycle. Production of gametes, fertilization,
implantation, embryo development,, pregnancy and parturation.
Reproductive health-birth control, contraception and sexually transmitted diseases.
GENETICS AND EVOLUTION
Mendelian inheritance.
-
Chromosome theory of inheritance, deviations from Mendelian ratio (gene interaction-Incomplete dominance, codominance, complementary genes, multiple alleles.)
Sex determination in human beings: XX, XY.
Linkage and crossing over.
-
Inheritance pattern of haemophilia and blood groups in human beings.
38
-
DNA : replication, transcription, translation.
Gene expression and regulation.
Genome and Human Genome Project.
DNA fingerprinting.
Evolution : Theories and evidences.
BIOLOGY AND HUMAN WELFARE
Animal husbandry.
Basic concepts of immunology, vaccines.
-
Pathogens, Parasites.
Plant breeding, tissue culture, food production.
Microbes in household food processing, industrial production, sewage treatment and energy generation.
Cancer and AIDS.
Adolescene and drug/alcohol abuse.
BIOTECHNOLOGY AND ITS APPLIATIONS
Recombinant DNA technology.
Applications in Health, Agriculture and Industry.
Genetically modified (GM) organism; biosafety issues.
Insulin and Bt cotton.
ECOLOGY & ENVIRONMENT
Ecosytems: components, types and energy flow.
Species, population and community.
Ecological adaptations.
Centres of diversity and conservation of biodiversity, national parks and sanctuaries.
Environmental issues.
----------
39
ifjf'k"V&2 (I)
Guidelines for Admission in Degree Courses in Medical Profession against Disabled Quota
In view of the order passed by the Hon'ble Supreme Court of India in C.A. No. 6120/2001 dated 18 Sept., 2002 and with
reference to the Medical Council of India letter no. 34(1)/2003-MED/11773 the guidelines for the admission of physically
handicapped candidates against 3% reserved seats under Disabled Quota in Medical / Dental / Ayurvedic / Tibbi / Homeopathic
/ Physiotherapy and Para Medical institution of Bihar are as under:
1.
(a)
Persons with only locamotary disability of lower limbs between 50% to 70% but otherwise medically
fit and having upper limbs fully functional and normal are allowed the benefit of reservation under the disability
Act, 1995 for admission against 3% seats of the annual sanctioned intake capacity under Disabled Quota seats to
MBBS/ BDS/ PG Medical and other professional medical courses.
Provided that in case any seat in this 3% quota remains unfilled on account of unavailability of candidates
with locomotors disability of lower limbs between 50% to 70% then any such unfilled seat in this 3% quota shall be
filled up by persons with locomotors disability of lower limbs between 40% to 50% before they are included in
annual sanctioned seats for General Category candidates.
Provided further that the entire excercise shall be completed as per the statutory time schedule for
admissions and in no case any admission will be made in the MBBS/BDS course after 30th September.
(b)
The eligibility Criteria for admissions to persons with locomotors disability of lower limbs will be
minimum of 45% marks instead of 50% taken together in qualifying Examination and Competitive Entrance
Examination for admission in MBBS course.
2.
The visually handicapped and hearing disabled persons are considered invalid and thus ineligible for admission to
MBBS / PG Medical and other professional medical courses against Disabled Quota seats.
3.
The candidates having locomotory disability involving upper limbs are not eligible for admission to MBBS / PG
Medical and other professional medical courses.
4.
For availing the benefits of reservation in Disabled Quota, the locomotory disabled candidates with disabilities
involving the lower limbs must fulfil the following criteria/ guidelines :(a)
If the locomotory disability involves only one lower limb, it should not be less than 50% and should not
exceed 70%.
(b)
If the locomotory disability involves both the lower limbs, the total disability should not exceed 70% with a
minimum of 50%.
(c)
The disability certificate should be produced by a duly constituted and authorised medical board by the
Government of Bihar.
(d)
The candidate should have minimum eligibility criteria as per Medical Council of India guidelines and should
be otherwise medically fit.
5.
The provision of this reservation will be applicable in government as well as non-government aided institutions.
6.
The candidates, who are aspiring to get seats under Disabled Quota, should apply expressing their claims for the
same along with the valid disability certificate.
7.
The candidate, seeking the benefit for reservation under Disabled Quota, should present him/herself before a medical
board comprising of atleast one expert / specialist from the speciality of orthopaedics from state medical board in
the state of Bihar and obtain a valid disability certificate from the medical board by claiming the benefit of reservation.
8.
The disability certificate of the candidate from a medical board shall (i) Give a permanent disability certificate
where there are no chances of variation in the degree of disability (ii) Indicate the period of validity in the certificate,
in cases where there is any chance of variation in the degree of disability.
9.
In case, there are not enough number of Candidates, who qualify themselves for admission against reserved seats
under Disabled Quota of any category, the consequent vacant seats should be merged with the seats of respective
category.
Note : All above quideline will be subject to latest directions of Medical Council of India issued from time to time.
------------
40
ifjf'k"V&2 (II)
foKku ,oa izkoSf/dh foHkkx] fcgkj] iVuk ds ladYi Kkikad& fo-izk-(AA) Nk=k&05/2005/420 fnukad 15.02.2010
ds vuqlkj rduhdh f'k{k.k laLFkkuksa esa fodykaxrk ls xzflr O;fDr;ksa ds fy, vkjf{kr lhVksa dks Hkjus gsrq ekxZ&nf'kZdk
1-
2-
34-
dkWmUlsfyax ds fy, cqyk;s x;s vH;fFkZ;ksa dks jkT; ljdkj ds lekt dY;k.k foHkkx }kjk fuxZr vf/lwpuk la[;k& 967
fnukad 13-05-2010 esa of.kZr izkf/Ñr esfMdy vkWfiQlj @ cksMZ }kjk fuxZr fpfdRlk izek.k i=k izLrqr djuk gksxk rFkk ;fn
vko';drk gqbZ rks dkWmUlsfyax ds le; mUgsa fpfdRldh; tk¡p djkuh gksxh ftlds fy, fofgr 'kqYd dk Hkqxrku mUgsa djuk
gksxk A
izkf/Ñr esfMdy vkWfiQlj @ cksMZ ds lR;kiu ds ckn es/k&lg&fodYi ds vk/kj ij fu%'kDr O;fDr;ksa ds fy, lekt dY;k.k
foHkkx] fcgkj ljdkj }kjk fuxZr vf/lwpuk la[;k& 966 fnukad 13-05-2010 ds vuqlkj 3 % lhV vkj{k.k ds fo#¼] mudh
fu%'kDrrk ds vuqlkj mi;qDr ikB~;Øe (vfHk;a=k.k /kjk) dk fu/kZj.k foKku ,oa izkoSf/dh foHkkx ds mijksDr i=k ds vkyksd
esa foHkkx }kjk xfBr lfefr ds }kjk dh tk;sxh A
fodykaxrk ls xzflr O;fDr;ksa ds fy, vkjf{kr lhVksa ,oa ikB~;Øe ds p;u ds fy, jkT; ljdkj }kjk le;≤ ij fuxZr
v|ru ekxZn'kZu] funs'kksa dk ikyu fd;k tk;sxk A
mijksDr ifjf'k"V&2 (II) ds fy;s fodykaxrk ls xzflr O;fDr ls vfHkizsr gS] izkf/Ñr fpfdRld }kjk izekf.kr de ls de 40
izfr'kr fodykaxrk ls xzflr O;fDr A [Hkkjr dk jkti=k] vlk/kj.k Hkkx II [kaM&1 vè;k;&1 dk 1(Vh)]|
&&&&&&
ifjf'k"V&2 (III)
jktsUnz Ñf"k fo'ofo|ky;] fcgkj] iwlk (leLrhiqj) ds i=kkad& 188 fnukad 30.11.2005 ds vuqlkj fo'ofo|ky;
ds v/hu laLFkkuksa esa fodykaxrk ls xzflr vH;fFkZ;ksa ds fy, vkjf{kr lhVksa dks Hkjus gsrq ekxZ&nf'kZdk
mijksDr ifjf'k"V&2(II) esa tks izko/ku gS ogh izko/ku jktsUnz Ñf"k fo'ofo|ky;] iwlk] (leLrhiqj) ,oa fcgkj Ñf"k
fo'ofo|ky;] lckSj (Hkkxyiqj) ds ikB~;Øeksa esa fodykax O;fDr;ksa ds ukekadu ds lEcU/ esa viukbZ tk;sxh A
uksV % fodykaxrk dksfV ,oa mlds fy;s vuqekU; ikB~;Øe dk fu/kZj.k dafMdk& 5-7-3 ds vuqlkj gksxk A
41
ifjf'k"V&2 (iv)
lSfud deZpkjh dksVk ds vUrxZr vfHk;a=k.k laLFkkuksa esa ukekadu gsrq vkj{k.k
fcgkj ljdkj] foKku ,oa izkoSf/dh foHkkx
ladYi
fo0 izk0 (II) Nk=k @02@2008@ 1647
iVuk] fnukad 08-06-2010
fo"k; %&
lSfud dksVk ds v/hu jkT; ds vfHk;a=k.k rFkk iksfyVsdfud laLFkkuksa esa ukekadu gsrq LFkku vkjf{kr djus ds laca/ esa A
fcgkj ljdkj] vkS|ksfxd ,oa lgdkfjrk foHkkx ds ladYi la[;k&4182 fnukad&02] vxLr 1960 ds }kjk lSfud dksVk ds v/hu HkwriwoZ
lSfudksa ds cPpksa ds fy, vfHk;a=k.k egkfo|ky; ds flfoy rFkk esdsfudy ikB~;Øe izR;sd esa ,d&,d LFkku ,oa iVuk iksfyVsdfud esa ,d LFkku
esa ukekadu gsrq vkjf{kr djus dk izko/ku fd;k x;k Fkk A lkFk gh] x`g foHkkx (lSfud iquokZl funs'kky;) ds i=k la0 412] fn0 18-2-1985 }kjk
Hkh dk;Zjr lSfudksa ,oa HkwriwoZ lSfudksa ds vkfJrksa ds fy, fofHkUu fo'ofo|ky;ksa esa ukekadu esa LFkku vkjf{kr fd;k x;k Fkk A bu izko/kuksa ds vkyksd
esa oÙkZeku esa lsokjr lSfud deZpkjh rFkk HkwriwoZ lSfud deZpkfj;ksa ds iq=kksa@ vfookfgr iqf=k;ksa @ vkfJr lgksnj Hkkb;ksa @ vkfJr vfookfgr lgksnj
cguksa @ vkfJr Hkrhtk rFkk Hkrhft;ksa ds fy, izR;sd vfHk;a=k.k@iksfyVsdfud laLFkku ds izR;sd ikB~;Øe esa vf[ky Hkkjrh; rduhdh f'k{kk i"kZn
}kjk Lohd`r izos'k {kerk ds vfrfjDr ,d&,d lhV ij es/k ds vk/kj ij izos'k fy;k tkrk jgk gS A
2mi;qZDr izklafxd ladYi ds la'kks/u dk ekeyk fuEu dkj.kksa ls jkT; ljdkj ds fopkjk/hu Fkk%&
(i)
lSfud iquokZl egkfuns'kky; ubZ fnYyh }kjk tkjh fn'kk&funs'k esa HkwriwoZ @ dk;Zjr lSfudksa ds vkfJrksa ds fy, 'kS{kf.kd laLFkkuksa esa izos'k
ds fy, ek=k muds cPpksa gsrq LFkku vkjf{kr fd;s tkus dk mYys[k gS A blds vykok izklafxd ladYi esa vfHk;a=k.k egkfo|ky; @ iksfyVsdfud
laLFkkuksa esa ek=k HkwriwoZ lSfudksa ds cPpksa ds fy, vkj{k.k dk izko/ku gS A
(ii) ladYi la[;k&4182 fnukad 02 vxLr 1960 dh fuxZr gksus dh frfFk ds ckn ls jkT; esa rduhdh laLFkkuksa rFkk ikB~;Øeksa dh la[;k esa
dkiQh o`f¼ gqbZ gS rFkk mDr ladYi esa lHkh vfHk;a=k.k egkfo|ky; ds ekeys esa lHkh ikB~;Øe rFkk iksfyVsdfud laLFkku ds ekeys esa lHkh
iksfyVsdfud laLFkkuksa ,oa muesa lapkfyr ikB~;Øeksa dk mYys[k ugha Fkk A
(iii) vf[kr Hkkjrh; rduhdh f'k{kk ifj"kn~ vf/fu;e 1987 ds vuqlkj vf[ky Hkkjrh; rduhdh f'k{kk ifj"kn~ (vHkkrf'ki)] ekuo lalk/u
fodkl ea=kky;] Hkkjr ljdkj ds v/hu ,d lkafof/d laxBu ds :i esa dk;Zjr gS rFkk ifj"kn~ }kjk Lohd`r izos'k {kerk ds vfrfjDr lhV ij ukekadu
dh oS/rk ugha gS A
(iv) dkfeZd ,oa iz'kklfud lq/kj foHkkx fcgkj ljdkj ds ladYi la[;k&456 fnukad 30-09-2002 ds vuqlkj 'kS{kf.kd laLFkkuksa esa izos'k gsrq 50
izfr'kr lhV gh vkjf{kr fd;s tkus dk izko/ku gS A
3rnuqlkj] dk;Zjr @ HkwriwoZ lSfudksa ds cPpksa ds fy, jkT; ds v/hu jktdh; vfHk;a=k.k egkfo|ky;ksa rFkk jktdh; iksfyVsdfud
laLFkkuksa esa ukekadu gsrq jkT; ljdkj us fuEu fu.kZ; fy;k gS%&
(i)
lSfud dksVk ds v/hu jkT; ds jktdh; vfHk;a=k.k rFkk iksfyVsdfud laLFkkuksa esa dk;Zjr@ HkwriwoZ lSfud deZpkfj;ksa ds iq=kksa @ vfookfgr iqf=k;ksa
dk gh ukekadu gksxk c'krsZ fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk i"kZn }kjk vk;ksftr izfr;ksfxrk ijh{kk esa os liQy ?kksf"kr fd;s x;s gSa A
(ii) dk;Zjr lSfudksa ds ekeys esa muds lSfud gksus rFkk muds iq=k @ iq=kh ls lacaf/r izek.k i=k muds fu;a=kh inkf/dkjh ls rFkk HkwriwoZ lSfudksa
ds ekeyksa esa muds HkwriwoZ lSfud gksus rFkk muds iq=k&iq=kh gksus dk izek.k i=k lacaf/r ftyk lSfud dY;k.k dk;kZy; ls izkIr fd;k tkuk vko';d
gksxkA
(iii) izR;sd laLFkku ds izR;sd ikB~;Øe esa vf[ky Hkkjrh; rduhdh f'k{kk ifj"kn~ }kjk Lohd`r izos'k {kerk ds varxZr ,d&,d lhV lSfud dksVk
ds fy, vkjf{kr gksxk A lSfud dksVk ls p;fur mEehnokj ftl vkjf{kr @ vukjf{kr dksfV ls vkrs gksa] mlh dksfV esa mudh fxurh dh tk;sxh A vFkkZr]
;g vkj{k.k {kSfrt :i esa ykxw gksxk A
(iv) fcgkj ('kS{kf.kd laLFkkuksa esa ukekadu esa) vkj{k.k vf/fu;e] 2003 (fcgkj vf/fu;e] 16@2003) ,oa le;≤ ij ;Fkk la'kksf/r vf/
fu;eksa ds vkyksd esa ukekadu vkfn dh dkjZokbZ dh tkrh jgsxh A
(v) mi;qZDr izko/ku l=k 2010&11 ds fy, vk;ksftr gksus okyh izos'k ijh{kk ls ykxw gksxas A
vkns'k%& vkns'k fn;k tkrk gS fd bl ladYi dks fcgkj jkT; i=k ds vlk/kj.k vad esa loZlk/kj.k dks lwpukFkZ izdkf'kr fd;k tk; A
fcgkj jkT;iky ds vkns'k ls A
g0@&
ljdkj ds mi lfpo
&&&&&&
42
ifjf'k"V&3
fcgkj la;qDr izos'k izfr;ksfxrk ijh{kk&2015 ds fy;s ftl OMR mÙkj i=kd (OMR Answer Sheet) ij vH;fFkZ;ksa dks mÙkj
nsuk gS] mldh tk¡p bysDVªkfud izfØ;k }kjk dh tk;sxh A OMR mÙkj i=kd Hkjus dk rjhdk rFkk lEcfU/r funsZ'k i`"B 40 ij vkSj OMR
mÙkj i=kd dk uewuk i`"B 39 ij fn;k tk jgk gS _
OMR mÙkj i=kd Hkjus dk rjhdk rFkk lEcfU/r funsZ'k %
1.
(d) mÙkj i=kd ikVZ&I dks Hkjus dh izfØ;k _
1. mÙkj i=kd vks-,e-vkj- izdkj dk gS ftls dEI;wVj LdSuj }kjk i<+k tkuk gS A
2. mÙkj i=kd ds ikVZ&1 ds fufnZ"V LFkkuksa ij jkSy uEcj @ ijh{kk dsUnz dk dksM @ ijh{kk iqfLrdk dh la[;k vkfn dks mÙkj&i=kd ij dEI;wVj&laxr
izfØ;k ls Hkjsa A mQij ds pkSdksj [kkuksa esa vad cky IokbaV dye dh uhyh @ dkyh L;kgh esa Hkjsa vkSj lEcfU/r xksyksa dks fliQZ uhyh @ dkyh
ckWy IokbaV isu ls Hkjsa A vxj dksbZ vH;FkhZ isafly dk O;ogkj fy[kus ;k jaxus esa djsxk rks mldk mÙkj i=kd jí dj fn;k tk;sxk A
mnkgj.k
%
;fn jkSy uEcj 179682 gS
,oa
1
7
9
6
8
2
ijh{kk iqfLrdk la[;k 14390 gS] rks
1
4
3
9
0
1
1
1
1
1
1
1
1
1
1
1
2
2
2
2
2
2
2
2
2
2
2
3
3
3
3
3
3
3
3
3
3
3
4
4
4
4
4
4
4
4
4
4
4
5
5
5
5
5
5
5
5
5
5
5
6
6
6
6
6
6
6
6
6
6
6
7
7
7
7
7
7
7
7
7
7
7
8
8
8
8
8
8
8
8
8
8
8
9
9
9
9
9
9
9
9
9
9
9
0
0
0
0
0
0
0
0
0
0
0
([k) mÙkj i=kd ikVZ&II dks Hkjus dh izfØ;k _
1. iz'u cgq&fodYi izdkj ds gS A izR;sd iz'u ds fy, fn;s x;s fodYiksa mÙkjksa esa ls dsoy ,d gh lokZf/d mi;qDr gS A ijh{kkFkhZ dks iz'u la[;k
ds lokZf/d mi;qDr fodYi ds lkeus ds lEcfU/r xksys dks uhyh @ dkyh ckWy IokbaV isu ls gh jaxuk gS] vU;Fkk muds mÙkj i=kd dks jí
dj fn;k tk;sxk A
mnkgj.k % ;fn iz'u la[;k 7 ds fy, fodYi ^B* lgh mÙkj gS] rks iz'u la[;k 7 ds lkeus ds lEcfU/r xksys dks uhps fn[kk;s x;s ds vuqlkj
jaxuk gS %&
Q. No. 1
Q. No. 2
.. .. .. .. ..
.. .. .. .. ..
Q. No. 7
A
B
C
D
A
•
B
•
C
•
D
•
•
A
•
B
•
C
•
D
2. (i) mijksDr Øe [k&1 esa crk;s x;s vuqlkj xksys dks uhyh @ dkyh ckWy IokbaV isu }kjk gh jaxuk gS A
(ii) xksys dks iw.kZ#i ls Hkjk ,oa jaxk gksuk pkfg, A
(iii) lgh mÙkj ls lEcfU/r dsoy ,d gh xksys dks jaxk tkuk pkfg, tSlk uhps fn[kk;k x;k gS %
lgh
:
A
B
C
D
xyr
:
A
B
C
D
;k
A
B
C
D
;k
A
B
C
D
;k
A
B
C
D
:
A
B
C
D
;k
A
B
C
D
;k
A
B
C
D
;k
A
B
C
D
xyr
43
(iv) mi;qDr xksys dks uhyh @ dkyh ckWy IokabaV dye ls jaxus ls igys vH;FkhZ ;g iwjh rjg lqfuf'pr dj ysa fd os mÙkj ds fy,
lokZf/d lgh xksys dks jax jgs gSa D;ksafd xksys dks jaxus esa dksbZ ifjorZu djuk oftZr gS A mÙkj i=kd esa jaxs x;s xksys dks jcj ;k liQsn
nzo ls feVkus dh vuqefr ugha nh x;h gS D;ksafd mÙkj i=kd dks e'khu }kjk ewY;kafdr fd;k tkuk gS vkSj ,slk djus ij ewY;kadu esa =kqfV
gks tk ldrh gS A
(v) ;fn ,d ls vf/d xksys dks uhyh @ dkyh ckWy IokbaV dye ls jaxk tk;xk ;k mÙkj fdlh vU; izdkj ls vFkok mQij fn[kk;s x;s xyr
rjhdksa ls O;Dr fd;k tk;sxk rks mls xyr djkj fn;k tk;sxk A
3. fdlh izdkj dk dPpk dke mÙkj i=kd ij ugha djuk gS A ijh{kk iqfLrdk esa blds fy, [kkyh LFkku NksM+ fn;k x;k gS] mlh ij dPpk dke
djsa A lkFk gh mÙkj i=kd dks u rks dkVsa] iQkM+sa ;k eksM+sa vkSj u rks ml ij fdlh rjg dh flyoV iM+us nsa A
4. mÙkj i=kd ij Nis ^^ckj dksM** ij fdlh rjg dk fu'kku vkfn u cuk;sa ;k bls fdlh rjg u foÑr djsa vkSj u foÑr gksus nsa vU;Fkk ijh{kkFkhZ
dh mEehnokjh jn~n dj nh tk;sxh A
5. mÙkj i=kd ds ikVZ&1 ds vfrfjDr ml ij fdlh vU; LFkku ij fdlh izdkj dk igpku fpUg ;k fu'kku u cuk;sa ;k u NksM+sa vU;Fkk ;g
mEehnokjh ds fy, v;ksX;rk djkj nh tk ldrh gS A
6. vks-,e-vkj- mÙkj i=kd ds ikVZ&1 ds i`"B ds ihNs vafdr x|ka'k dks funs'kkuqlkj viuh gLrfyfi esa iw.kZ :i ls fy[kdj viuk iwjk gLrk{kj
fgUnh rFkk vaxzsth esa fu/kZfjr LFkku ij djsa A gLrfyfi tk¡p ds fy, ;g vfuok;Z gS A ,slk ugha djus ij vkids mÙkj i=kd @ mEehnokjh dks
jn~n dj fn;k tk;sxkA
7. mÙkj i=kd dh tk¡p bysDVªkfud izfØ;k ls dh tk;sxh A xyr rjhds ls xksyksa dks jaxus ds dkj.k mÙkj dks xyr eku ysus dk iwjk mÙkj nkf;Ro
ijh{kkFkhZ dk gksxk A
8. bysDVªkfud dSydqysVj] ykWxcqd] LykbM #y ;k fdlh izdkj ds lapkj midj.kksa rFkk eksckby iQksu] istj vkfn dk mi;ksx iw.kZ #i ls oftZr
gSA
9. vxj vkius vks-,e-vkj- ds mÙkj i=kd ds i`"B Hkkx esa fn;s x;s funsZa'kksa dk ikyu ugha fd;k rks vkidk mÙkj i=kd jn~n fd;k tk ldrk gS
ftlds fy, vki Lo;a iw.kZ #i ls mÙkjnk;h gksaxs A
44
2.
OMR mÙkj
i=kd dk uewuk %
;g izFke pj.k dh ijh{kk ds fy;s mÙkj i=kd dk ekxZn'kZd uewuk ek=k gS A okLrfod ijh{kk esa iz'uksa dh la[;k ,oa vU; funs'k@
fooj.k fHkUu gks ldrs gSa A
ihNs i`"B ij vafdr x|ka'k dks funsZ'kkuqlkj viuh
gLrfyfi esa iw.kZ :i ls fy[k dj gLrk{kfjr djuk
vfuok;Z gS vU;Fkk vkids mÙkj i=kd @ mEehnokjh dks
jí dj fn;k tk;sxk A
egRoiw.kZ funsZ'k @ IMPORTANT INSTRUCTIONS
1. 'OMR' mÙkj i=kd ds vk;rkdkj ckWDlksa (
) esa uhys @ dkys ckWy isu ls fy[ksa vkSj
lEcfU/r xksyksa (
) dks uhys @ dkys ckWy isu ls iwjh rjg jaxsa A vxj dksbZ vH;FkhZ isafly
dk O;ogkj jaxus esa djsxk rks mldk mÙkj i=kd jí dj fn;k tk;sxk A
Write in rectangular boxes ( ) in all items of OMR Answer sheet and darken the
corresponding circle (
) completely with BLUE/ BLACK BALL POINT
PEN only. If any candidate uses the pencil for darkening the answer sheet his
/ her answer sheet will be rejected.
2. ;g fuf'pr dj ysa fd vkius fu/kZfjr LFkkuksa ij viuk lgh jkSy uEcj] cqdysV uEcj ,oa lsUVj
k M Hkjk gS A
dks
Ensure that you have correctly filled up your Roll Number, Booklet No. and
Centre Code in the corresponding spaces provided.
3. 'OMR' mÙkj i=kd ds mQij dksbZ Hkh ^jiQ* dk;Z ugha djsa ;k dksbZ vokafNr fpUg Hkh ugha yxk;sa A lkFk
gh u mls dkVsa] iQkM+sa] eksM+sa vkSj u ml ij fdlh rjg dh flyoV iM+us nsa A
DO NOT scribble, scratch, cut, tear, fold, wrinkle or do any rough work on the
OMR Answer sheet.
4. OMR mrj i=kd ds ikVZ&2 ij ;k mlds ihNs fdlh izdkj dk igpku fpUg ugha yxk;sa vU;Fkk
vkids mÙkj i=kd@mEehnokjh dks jn~n dj fn;k tk;sxkA
Do not leave any mark of identification on the front or the back of the Part-2 of the
OMR Answr Sheet otherwise your Answer Sheet/Candidature is liable to be
rejected.
5. vH;FkhZ vius mÙkj dks iwjh rjg lqfuf'pr dj ds gh lEcfU/r xksys dks mÙkj i=kd esa Hkjsa D;ksafd
lEcfU/r xksyk Hkjus ds ckn mÙkj esa fdlh rjg ds ifjorZu dh vuqefr ugha gS A fdlh rjg ds
jcj] djsD'ku&rjy vFkok liQsn jxus okys inkFkZ dk O;ogkj oftZr gS A D;ksafd mÙkj i=kdksa dh
tk¡p e'khu }kjk dh tkuh gS vkSj ,slk djus ls xyr ewY;kadu gks tkus dh lEHkkouk gS A
The candidates must fully satisfy themselves about the accuracy of the answer
before darkening the appropriate circle as no change in answer once marked is
allowed. Use of eraser or white / correction fluid on the Answer Sheet is not
permissible as the Answer Sheets are machine gradable and it may lead to
wrong evaluation.
6. iz'u cgq&fodYi izdkj ds gSa A izR;sd iz'u ds fy;s fn;s x;s pkj fodYiksa esa ls dsoy ,d gh
lokZ f /d mi;qDr gS A ijh{kkFkhZ dks iz'u la[;k ds lkeus ds lokZf/d mi;qDr fodYi ls lEcfU/r xksys
dks dsoy uhys @ dkys cky IokUV dye ls jaxuk gS A
The Questions are of multiple-choice type. Each question is provided with four
choices of Answers, out of which ONLY ONE is MOST APPROPRIATE.
The candidate must darken the appropriate circle provided in front of the
question number using BLUE / BLACK Ball Point Pen only.
Example : If correct answer for question no. 10 is the choice 'B', than darken
the circle in front of question no. 10 as shown below :–
mnkgj.k % ;fn iz'u la[;k 10 ds fy;s fodYi 'B' lgh mÙkj gS] rks iz'u la[;k 10 ds lkeus ds
lEcfU/r xksys dks uhps fn[kk;s x;s ds vuqlkj dkyk djsa %
xksyk dkyk djus dk rjhdk (Method of Darkening Circle with Blue/ Black Ball Pen)%&
lgh rjhdk
xyr rjhdk
Correct Method
Wrong Method
A
B
C
D
A
B
C
D
A
B
C
D
A
B
C
D
A
B
C
D
A
B
C
D
A
B
C
D
A
B
C
D
A
B
C
D
7. mÙkj i=kd dh tk¡p bysDVªkWfud izfØ;k ls dh tk;sxh A xyr rjhds ls xksyksa dks dkyk djus ds
dkj.k vkids mÙkj dks xyr eku ysus dk iwjk mÙkjnkf;Ro dsoy vkidk (ijh{kkFkhZ) gh gksxkA
Answer sheet will be processed by electronic means. Invalidation of answer
due to incorrect method of filling will be sole responsibility of the candidate.
8. mÙkj i=kd ij Nis ^^ckj dksM** ij fdlh rjg dk fu'kku vkfn u cuk;sa ;k bls fdlh rjg u
foÑr djsa vkSj u foÑr gksus nsa vU;Fkk ijh{kkFkhZ dh mEehnokjh jn~n dj nh tk;sxh A
"Bar Code" printed on the Answer Sheet must not be tampered or in any way
marked; otherwise the candidature will be rejected.
9. nk;ha vksj vafdr x|ka'k dks funsZ'kkuqlkj viuh gLrfyfi esa iw.kZ :i ls fy[kdj viuk iwjk gLrk{kj fgUnh
rFkk vaxzsth esa fu/kZfjr LFkku ij djsa A gLrfyfi tk¡p ds fy, ;g vfuok;Z gSA ,slk ugha djus ij vkids
mÙkj i=kd @ mEehnokjh dks jn~n dj fn;k tk;sxk A
For verification of your handwriting, it is necessary to put your signature in
Hindi & English after writing the prescribed TEXT completely, which is printed
on the right side; otherwise, your answer sheet / candidature will be rejected.
10. bysDVªkWfud dSYdqysVj] ykWx Vscqy] LykbM :y vkSj fdlh izdkj ds lapkj midj.kksa ;Fkk
eksckby iQksu] istj vkfn dk mi;ksx iw.kZ :i oftZr gS A
Use of Electronic Calculator, log table, slide rule and communication devices
such as mobile phone, pager etc. is completely prohibited.
11. vxj vkius mQij ds funsZ'kksa dk ikyu ugha fd;k vkSj@;k bl mÙkj i=kd ds ikVZ&I esa vafdr
lwpuk esa ls dksbZ lwpuk vlR; @ viw.kZ @ foÑr @ =kqfViw.kZ ik;h tkrh gS rks vkidk mÙkj i=kd
jn~n dj fn;k tk ldrk gS ftlds fy, vki Lo;a iw.kZ :i ls mÙkjnk;h gksaxs A
In case you do not follow the above instructions and the entries made by you in
Part-I of this answersheet is found incorrect / incomplete / untrue / fraudulent
before or after your admission, your answer sheet is liable to be rejected for
which you yourself will be fully responsible.
vko';d @ IMPORTANT
uhps fy[ks xa|k'k dks uhys@ dkys ckWy isu ls viuh
gLrfyfi esa iw.kZ :i ls fy[kdj viuk iwjk gLrk{kj
fgUnh rFkk vaxt
zs h esa fu/kZfjr LFkku ij djsa A gLrfyfi
tk¡p ds fy, ;g vfuok;Z gS vkSj ,slk ugha djus ij
vkids mÙkj i=kd@mEehnokjh dks jn~n dj fn;k tk;sxkA
x|ka'k
^^tc rd n`f"Vdks.k Li"V ugha gksrk dksbZ Hkh
rÙo ân;axe ugha gks ldrk A tc rd
fo"k;klfDr ls fojke ugha feyrk] Hkksx ls r`fIr
ugha feyrh A tc rd vkarfjd fojkx ugha
tkxrk] inkFkZ ds miHkksx dh I;kl ugha cq>rhA
,slh I;kl cq>kus ds fy, t:jh gS varjn`f"V
dk tkxj.k A ftu yksxksa dh varn`Zf"V tkx tkrh
gS] muds lkeus dksbZ leL;k ugha fVd ikrhA
muesa bruk lkeF;Z gksrk gS fd os 'kwU; esa ls
lek/ku [kkst ysrs gSa A**
------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------ijh{kkFkhZ dk iwjk gLrk{kj (fgUnh esa)
--------------------------------------------------------------------------ijh{kkFkhZ dk iwjk gLrk{kj (vaxzsth esa)
fnukad% -------------------------------------------------------------
46
ifjf'k"V&4
Schedule Programme for admissions to Engineering courses as notified by All India Council for
Technical Education, New Delhi vide Advt. no.Legal/12(06)/2012
Sl.
1.
Event / Programme
Conduct of Entrance Examination
(AIEEE/ State CET/Mgt. quota exams etc.)
Schedule
In the month of May
2.
Declaration of Results of Qualifying Examination
(12th Exam or similar) and Entrance Examination
On or before 5th June
3.
1st round of counselling / admission for
allotment of seats
To be completed on or before 30th June
4.
2nd round of counselling / admission for allotment
of seats
To be completed on or before 10th July
5.
Last round of counselling / admission
for allotment of seats
To be completed on or before 20th July
6.
Last date for admitting candidates in
seats other than allotted above
30 July.
However, any number of rounds for
counselling could be conducted depending on
local requirements, but all the rounds
shall be completed before 30th July
7.
Commencement of academic session
1st August
8.
Last date up to which students can be
admitted against vacancies arising due
to any reason (no student should be
admitted in any Institution after the last
date under any quota)
15th August
*****
47
ifjf'k"V&5
ekMy izi=k % iQkeZ&C.1
(fuokl @ vkoklh; izek.k&i=k)
dk;kZy; dk uke ----------------------------------------------
izek.k&i=k la[;k --------------------------
fnukad -------------------------
izekf.kr fd;k tkrk gS fd Jh @ Jherh @ lqJh -------------------------------------------------------------------------------firk @ ifr --------------------------------------------------------------------------- xzke @ uxj --------------------------------------------------------------iksLV ----------------------------------------------- Fkkuk ------------------------------------------------- iz[k.M -----------------------------------------------vuqe.My--------------------------------------- ftyk ---------------------------------- jkT; ------------------------------- ds LFkk;h fuoklh gSa A
gLrk{kj ------------------------------------inuke -------------------------------------(eqgj lfgr)
LFkku ---------------------fnukad ----------------------
48
ekMy izi=k % iQkeZ&C.2
(tkfr izek.k&i=k ds fy,)
dk;kZy; dk uke ---------------------------------------------vuqlwfpr tkfr @ vuqlwfpr tutkfr izek.k&i=k
izek.k&i=k la[;k -------------------------fnukad ------------------------izekf.kr fd;k tkrk gS fd Jh @ Jherh @ dqekjh ------------------------------------------------------------------------------iq=k @ iq=kh ---------------------------------------------------------------------- xkao @ 'kgj ----------------------------------------------------------------iksLV vkWfiQl -------------------------------------------- Fkkuk -------------------------------------------- vuqe.My --------------------------------------ftyk ------------------------------------------------ jkT; -------------------------------------------- leqnk; --------------------------------- ds lnL; gSa]
tks fd lafo/ku (vuqlfw pr tkfr) vkns'k 1950] lafo/ku (vuqlfw pr tutkfr) vkns'k 1950] lafo/ku vuqlfw pr tkfr
,oa vuqlfw pr tutkfr lwph (eksfMfiQds'ku) 1956 ,oa vuqlfw pr tkfr ,oa vuqlfw pr tutkfr vkns'k (la'kks/u)
vf/fu;e] 1976 ,oa le;≤ ij ;Fkkla'kksf/r vf/fu;e ds varxZr fcgkj jkT; dh lwph esa vuqØekad -------------------ij vafdr gS A vr% Jh @ Jherh @ dqekjh ---------------------------------------------------------- iq=k@iq=kh -------------------------------------------------vuqlfw pr tkfr @ vuqlfw pr tutkfr dk @ dh gSa A
Jh @ Jherh @ dqekjh ------------------------------------------------------------------------------------------------------- ,oa mudk ifjokj
xk¡o @ 'kgj --------------------------- iz[k.M ---------------------------- iksLV vkWfiQl ---------------------------------- Fkkuk ---------------------------------vuqe.My ------------------------------------ ftyk -------------------------------------- jkT; ------------------------------- esa fuokl djrs gSa A
gLrk{kj ------------------------------------inuke -------------------------------------(dk;kZy; dk eqgj lfgr)
ekMy izi=k % iQkeZ&C.2
(tkfr izek.k&i=k ds fy,)
dk;kZy; dk uke ---------------------------------------------fiNM+k oxZ @ vR;ar fiNM+k oxZ dk tkfr izek.k&i=k
izek.k&i=k la[;k -------------------------fnukad ------------------------izekf.kr fd;k tkrk gS fd Jh @ Jherh @ lqJh --------------------------------------------------------------------------------firk @ ifr @ Jh ----------------------------------------------------------------------------------- xzke @ uxj --------------------------------------------iz[k.M -----------------------------------------------iksLV -------------------------------------------------- Fkkuk --------------------------------------------vuqe.My ------------------------------------------- ftyk --------------------------------------------------- jkT; --------------------------------------------leqnk; --------------------------------------- ds lnL; gSa] tks fcgkj inksa ,oa lsokvksa dh fjfDr;ksa esa vkj{k.k (vuqlwfpr tkfr;ksa]
vuqlwfpr tutkfr;ksa ,oa vU; fiNMs+ oxksZa ds fy,) vf/fu;e] 1991 le;≤ ij ;Fkkla'kksf/r vf/fu;e ds
varxZr fcgkj jkT; dh vR;ar fiNM+k oxZ (vuqlwph&1) @ fiNM+k oxZ (vuqlwph&2) esa vuqØekad ------------------ ij
vafdr gS A vr% Jh @ Jherh @ lqJh --------------------------------------------- iq=k @ iq=kh -----------------------------------------------------vR;ar fiNM+k oxZ (vuqlwph&1) @ fiNM+k oxZ (vuqlwph&2) dk @ dh gSa A
Jh @ Jherh @ dqekjh ------------------------------------------------------------------------------------------------------ ,oa mudk ifjokj
xk¡o @ 'kgj ---------------------------------------------- iz[k.M ----------------------------------------- iksLV vkWfiQl ---------------------------------Fkkuk ------------------------------------------- vuqe.My --------------------------------------------- ftyk ----------------------------------------------jkT; ------------------------------- esa fuokl djrs gSa A
gLrk{kj ------------------------------------inuke -------------------------------------(dk;kZy; dk eqgj lfgr)
49
ekMy izi=k % iQkeZ&C.3
(vk; izek.k i=k ds fy;s)
dk;kZy; dk uke ----------------------------------------------
izek.k&i=k la[;k --------------------------
fnukad -------------------------
izekf.kr fd;k tkrk gS fd Jh @ Jherh @ lqJh -------------------------------------------------------------------------------firk @ ifr --------------------------------------------------------------------------- xzke @ uxj --------------------------------------------------------------iksLV ----------------------------------------------- Fkkuk ------------------------------------------------- iz[k.M -----------------------------------------------vuqe.My--------------------------------------- ftyk ---------------------------------- jkT; ------------------------------- ,oa muds ifjokj dh
dqy okf"kZd vk; fuEukafdr gS %&
ljdkjh lsok ls vk;
O;olk; ls vk;
Ñf"k ls vk;
vU; lzksrksa ls vk;
dqy vk; (okf"kZd)
&
&
&
&
&
gLrk{kj ------------------------------------inuke -------------------------------------(eqgj lfgr)
fcgkj jkT;
LFkku ---------------------fnukad ----------------------
50
Format for Address on Envelope : Form : C.4
APPLICA
TION FOR B
.C
.E.C
.E.-2015
APPLICATION
B.C
.C.E.C
.E.C.E.-2015
Registration No. : ......................................
Course Group
: ......................................
From :
......................................................
......................................................
......................................................
......................................................
To,
The Controller of Examination,
B.C.E.C.E.Board,
I.A.S. Bhawan, Near Patna Airport,
P.O.-B.V.College,
Patna-800014 (Bihar)
51
fcgkj la;qDr ços'k çfr;ksfxrk ijh{kk &
2015
fcgkj la;qDr ços'k çfr;ksfxrk ijh{kk ds vk/kj ij çFke o"kZ esa ços'k gsrq Lukrd Lrjh; O;kolkf;d ikB~;Øe %
!
!
!
!
fcgkj jkT; ds laLFkkuksa esa bathfu;¯jx @ iQkesZlh @ leku çÑfr ds vU; O;kolkf;d ikB~;Øe (fcgkj dksVk dh lhVksa
ds fy;s) A
fcgkj jkT; ds ckgj vU; rduhdh @ O;kolkf;d laLFkkuksa ds ikB~;Øe (fcgkj dksVk dh lhVksa ds fy;s)
fcgkj jkT; ds fpfdRlk egkfo|ky;ksa @ nUr egkfo|ky;ksa @ fiQft;ksfFkjsih] vksdiq 's kuy fFkjsih egkfo|ky; @ jktdh;
vk;qosZfnd @ gksfe;ksiSfFkd @ frCch egkfo|ky;ksa ds ikB~;Øe rFkk leku çÑfr ds vU; O;kolkf;d ikB~;Øe A
fcgkj jkT; ds Ñf"k fo'ofo|ky;ksa esa Ñf"k @ m|ku @ i'kq fpfdRlk @ eRL; foKku @ xO; rduhdh (Ms;jh Vsdú)@
Ñf"k vfHk;a=k.k rFkk leku çÑfr ds vU; O;kolkf;d ikB~;Øe A
vko';d
1.
Online Hkjs gq, vkosnu izi=kksa (ikVZ&, ,oa ikVZ&ch) dh Downloaded hard copy ds lkFk Paid cSad
pkyku ,oa fufnZ"V vuqyXudksa dks jftLVMZ @ LihM iksLV ls Hkstuk vko';d gS A
2.
jftLVMZ @ LihM iksLV ls Hksts tkus okys fyiQkiQs ds mij "APPLICATION FOR BCECE-2015", dkslZ
xzqi ,oa fucU/u la[;k vo'; fy[ksa A
3.
(d) Registered vH;FkhZ }kjk Online Application Form dks
vafre :i ls Hkjus dh vafre frfFk
%
4.
([k) lHkh okafNr vuqyXudksa ds lkFk vkosnu izi=kksa dh Hard
Copy jftLVMZ @ LihM iksLV ls izkfIr dh vfUre frfFk
%
ijh{kk dh frfFk
% 1. çFke pj.k
2.
f}rh; pj.k
5.
vkosnu i=k rFkk ijh{kk 'kqYd % ns[ksa fooj.k iqfLrdk dh dafMdk&7 A
6.
ch-lh-bZ-lh-bZ- cksMZ dk;kZy; dk iQksu ua-
04.03.2015 (5.00 P.M.)
10.03.2015
19.04.2015
17.05.2015
% 0612-2220230
Website: (i) www.bceceboard.com (ii) www.bcecebonline.com
Composed by Ramnath Bhagat