Syllabus - board of secondary education, rajasthan, ajmer

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 45
ek/;fed ek/;fed f'k{kk f'k{kk cksMZ] cksMZ] jktLFkku] jktLFkku] vtesj
vtesj
Board of Secondary Education, Rajasthan, Ajmer
foojf.kdk foojf.kdk
(SYLLABUS)
d{kk d{kk 9 9 ¼ek/;fed ek/;fed ek/;fed½ ek/;fed ijh{kk] ijh{kk] 2013
2013
Class-9 (Secondary) Examination, 2013
,oa
,oa
d{kk d{kk 9 9 ¼izosf'kdk izosf'kdk izosf'kdk½ izosf'kdk ijh{kk] ijh{kk] 2013
2013
Class-9 (Praveshika) Examination, 2013
¼fo|ky; fo|ky; Lrjh; Lrjh; Lrjh; ,d ,d o"khZ; o"khZ; ikB~;Øe ikB~;Øe ikB~;Øe½ ikB~;Øe
,u- ,u- lh- lh- ,Q- ,Q- 2005 2005 ij ij vk/kkfjr vk/kkfjr
vk/kkfjr
[ Based on National Curriculum Framework 2005 ]
ek/;fed ek/;fed ek/;fed f'k{kk f'k{kk f'k{kk cksMZ] cksMZ] cksMZ] jktLFkku] jktLFkku] jktLFkku] vtesj vtesj
vtesj

46
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
ek/;fed ek/;fed f'k{kk f'k{kk cksMZ] cksMZ] jktLFkku] jktLFkku] vtesj
vtesj
Board of Secondary Education, Rajasthan, Ajmer
foojf.kdk foojf.kdk
(SYLLABUS)
d{kk d{kk 9 9 ¼ek/;fed ek/;fed ek/;fed½ ek/;fed ijh{kk] ijh{kk] 2013
2013
Class-9 (Secondary) Examination, 2013
,oa
,oa
d{kk d{kk 9 9 ¼izosf'kdk izosf'kdk izosf'kdk½ izosf'kdk ijh{kk] ijh{kk] 2013
2013
Class-9 (Praveshika) Examination, 2013
¼fo|ky; fo|ky; fo|ky; Lrjh; Lrjh; Lrjh; ,d ,d o"khZ; o"khZ; ikB~;Øe ikB~;Øe ikB~;Øe½ ikB~;Øe ikB~;Øe
,u- ,u- lh- lh- lh- ,Q- ,Q- 2005 2005 ij ij ij vk/kkfjr
vk/kkfjr
[ Based on National Curriculum Framework 2005 ]
cksMZ cksMZ }kjk }kjk ekU;rk ekU;rk ekU;rk izkIr izkIr izkIr fo|ky;ksa fo|ky;ksa fo|ky;ksa esa esa fu%'kqYd fu%'kqYd forj.k forj.k gsrq
gsrq
ek/;fed ek/;fed ek/;fed f'k{kk f'k{kk f'k{kk cksMZ] cksMZ] cksMZ] jktLFkku] jktLFkku] jktLFkku] vtesj vtesj
vtesj

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 47
fo"k;&lwph
fo"k;&lwph
d{kk d{kk 9 9 (ek/;fed) (ek/;fed) ijh{kk] ijh{kk] 2013
2013
Ø-la- Ø-la- fooj.k fooj.k
i`"B i`"B la[;k
la[;k
1- d{kk 9 (ek/;fed) ijh{kk] 2013 ds fy;s vko';d funsZ'k 1
2- d{kk 9 (ek/;fed) ijh{kk] 2013 ds fy;s ijh{kk ;kstuk 2
ikB~;Øe
ikB~;Øe
Ø-la- Ø-la- fo"k; fo"k;
1- Hkk"kk,¡ %
i`"B i`"B la[;k la[;k
la[;k
(i) fgUnh 4
(ii) vaxzsth 6
(iii) r`rh; Hkk"kk (dksbZ ,d) 8
2- foKku 15
3- lkekftd foKku 18
4- xf.kr 23
5- jktLFkku v/;;u 28
6- 'kkjhfjd ,oa LokLF; f'k{kk 29
7- QkmUMs'ku vkWQ bUQksZesa'ku VsDuksykWth 30
8- (i) lektksi;ksxh mRiknd dk;Z ,oa lekt lsok 34
(ii) dyk f'k{kk 38
d{kk d{kk 9 9 (izosf'kdk) (izosf'kdk) ijh{kk] ijh{kk] 2013
2013
Ø-la- Ø-la- fooj.k fooj.k
i`"B i`"B la[;k
la[;k
1- d{kk 9 (izosf'kdk) ijh{kk] 2013 ds fy;s vko';d funsZ'k 38
2- d{kk 9 (izosf'kdk) ijh{kk] 2013 ds fy;s ijh{kk ;kstuk 39
3- d{kk 9 (izosf'kdk) fo"k; lwph 40
4- laLd`re~ (fo'ks"k) 41
5- fofHkUu fo"k;ksa ds fy, fu/kkZfjr ikB~;iqLrdksa ,oa vfHkLrkfor 43
lUnHkZ iqLrdksa dh lwph
iwjd lkexzh&vuqnsf'kdk&2012 vfrfjDr I ls XXXX i`"B

48
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
egÙoiw.kZ egÙoiw.kZ lwpuk
lwpuk
cksMZ cSBd fnukad 24]25 flarcj 04 ds izLrko la[;k &3 dh
Lohd`fr dh vuqikyuk esa lwfpr fd;k tkrk gS fd cksMZ ijh{kk o"kZ vuqlkj
izfro"kZ iwjd ijh{kk ds ifj.kkeksa dh vafre ?kks"k.kk dh fnukad dks vk/kkj
ekurs gq, dk;kZy; esa foxr 40 o"kksZ dh ijh{kkvksa ds lkj.kh jftLVj
(TABULATION REGISTER) gh lqjf{kr j[ks tk;saxs rFkk bl
vof/k ds fy;s gh ijh{kkfFkZ;ksa dks dk;kZy; }kjk izfrfyfi izys[k tkjh fd;s
tk,saxsA blls iwoZ ds o"kksZa ds lkj.kh jftLVj (TABULATION
REGISTER) dks izfro"kZ Øe'k% u"V dj fn;s tk;saxs rFkk u"V fd;s x;s
lkfj.kh jftLVjksa ds o"kksZ gsrq izfrfyfi izys[k o vU; tkudkjh dk;kZy;
}kjk miyC/k ugha djokbZ tk;sxhA

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 1
d{kk d{kk 9 9 (ek/;fed) (ek/;fed) ijh{kk] ijh{kk] 2013 2013 ds ds fy, fy, vko';d vko';d funsZ'k
funsZ'k
1- foojf.kdk ds bl Hkkx esa d{kk 9 ¼ek/;fed½ ijh{kk] 2013 dk ikB~;Øe ,oa ikB~; iqLrdsa] tks
'kS{kf.kd l= 2012&2013 ds fy;s gSa] nh xbZ gSaA
2- d{kk 9 ¼ek/;fed½ ijh{kk ds fy;s fu/kkZfjr vof/k ,d o"kZ gS ,oa ;g ijh{kk fo|ky; Lrj ij
cksMZ }kjk fu/kkZfjr ikB~;Øe ij vk/kkfjr gksxhA bl gsrq foojf.kdk esa okf"kZd ijh{kk&;kstuk
izLrkfor dh xbZ gS] fdUrq bl laca/k esa bldh fØ;kfUofr foHkkxh; funsZ'kksa ds lanHkZ esa dh
tk;sxhA
3- fo"k;ksa ds f'k{k.kkFkZ izfr lIrkg fu/kkZfjr dkyka'k %
Ø- Ø- la- la- fo"k; fo"k;
dkyka'k dkyka'k % % 48
48
1- Hkk"kk,¡ % 17
(1) fgUnh 6
(2) vaxzsth 6
(3) r`rh; Hkk"kk 5
2- foKku 8
3- lkekftd foKku 8
4- xf.kr 8
5- jktLFkku v/;;u 2
6- 'kkjhfjd ,oa LokLF; f'k{kk
([ksy izo`fÙk;ka ^0* dkyka'k)
2
7- ^Qkm.Ms'ku vkWQ bUQksesZ'ku VsDuksykWth* 2
8- (1) lektksi;ksxh mRiknd dk;Z ,oa lekt lsok 1$^0*
(2) dyk f'k{kk (dkyka'k)
9- uSfrd f'k{kk % izkFkZuk ds lkFk rFkk vU; lHkh fo"k;ksa ds
v/;;u ds lkFk lekfgr
10- iqLrdky; % iqLrdky; ls iqLrdksa dk vknku&iznku
^0* dkyka'k@e/; vUrjky esa
uksV uksV % % ,sls ,sls fo|ky; fo|ky; tgk¡ tgk¡ dEI;wVj dEI;wVj ysc ysc dh dh lqfo/kk lqfo/kk ugha ugha gS] gS] ogk¡ ogk¡ ds ds laLFkk laLFkk laLFkk iz/kku] iz/kku] ikB~;Øe ikB~;Øe ikB~;Øe ,oa ,oa
,oa
'kkyk 'kkyk dh dh LFkkuh; LFkkuh; vko';drk vko';drk ds ds vuqlkj vuqlkj ^Qkm.Ms'ku ^Qkm.Ms'ku vkWQ vkWQ bUQksesZ'ku bUQksesZ'ku VsDuksykWth* VsDuksykWth* ds ds fy,
fy,
fu/kkZfjr fu/kkZfjr dkyka'kksa dkyka'kksa dk dk lek;kstu lek;kstu vU; vU; vU; fo"k;ksa fo"k;ksa ds ds f'k{k.k f'k{k.k esa esa dj dj ldrs ldrs gSaA
gSaA

d{kk d{kk 9 9 (ek/;fed) (ek/;fed) ijh{kk] ijh{kk] 2013 2013 ds ds fy, fy, ijh{kk ijh{kk ;kstuk
;kstuk
Ø-la- Ø-la- Ø-la- fo"k; fo"k;
iz'u iz'u i= i= i= le; le; (?k.Vs) (?k.Vs) izR;sd izR;sd i= i= ds ds vad vad iw.kk±d iw.kk±d U;wure U;wure mÙkh.kk±d
mÙkh.kk±d
1 2 3 4 5 6 7
1- 1-
Hkk"kk;sa Hkk"kk;sa %
%
(1) fgUnh ,d i= 3.15 100 100 36
(2) vaxzsth ,d i= 3.15 100 100 36
(3) r`rh; Hkk"kk % dksbZ ,d&laLd`r @mnwZ @
ixqtjkrh@fla/kh@iatkch
,d i= 3.15 100 100 36
2- 2- foKku foKku
,d i= 3.15 100 100 36
3- 3- lkekftd lkekftd foKku foKku
,d i= 3.15 100 100 36
4- 4- xf.kr xf.kr
,d i= 3.15 100 100 36
5- 5- jktLFkku jktLFkku v/;;u v/;;u
,d i= 3.15 100 100 36
6- 6- 'kkjhfjd 'kkjhfjd ,oa ,oa LokLF; LokLF; f'k{kk f'k{kk
,d i= 3.15/2 30
100 –
izk;ksfxd 0.30 70
7- 7- Qkm.Ms'ku Qkm.Ms'ku vkWQ vkWQ bUQksesZ'ku bUQksesZ'ku
VsDuksykWth VsDuksykWth
,d i=
izk;ksfxd
3.15
2.00
70
30
100 –
8- 8- (i) lektksi;ksxh lektksi;ksxh mRiknd mRiknd dk;Z dk;Z
funsZ'kkuqlkj funsZ'kkuqlkj fo|ky; fo|ky; 100 bu fo"k;ksa dk vadrkfydk esa
,oa ,oa lekt lekt lsok lsok
(ii) dyk dyk dyk f'k{kk
f'k{kk
Lrj Lrj ij ij ewY;kadu ewY;kadu 100 xzsfMax dk vadu gksxkA
U;wure mŸkh.kZkad foHkkxh; fu;ekuqlkj gksxsA
2
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 3
uksV% uksV%
uksV%
1. ijh{kk iz'u i= dh vof/k 3 ?k.Vs 15 feuV gSA
2. (A) 'kkjhfjd ,oa LokLF; f'k{kk rFkk ^Qkm.Ms'ku vkWQ bUQksesZ'ku VsDuksykWth* ds izkIrkad Js.kh
fu/kkZj.k esa ugha tksMs+ tk;saxsA bu fo"k;ksa ds izkIrkadks dks vadrkfydk esa n'kkZ;k tk;sxkA ^Qkm.Ms'ku vkWQ
bUQksesZ'ku VsDuksykWth* gsrq jkT; ljdkj@ek/;fed f'k{kk cksMZ }kjk tkjh uohure funsZ'kksa dk voyksdu
djsa ,oa rn~uqlkj dk;Zokgh djsaA
(B) jktLFkku v/;;u fo"k; esa mRrh.kZ gksuk vfuok;Z gSa] ysfdu izkIrkad Js.kh fu/kkZj.k esa ugha tksM+s
tk;sxsaA
3. (A) dsoy ekU;rk izkIr@jktdh; ewd cf/kj fo|ky;ksa esa fu;fer v/;;ujr Nk=ksa ds fy, d{kk 9
,oa 10 ds ikB~;Øe dks rhu l=ksa esa 35$35$30 esa foHkkftr fd;k x;k gSA
(B) ewd cfèkj Nk=ksa dks vaxzsth o r`rh; Hkk"kk dh NwV jgsxhA ;g NwV fu;fer ,oa Lo;aikBh ds fy, ykxw
jgsxhA
4. dyk f'k{kk ds ikB~;Øe dks nks Hkkxksa esa foHkä fd;k x;k gSµ(1) fp=dyk (2) laxhrA fo|kFkhZ nksuksa esa
ls ,d p;u dj ldrk gSA nksuksa ds iw.kk±d 100 gksaxsA
5. ,sls fo|ky; tgk¡ dEI;wVj ysc dh lqfo/kk ugha gS] ogk¡ ds laLFkk iz/kku] ikB~;Øe ,oa 'kkyk dh
LFkkuh; vko';drk ds vuqlkj ^Qkm.Ms'ku vkWQ bUQksesZ'ku VsDuksykWth* ds fy, fu/kkZfjr dkyka'kksa dk
lek;kstu vU; fo"k;ksa ds f'k{k.k esa dj ldrs gSaA
6. U;wure mÙkh.kkZad 36% fu/kkZfjr fd;s x;s gSa tks f'k{kk foHkkx }kjk tkjh funsZ'kksa ls izo`Ùk gSaA

4
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
fgUnh
fgUnh
le; le; 3-15 3-15 ?kaVs
?kaVs fo"k; fo"k; dksM dksM % % 01
01
iw.kkZad iw.kkZad %100
%100
vf/kxe vf/kxe {ks=
{ks= vad
vad
vifBr cks/k 20
jpuk 15
O;kogkfjd O;kdj.k 15
ikB~; iqLrd % f{kfrt ¼Hkkx&1½ 30
iwjd iqLrd % d`frdk ¼Hkkx&1½ 20
¼1½ ¼1½ ¼1½ vifBr vifBr
nks vifBr lkfgfR;d va'k
20 20 vad vad
vad
¼i½ x|ka'k ¼150 ls 180 'kCn½ 12
¼ii½ dkO;ka'k ¼yxHkx 12 ls 15 iafDr;kW½ ¼fodYi lfgr½ 08
¼mi;qZDr lkfgfR;d va'kks ls 'kh"kZd dk pquko] fo"k;&oLrq dk cks/k] Hkkf"kd
lajpuk ij 6 ls 8 vfry?kwŸkjkRed iz'u½
¼2½ ¼2½ ¼2½ jpuk
jpuk ¼i½ ladsr fcUnqvksa ij vk/kkfjr fdlh ,d vk/kqfud fo"k; ij yxHkx
15 15 vad
vad
200 'kCnksa esa fuca/k&ys[ku ¼fodYi lfgr½ 10
¼ii½ laokn&ys[ku@i=&ys[ku ¼fodYi lfgr½ 5
¼3½ ¼3½ O;kogkfjd O;kogkfjd &O;kdj.k
&O;kdj.k &O;kdj.k
15 15 vad
vad
¼i½ 'kCn fuekZ.k ¼milxZ & izR;;½ fo'ks"k.k] fyax vkSj opu dk
fo'ks"k.k ij izHkko 3
¼ii½ ijlxZ ;k dkjd ^us* dk fØ;k ij izHkko 3
¼iii½ okD;&jpuk ¼ljy vkSj la;qDr okD;½ 3
¼iv½ Ik;kZ;okph] foykse] JqfrlefHkUukFkZd 'kCn 3
¼v½ eqgkojs 3
¼4½ ¼4½ ikB~;&iqLrd ikB~;&iqLrd ,oa ,oa iwjd&iqLrd iwjd&iqLrd ¼15$15$20½ ¼15$15$20½ 50 50 vad
vad
ikB; iqLrd f{kfrt Hkkx&1 ¼15$15½ 30
¼i½ fu/kkZfjr dforkvksa ls fdUgha nks ia|k'kksa ds fodYi esa ls
fdlh ,d ij vFkZ xzg.k laca/kh rhu ;k pkj y?kwÙkjkRed iz'u 6

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 5
¼ii½ fu/kkZfjr dforkvksa esa ls pkj cks/kkRed iz'uksa esa ls rhu iz'u 9
¼iii½ fu/kkZfjr x| ikBksa ls fdUgha nks x|ka'kksa ds fodYi esa ls
fdlh ,d ij vFkZ xzg.k laca/kh rhu ;k pkj y?kwÙkjkRed iz'u
6
¼iv½ x| ikBksa ij vk/kkfjr pkj esa ls rhu cks/kkRed iz'u 9
iwjd & iqLrd ¼d`frdk Hkkx&1½ 20 20 vad
vad
¼i½ nks fucU/kkRed iz'uksa esa ls ,d iz'u ¼yxHkx 100 ls 120 'kCn½ 8
¼ii½ ikap y?kwŸkjkRed iz'uksa esa ls pkj iz'u ¼yxHkx 30 'kCn izfr iz'u½ 12
fu/kkZfjr fu/kkZfjr iqLrdsa
iqLrdsa
1- 1- f{kfrt&Hkkx f{kfrt&Hkkx 1 1 & ,u-lh-bZ-vkj-Vh- ls izfrfyI;kf/kdkj vUrxZr izdkf'kr
2- 2- d`frdk&Hkkx d`frdk&Hkkx 1
1 & ,u-lh-bZ-vkj-Vh- ls izfrfyI;kf/kdkj vUrxZr izdkf'kr

6
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
English
Time : 3.15 Hours
Subject Code : 02
Marks : 100
Area of Learning Marks
Reading 20
Writing 20
Grammar 20
Text book : Beehive 30
Supp. Book : Moments 10
(1) Reading
Two unseen passages for comprehension in about
20 Marks
300 words for both
(Besides comprehension question, lexical items
should also be tested)
10×2
(2) Writing 20 Marks
(i) Letter writing
Informal - personal, such as to family and friends.
Formal - letters to the editor/the principal of a school.
Email - formal letters to the principal of the school or to the
editor of a Newspaper or a Magazine. 07
(ii) Short Paragraph - speech or debate type, based on outline
One out of two (Limit : 60 to 80 words) 07
(iii) Short writing task in the form of dialogue or story
on the basis of some hints (Limit : 50 to 70 words) 06
(3) Grammar 20 Marks
(i) Tenses (Simple Present , Past and Future Tense) 04
(ii) Modals (Can, Could, May, Might, Should, Must) 04
(iii) Subject -Verb concord 04
(iv) Determiners 04
(v) Prepositions 04

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 7
(4) Text Book & Supplementary Reader 30+10 =40 Marks
Prose - Beehive 20 Marks
(i) One passage from the text book for comprehension (limit 200 words)
(Besides comprehension question, lexical items should also be tested)
10
(ii) Two short answer type questions (out of four, around 30 words each) 05
(iii) One long answer type question (out of two, around 60 words) 05
Poetry - Beehive 10 Marks
(i) One out of two reference to context from the prescribed poems 04
(ii) Two out of three short answer type questions on interpretation of
themes and ideas of the prescribe poems. 06
Supplementry Reader - Moments 10 Marks
(i) One out of two long answer type questions regarding character, plot or
situations occurring in the lessons. 04
(ii) Two out of four short answer type questions. 06
Prescribed Books :
1. Beehive- NCERT's Book Published under Copyright
2. Moments- NCERT's Book Published under Copyright

8
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
v.x ÃÎÃËÿ ÷Ê·Ê
ÁŸêÔŸÁ‹Áπà ◊apple¥ ‚apple ∑§Êapple߸ ∞∑§ ÃÎÃËÿ ÷Ê·Ê ‹appleŸË „ÒU —
(v) ‚¢S∑Χà (w) ©UŒÍ¸ (x)ªÈ¡⁄UÊÃË (y) Á‚ãœË (z) ¬¢¡Ê’Ë
v.x.v ‚¢S∑ΧÃ◊˜Ô (ÃÎÃËÿ÷Ê·Ê)
Áfl·ÿ ∑§Êapple«U — |v
‚◊ÿ — x.vz „Êapple⁄UÊ— ¬ÍáÊÊZ∑§Ê— vÆÆ
vf/kxe vf/kxe {ks=
{ks= vad
vad
vifBrko cks/kue~ 15
jpukRed dk;Ze~ 25
O;kdj.ke~ 25
ikB~; iqLrde~ % 'kseq"kh ¼izFkeks Hkkx%½ 35
(v) •¬Á∆UÃÊfl’ÊappleœŸ◊˜Ô ªlÊ¥‡Ê mUÿ◊˜ vz •¥∑§
(i) }Æ-vÆÆ ‡ÊéŒ ¬Á⁄UÁ◊× ‚⁄U‹ªlÊ¥‡Ê—
(‚⁄U‹ ∑§ÕÊ, ÉÊ≈UŸÊ fláʸŸ¥ flÊ)(‚⁄U‹ ªlÊ¥‡Ê◊˜ •ÊäÊÊÁ⁄UÃ◊˜ ∑§Êÿ¸◊˜)
i) ‡ÊË·¸∑§ ŒÊŸ◊˜ w
ii) ∞∑§¬ŒappleŸ ¬ÍáʸflÊÄÿappleŸ ø ¬˝‡ŸÊappleÃ⁄UÊÁáÊ {
iii) •ŸÈë¿appleUŒ - •ÊäÊÊÁ⁄UÃ-÷ÊÁ·∑§∑§Êÿ¸◊˜ w
(ii) yÆ-zÆ ‡ÊéŒ ¬Á⁄UÁ◊× ‚⁄U‹-ªlÊ¥‡Ê—
i) ∞∑§¬ŒappleŸ ¬ÍáʸflÊÄÿappleŸ ø ¬˝‡ŸÊappleûÊ⁄UÊÁáÊ ∑§Êÿ¸◊˜ x
ii) •ŸÈë¿appleUŒ •ÊäÊÊÁ⁄UÃ¥ ÷ÊÁ·∑§∑§Êÿ¸◊˜ w
÷ÊÁ·∑§ ∑§Êÿ¸◊˜ ßUàÿappleŸ◊˜ •Á÷¬˝appleÃ◊˜ •ÁSÃ
i) flÊÄÿapple ∑§Ãθ - Á∑˝§ÿÊ ¬ŒøÿŸ◊˜
ii) ∑§Ãθ Á∑˝§ÿÊ •ÁãflÁ×
iii) Áfl‡Êapple·áÊ Áfl‡Êapplecÿ— •ÁãflÁ×
iv) ‚¥ôÊÊSÕÊŸapple ‚fl¸ŸÊ◊¬˝ÿÊappleª— •ÕflÊ ‚fl¸ŸÊ◊SÕÊŸapple ‚¥ôÊʬ˝ÿÊappleª—
v) ¬ÿʸÿ¥ Áfl‹Êapple◊¥ flÊ ¬Œapple ŒûflÊ •ŸÈë¿appleUŒapple ŒûÊ¥ ¬Œ øÿŸ◊˜
(w) ⁄UøŸÊà◊∑¢§ ∑§Êÿ¸◊˜Ô wz •¥∑§
(i) ‚¥∑apple§ÃÊäÊÊÁ⁄Uà •Á÷ŸãŒŸ¬òÊ◊˜/fläÊʸ¬Ÿ¬òÊ◊˜/ z
ÁŸ◊ãòÊáʬòÊ◊˜/¬˝ÊøÊÿZ ¬˝Áà ¬˝ÊÕ¸ŸÊ-¬òÊ◊˜
(ii) ‚¥∑apple§ÃÊÉÊÊÁ⁄U× flÊÃʸ‹Ê¬— z
(iii) ‚¥∑apple§ÃÊÉÊÊÁ⁄U× ‹ÉÊÈ∑§ÕÊ, ÁøòÊfláʸŸ◊˜ vÆ
(iv) ¬Ê∆K¬ÈSÃ∑§ÊØ mUÊÒ ‡‹Êapple∑§‹appleπŸ◊˜ z

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 9
(x) √ÿÊ∑§⁄UáÊ◊˜Ô wz •¥∑§
(i) flÊÄÿapple·È •ŸÈë¿appleUŒapple flÊ ‚ÁãäÊ∑§Êÿ¸◊˜
i) Sfl⁄U‚ÁãäÊ— (‚ÁãäÊ, ‚ÁãäÊ Áflë¿appleUŒ—) w
ŒËÉʸ—, ªÈáÊ—, flÎÁh—, ÿáʘ
ii) Áfl‚ª¸ ‚ÁãäÊ— - Áfl‚ª¸Sÿ ©Uûfl¥, ⁄Uàfl¥, ‹Êapple¬— w
Áfl‚ª¸SÕÊŸapple (‡Ê˜ ·˜ ‚˜)
(ii) ‚◊Ê‚ ôÊÊŸ◊˜ Ãà¬ÈL§·, ÁmUªÈ—, ’„ÈU’˝ËÁ„U— ‚◊Ê‚ÊŸÊ◊˜ w
‚Ê◊ÊÁ‚∑§ ¬Œ ÁŸ◊ʸáÊ◊˜, ‚◊Ê‚Áflª˝„¥U ø
(iii) ∑§Ê⁄U∑§◊˜ ©U¬¬Œ Áfl÷Q§ËŸÊ◊˜ ¬˝ÿÊappleªÊ— •ŸÈë¿appleUŒapple, x
flÊÃʸ‹Ê¬apple, ‹ÉÊÈ∑§ÕÊÿÊ◊˜ flÊ ÁmUÃËÿÊ× ‚åÃ◊Ë -
Áfl÷ÁQ§¬ÿ¸ãÃ◊˜ ‚Ê◊Êãÿ ¬Á⁄Uøÿ—
(iv) ¬˝àÿÿÊ—-ÃÈ◊ÈŸ˜, ÄàflÊ, Àÿ¬˜, ÄÃ, ÄÃflÃÈ, ‡ÊÃÎ, w
‡ÊÊŸø˜, ≈Uʬ˜, Ã◊¬˜, Ã⁄U¬˜, ÁáÊÁŸ, æ§Ë¬˜
(v) flÊÄÿapple·È äÊÊÃÈM§¬ÊáÊÊ◊˜ ¬˝ÿÊappleªÊ— x
‹∑§Ê⁄UÊ— - ‹≈˜U, ‹Êapple≈˜U, ‹Î≈˜U, ‹æ˜§, ÁflÁäÊÁ‹æ˜§U
äÊÊÃÈ M§¬ÊÁáÊ— - ¬⁄US◊Ò¬ÁŒŸ— ÷Í (÷fl˜), ¬∆˜U, „U‚˜,
Ÿ◊˜, ª◊˜ (ªë¿˜U), •‚˜, „UŸ˜, ∑˝È§äʘ,
Ÿ‡Ê˜, ŸÎØ, ßU·˜, ¬Î뿘U, ∑Χ, ôÊÊ, ÷ˇÊ˜,
ÁøãØ, ßUàÿÊŒÿ—!
•Êà◊Ÿapple¬ÁŒŸ— - ‚applefl˜, ‹÷˜, L§ø˜, ◊ÈŒ˜, ÿÊø˜! w
©U◊ÿ ¬ÁŒŸ— - ŸË, OU („U⁄˜U), ÷¡˜, ¬ø˜!
(vi) flÊÄÿapple·È ‡ÊéŒM§¬ÊáÊÊ¥ ¬˝ÿÊappleª—
¬È¥ÁÀ‹XU— •¡ãÃÊ— - •∑§Ê⁄UÊãÃÊ— (’Ê‹∑§flØ) x
ßU∑§Ê⁄UÊãÃÊ— (∑§ÁflflØ)
©U∑§Ê⁄UÊãÃÊ— (‚ÊäÊÈflØ)
´§∑§Ê⁄UÊãÃÊ— (Á¬ÃÎ äÊÊÃÎflØ)
„U‹ãÃÊ— ⁄UÊ¡Ÿ˜, ÷flØ,
•Êà◊Ÿ˜, ÁflmU‚˜, ªë¿UØ
SòÊËÁ‹XU— •¡ãÃÊ— - •∑§Ê⁄UÊãÃÊ— (⁄U◊ÊflØ) x
ßU∑§Ê⁄UÊãÃÊ (◊ÁÃflØ)
߸U∑§Ê⁄UÊãÃÊ— (ŸŒËflØ)
´§∑§⁄UÊãÃÊ (◊ÊÃÎflØ)
Ÿ¬È¥‚∑§Á‹XU— •¡ãÃÊ— - •∑§Ê⁄UÊãÃÊ— (»§‹flØ) v

10
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
©U∑§Ê⁄UÊãÃÊ (◊äÊÈflØ)
(vii) ‚¥ÅÿÊ flÊø∑§ ‡Ê錗 ∞∑§, Ám,U ÁòÊ, øÃÈ⁄˜U, ¬ÜøŸ˜ v
(viii) ‚fl¸ŸÊ◊ ‡ÊéŒÊ— i) ÿØ, ÃØ, Á∑§◊˜, ßUŒ◊˜ v
ÁòÊ·È Á‹XappleU·È
ii) •S◊Œ˜, ÿÈc◊Œ˜
(y) ¬Á∆UÃÊfl’ÊappleœŸ◊˜Ô xz •¥∑§
(¬Á∆Uà ‚Ê◊ª˝Ë-•ÊäÊÊÁ⁄UÃ-•fl‹Êapple∑§Ÿ∑§Êÿ¸◊˜)
(i) i) ¬Ê∆K¬ÈSÃ∑§ÊÃ˜Ô - ªlÊ¢‡ÊSÿ Á„UãŒË÷Ê·ÊÿÊ◊˜Ô z
•ŸÈflÊŒ— (mÿÊapple— ∞∑§Sÿ)
ii) ¬Ê∆K¬ÈSÃ∑§ÊÃ˜Ô - ¬lÊ¥‡ÊSÿ Á„UãŒË÷Ê·ÊÿÊ◊˜Ô
•ŸÈflÊŒ— (mÿÊapple— ∞∑§Sÿ) z
(ii) ¬Ê∆K¬ÈSÃ∑§ÊÃ˜Ô - ªlÊ¢‡ÊSÿ ‚¢S∑ΧÃ√ÿÊÅÿÊ ∑§Êÿʸ (mÿÊapple— ∞∑§Sÿ) z
(iii) ¬˝‡ÔŸÁŸ◊ʸáÊ◊˜Ô z
(iv) ∑§ÕÊ∑˝§◊‚¥ÿÊapple¡Ÿ◊˜ z
(∑˝§◊ ⁄UÁ„UÃ-•c≈UflÊÄÿÊŸÊ¥ ∑˝§◊¬Ífl¸∑¥§ ‚¥ÿÊapple¡Ÿ◊˜)
(v) ‚¥S∑ΧÃ◊Êäÿ◊appleŸ ¬˝‡ŸÊappleÃ⁄UÊÁáÊ (•c≈U‚È ¬¥ø ¬˝‡ŸÊŸÊ◊˜) vÆ
¬ÈSÃ∑§ÊÁŸ
‡Êapple◊È·Ë - ¬˝Õ◊Êapple ÷ʪ— - Ÿfl◊∑§ˇÊÊÿÊ— ‚¥S∑ΧìÊ∆K¬ÈSÃ∑§◊˜–

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 11
1-3-2 1-3-2 mnZw mnZw ¼r`rh; ¼r`rh; Hkk"kk½
Hkk"kk½
le; le; 3-15 3-15 ?k.Vs
?k.Vs fo"k; fo"k; dksM dksM dksM 72
72
iw.kkZad&100
iw.kkZad&100
vf/kxe vf/kxe vf/kxe {ks= {ks=
vad
vad
vifBr x|ka’k 06
jpuk&et+ewu] [kq+rwr fux+kjh vkSj nj[+kkLr uohlh 20
O;kogkfjd O;kdj.k&d+okbn 18
ikB~; iqLrd % tku igpku 56
¼1½ ¼1½ vifBr vifBr vifBr x|ka’k x|ka’k % %
06 06 vad
vad
,d x|ka’k bd+frckl ¼40 ls 50 vYQkt+½
¼eQ+gwe vkSj t+cku ls lEcfU/kr lokykr½
06
¼2½ ¼2½ jpuk& jpuk& et+ewu] et+ewu] [kq+rwr [kq+rwr fuxkjh fuxkjh vkSj vkSj vkSj nj[+kkLr nj[+kkLr nj[+kkLr
20 20 vad
vad
¼i½ meeh fnypLih ds ekst+wvkr ij et+ewu ¼60ls 80 vYQ+kt½ 10
¼ii½ [+k+qrwr fuxkjh ¼futh½ vkSj nj[+kkLr uohlh 10
¼3½ ¼3½ O;kogkfjd O;kogkfjd O;kdj.k& O;kdj.k& d+okbn
d+okbn 18 18 vad
vad
¼i½ bLe ¼udjk vkSj evfjQk½ 02
¼ii½ t+ehj ¼t+kfr&fuLcrh] vnnh] fed+nkjh½ 02
¼iii½ flQ+r 02
¼iv½ luk,s cnk,s ¼r’chg½ 02
¼v½ eqgkojs vkSj dgkorsa 02
¼vi½ eqrjkfnQ+kr vkSj eqrkt+kn 02
¼vii½ lkfcd+s] ykfgd+s 02
¼viii½ okfgn vkSj tek 02
¼ix½ eqt+Ddj] eqvUul 02
¼4½ ¼4½ ikB~;iqLrd% ikB~;iqLrd% ikB~;iqLrd% ulz ulz
28 28 28 vad
vad
¼i½ rhu esa ls dksbZ nks bd+frcklkr dh e; fl;kd+ks lckd+
r’kjhg 14
¼ii½ fulkch fdrkc ls NksVs lokykr ¼ik¡p esa ls pkj] 15&30 vYQ+kt½ 08
¼iii½ fulkch fdrkc ls nks esa ls dksbZ ,d cM+k loky 06
ikB~;iqLrd% ikB~;iqLrd% uT+e uT+e
28 28 28 vad vad
vad
¼i½ rhu esa ls dksbZ nks fgLlksa dh e; fl;kd+ks lckd+ r’kjhg 14
¼ii½ fulkch fdrkc ls NksVs lokykr ¼ik¡p esa ls pkj] 15&30 vYQ+kt½ 08
¼iii½ fulkch fdrkc ls nks esa ls dksbZ ,d cM+k loky
fu/kkZfjr fu/kkZfjr fu/kkZfjr iqLrd iqLrd iqLrd & &
&
tku tku igpku
igpku & ,u-lh-bZ-vkj-Vh- ls izfrfyI;kf/kdkj vUrxZr izdkf'kr
06

12
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
1.3.3 GUJRATI (Third Langauge)
Time : 3.15 hours
Code No. 73
Marks : 100
Section Marks
Reading 10
Writing 16
Grammar 24
Text Book 50
(1) Reading
Comprehension of an unseen prose passage
(Besides comprehension question, lexical items should also be tested)
10 Marks
(2) Writing 16 Marks
(i) Paragraph writing (any one) on descriptive topic
in 150 words.(Points to be given)
OR
Developing a story from the given points
8
(ii) Letter Writing (Personal) 8
3. Grammar 24 Marks
(i) Punctuations, types of sentences 6
(ii) Parts of speech 6
(iii) Synonyms and antonyms-based on the text book 6
(iv) Correction of sentences 6
4. Text Book 50 Marks
(i) Prose 25
(ii) Poetry 25
Prescribed text books :-
Gujrati (Dwitiya Bhasha) for Std IX published by Gujrat Rajya Shala Pathya Pustak
Mandal Vidhyayan’ Sector 10 A, Gandhi Nagar, (Gujrat.)
Prose-Lessons to be studied-2,4,6,8,10,12,14,16,20,24,26,28
Poetry to be studied- 1,7,9,11,13,15,17,19,21,23,25,30,

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 13
1.3.4 flU/kh flU/kh ¼r`rh; ¼r`rh; Hkk"kk½
Hkk"kk½
le; le; 3-15 3-15 ?k.Vs
?k.Vs Subject Code : 74
vad&100 vad&100
vad&100
vf/kxe vf/kxe {ks=
{ks= vad
vad
vifBr cks/k 5
jpuk 20
O;kogkfjd O;kdj.k 25
ikB~; iqLrd 50
vifBr vifBr cks/k
cks/k
1-
1- vifBr x|ka'k ¼150&200 'kCnksa esa½ rhu iz'u 5
(i) 'kh"kZd 1
(ii) x|ka'k ls ,d iz'u 2
(iii) lkjka'k 2
jpuk
jpuk 20 20
20
1-
1- etewu ¼150 'kCnksa esa½ 10
2-
2- [krq 5
3-
3- fjiksrkZt ¼70&80 'kCnksa esa½ 5
O;kdj.k O;kdj.k
25
(i) xk~Ygkb.k tk vB yt+ (ii) t+eku
(iii) vnn (iv) ftUl (v) ft+n
2x5=10
(vi) lkxh~ ekuk okjk yt+ (vii) igkdk ,s bLrykg 3x5=15
ikB;iqLrd ikB;iqLrd
5 550 50 0
1. dqekj dqekj Hkkjrh Hkkjrh&(i) Hkkjrh x| [k.M &rhu esa ls nks iz'u ¼50&60 'kCnksa esa½ 10
(ii) llanHkZ O;k[;k& nks esa ls ,d 6
(iii) y?kwŸkjkRed iz'u&pkj esa ls rhu ¼15&20 'kCnksa esa½ 6
(iv) i| [k.M&llanHkZ O;k[;k& nks esa ls ,d 6
(v) y?kwŸkjkRed iz'u&pkj esa ls rhu ¼15&20 'kCnksa esa½ 6
(vi) dfork lkjka'k&nks esa ls ,d ¼100 'kCnksa esa½ 6
2. thouh
thouh& thouh
(i) lar daojjke thouh&nks esa ls nks iz'u ¼60&80 'kCnksa es a½ 6
(ii) y?kwŸkjkRed iz'u&rhu esa ls nks ¼10&15 'kCnksa esa½ 4
Prescribed books -
1. lar lar daojjke daojjke dh dh dh thouh& thouh& jktLFkku flU/kh vdkneh] lqHkk"k ekxZ] lh Ldhe] t;iqj]
2. flU/kh flU/kh O;kdj.k& O;kdj.k& xaxkjke bZljk.kh] jktLFkku flU/kh vdkneh] lh Ldhe] t;iqj]
3. dqekj dqekj Hkkjrh Hkkjrh Hkkjrh ¼d{kk&9½ ¼d{kk&9½&egkjk"Vª ¼d{kk&9½ jkT; ek/;fed ,oa mPp ek/;fed f'k{k.k eaMy] losZ
uEcj&832 , ] IykWV u- 178 & 179] f'kokthuxj] iq.ks] egkjk"Vª A

14
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
1-3-5 1-3-5 iatkch ¼r`rh; Hkk"kk½
le; le; 3-15 3-15 ?k.Vs
?k.Vs fo"k; fo"k; dksM dksM dksM 75
75
iw.kkZad&100
iw.kkZad&100
vf/kxe vf/kxe {ks=
{ks= vad
vad
vifBr cks/k 10
jpuk 15
O;kogkfjd O;kdj.k 25
ikB~; iqLrd 50
¼1½ ¼1½ vifBr vifBr
,d x|ka’k ¼100 ls 120 'kCn½
10 10 vad
vad
¼2½ ¼2½ jpuk jpuk
¼mi;qZDr x|ka’k esa ls 'kh"kZd dk pquko] la{ksi jpuk] fo"k;&oLrq dk cks/k]
Hkkf"kd lajpuk vkfn ij vfr y?kqŸkjkRed iz’u iwNs tk,axs½
15 15 15 vad
vad
¼i½ ladsrfcUnqvksa ij vk/kkfjr fdlh ,d vk/kqfud fo"k; vFkok
O;fäRo ij vkys[kA ¼fodYi lfgr½ 10
¼ii½ i=&ys[ku ¼fodYi lfgr½ 5
¼3½ ¼3½ ¼3½ O;kogkfjd O;kogkfjd O;kogkfjd O;kdj.k O;kdj.k
25 25 vad
vad
¼i½ 'kCn tksM+ vkSj 'kCn jpuk ¼lekukfFkZd] cgqvkfFkZd
vkSj fojks/kh 'kCn½ 5
¼ii½ ukao] iM+uko] fo’ks"k.k] fØ;k] fØ;k fo’ks"k.k] laca/kd ;kstd
vkSj folfed 5
¼iii½ fyax vkSj opu 4
¼iv½ dkjd 3
¼v½ dky 3
¼vi½ dgkorsa vkSj eqgkojs 5
¼4½ ¼4½ ikB~; ikB~; iqLrd&x|
iqLrd&x| 50 50 vad
vad
¼i½ ifBr x|ka’k ij vk/kkfjr N% y?kqÙkjkRed iz’u 12
¼ii½ ikB~; iqLrd vk/kkfjr lkr esa ls ikap y?kqÙkjkRed iz’u 10
¼iii½ ikB~; iqLrd vk/kkfjr rhu esa ls nks fucU/kkRed iz’u
ikB~; ikB~; iqLrd&i|
iqLrd&i|
8
¼i½ rhu esa ls nks ifBr i|ka’kksa dh lizlax O;k[;k ,oa cks/k iz’u 10
¼ii½ i| vk/kkfjr rhu esa ls nks fucU/kkRed iz’u 10
fu/kkZfjr fu/kkZfjr iqLrdsa
iqLrdsa
1- 1- lkfgr lkfgr nhfidk&Hkkx nhfidk&Hkkx 1 1 &la’kksf/kr laLdj.k 2003] lh-ch-,l-bZ- fnYyh }kjk izdkf’kr
2- 2- lfg lfgŸk lfg lfgŸk
Ÿk Ÿkd Ÿk d ouf oufx;k¡ ouf x;k¡ x;k¡&Hkkx x;k¡ &Hkkx 1 11&
1 la’kksf/kr laLdj.k 2003] lh-ch-,l-bZ- fnYyh }kjk izdkf’kr

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 15
foKku
foKku
le; le; 3-15 3-15 ?k.Vs
?k.Vs fo"k; fo"k; dksM dksM dksM 07
07
iw.kkZad&100
iw.kkZad&100
Ø-
Ø- bdkbZ bdkbZ dk dk uke uke iqLrd iqLrd esa esa v/;k; v/;k;
vad vad vad bdkbZ
bdkbZ
lalala-la ikB ikB dk dk dk dk uke uke
Hkkj Hkkj ds ds dqy
dqy
Øekad vad
vad
1- Hkkstu (Food) 15 [kk| lalk/kuksa eas lq/kkj 9 9
2- nzO;&izÑfr ,oa O;ogkj 1- gekjs vkl&ikl ds inkFkZ 5 26
26
(Matter- its nature and 2- D;k gekjs vkl&ikl ds 6
behaviour) inkFkZ 'kq) gSA
3- ijek.kq ,oa v.kq 7
4- ijek.kq lajpuk 8
3- ltho txr esa la?kBu 5- thou dh ekSfyd bdkbZ 5 22
22
(Organization in 6- Ård 5
living work) 7- thoksa esa fofo/krk 7
13- ge chekj D;ksa gksrs gSa 5
4- xfr] cy rFkk dk;Z 8- xfr 6 31
31
(Motion, force & 9- cy rFkk xfr ds fu;e 7
work) 10- xq:Rokd"kZ.k 6
11- dk;Z rFkk ÅtkZ 6
12- /ofu 6
5- gekjk i;kZoj.k
(Our Enviournment) 14- izkÑfrd laink 12 12
12
fu/kkZfjr fu/kkZfjr iqLrd iqLrd %
%
1- 1- foKku& foKku& ,u-lh-bZ-vkj-Vh- ls izfrfyI;kf/kdkj vUrxZr izdkf'kr

16
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
Details of the Syllabus
foKku
foKku (SCIENCE)
Unit I : Food Hkkstu
Hkkstu
Plant and animal breeding and selection for quality improvement and management ; use of
fertilizers, manures; protection from pests and diseases; organic farming.
Unit 2 : Matter – Nature and behaviour
nzO; nzO; & & izd`fr izd`fr ,oa ,oa O;ogkj
O;ogkj
Definition of matter; solid, liquid and gas; characteristics – shape, volume, density; change
of state- melting (absorption of heat), freezing, evaporation (Cooling by evaporation),
condensation, sublimation.
Nature of Matter : Elements, compounds and mixtures. Heterogeneous and
homogenous mixtures, colloids and suspensions.
Particle nature : basic units: atoms and molecules. Law of constant proportions. Atomic
and molecular masses.
Mole Concept : Relationship of mole to mass of the particles and numbers. Valency.
Chemical formula of common compounds.
Structure of atom : Electrons, protons and neutrons; Isotopes and isobars.
Unit 3 : Organization in the living world
ltho ltho txr txr esa esa la?kBu
la?kBu
Biological Diversity : Diversity of plants and animals – basic issues in scientific naming,
basis of classification. Hierarchy of categories / groups, Major groups of plants (salient
features) (Bacteria, Thalophyta, Bryophyta, Pteriodophyta, gymnosperms and
Angiosperms). Major groups of animals (salient features) (Non-chordates upto phyla and
chordates up to classes).
Cell – basic Unit of life : Cell as a basic unit of life; prokaryotic and eukaryotic cells,
multicultural organisms; cell membrane and cell wall, cell organelles; chloroplast,
mitochondria, vacuoles, ER, golgi apparatus; nucleus, chromosomes – basic structure, number.
Tissues, organs, organs system, organism.
Structure and functions of animal and plant tissues (four types in animals; merismatic and
permanent tissues in plants).
Health and diseases : Health and its failure. Infectious and Non-infectious diseases,
their causes and manifestation. Diseases caused by microbes (Virus, Bacteria and
protozoans) and their prevention, Principles of treatment and prevention. Pulse

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 17
polio programmes.
Unit 4 : Motion, Force and Work
xfr] xfr] cy cy rFkk rFkk dk;Z
dk;Z
Motion : Distance and displacement, velocity; uniform and non-uniform motion along a
straight line; acceleration, distance – time and velocity – time graphs for uniform motion
and uniformly accelerated motion, equations of motion by graphical method; elementary
idea of uniform circular motion.
Force and Newton’s laws : Force and motion, Newton’s laws of motion, inertia of a
body, inertia and mass, momentum, force and acceleration. Elementary idea of conservation
of momentum, action and reaction forces.
Gravitation : Gravitation; universal law of gravitation, force of gravitation of the earth
(gravity), acceleration due to gravity; mass and weight; free fall.
Floatation : Thrust and pressure. Archimedes principle, buoyancy, elementary idea of
relative density.
Work Energy and Power : Work done by a force, energy, power; kinetic and potential
energy; law of conservation of energy.
Sound : Nature of sound and its propagation in various media, speed of sound, range of
hearing in humans; ultrasound; reflection of sound; echo and SONAR.
Structure of the human ear (auditory aspect only).
Unit 5 : Our Environment
gekjk gekjk i;kZoj.k
i;kZoj.k
Physical resources : Air, Water, Soil.
Air for respiration, for combustion, for moderating temperatures, movements of air and its
role in bringing rains across India.
Air, water and soil pollution (brief introduction). Holes in ozone layer and the probable
damages.
Bio-geo chemical cycles in nature : water, oxygen, carbon, nitrogen.
Prescribed Book :
Science- NCERT's Book Published under Copyright

18
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lkekftd lkekftd foKku
le; le; 3-15 3-15 ?k.Vs
?k.Vs fo"k; fo"k; dksM dksM dksM 08
08
iw.kkZad&100 iw.kkZad&100
iw.kkZad&100
Ø-
Ø- [k.M [k.M ,oa ,oa mi[k.Mksa mi[k.Mksa ds ds uke uke
v/;k;
v/;k; vad
vad
lalala-la dk dk uke
uke
aaaaa aaaaa aaaaa 1 Hkkjr Hkkjr vkSj vkSj ledkyhu ledkyhu fo’o&1 fo’o&1 igys igys nks nks mi[k.Mks
mi[k.Mks
es
es
izR;sd izR;sd ls ls dksbZ
dksbZ
mi[k.M mi[k.M
nks nks v/;k; v/;k; rFkk rFkk rhljs rhljs mi[k.M mi[k.M es
es ls
ls
fdlh fdlh ,d ,d v/;k; v/;k; dk dk v/;;u v/;;u dj
dj
ldrs ldrs gSA
gSA
( i ) ?kVuk,sa ?kVuk,sa ?kVuk,sa vkSj vkSj vkSj izfdz;k;sa izfdz;k;sa Qzkalhlh Økafr
:lh Økafr
ukRlhokn dk mn; 30 30
30
( ii ) vFkZO;oLFk vFkZO;oLFk vFkZO;oLFkk,a vFkZO;oLFk ,a ,a rFkk
rFkk vk/kqfud fo'o esa i'kqpkjd
thfodk,a thfodk,a
oU; lekt vkSj mifuos'kokn
d`f"k vkSj [ksrhgj lekt
( iii ) laLÑfr laLÑfr vfLrRo vfLrRo [ksy vkSj jktuhfr
vkSj vkSj lekt lekt
( iv ) ekufp= ekufp= dk;Z
dk;Z
oL= ,oa laLÑfr;kW
2 Hkkjr Hkkjr & & Hkwfe Hkwfe vkSj vkSj yksx yksx Hkkjr vkdkj vkSj fLFkfr
tyok;q
viokg rU=
izkÑfrd ouLifr ,ao oU;tho
tul[a;k
ekufp= dk;Z
30
30
3 vFkZ'kkL= vFkZ'kkL= vFkZ'kkL= dk dk Kku Kku Kku
ikyeiqj x¡ko dh vkfFkZd dgkuh
lalk/ku ds #i esa ekuo
fu/kZurk % ,d pqukSrh
[kk| lqj{kk % [kk|kUu ds L=ksr
25
25
4 vkink vkink izcU/ku izcU/ku
ekuo izsfjr vkink,a
lkekU; ladV
vkink izcU?ku ds fy, lkeqnkf;d
fu;kstu
15 15
15

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fu/kkZfjr fu/kkZfjr ikB; ikB; iqLrdas iqLrdas %&
%&
(1) Hkkjr Hkkjr vkSj vkSj ledkyhu ledkyhu fo’o&1 fo’o&1 ,u-lh-bZ-vkj-Vh- ls izfrfyI;kf/kdkj vUrxZr
izdkf'kr
(2) ledkyhu ledkyhu Hkkjr&1 Hkkjr&1 ,u-lh-bZ-vkj-Vh- ls izfrfyI;kf/kdkj vUrxZr izdkf'kr
(3) vFkZ’kkL= vFkZ’kkL= - ,u-lh-bZ-vkj-Vh- ls izfrfyI;kf/kdkj vUrxZr izdkf'kr
(4) vkink vkink izcU/ku&vkvks izcU/ku&vkvks izcU/ku&vkvks feydj feydj pysa pysa % % ,d ,d lqjf{kr lqjf{kr Hkkjr Hkkjr dh dh vksj&2 vksj&2
vksj&2
lh-ch-,l-bZ- ls izfrfyI;kf/kdkj vUrxZr izdkf'kr
Details of the Syllabus
lkekftd lkekftd lkekftd foKku foKku foKku (Social science)
Unit 1 : India and the Contemporary World – I
Any two themes form each of the first two sub-units and one from the third could
be studies.
Sub-unit 1.1 : Events and processes. ?kVuk,sa ?kVuk,sa vkSj vkSj vkSj izfØ;k,sa
izfØ;k,sa
In this unit the focus is on three events and processes that have in major ways
shaped the identity of the modern world. Each represents a different form of politics, and
a specific combination of forces. One event is linked to the growth of liberalism and
democracy, one with socialism, and one with a negation of both democracy and socialism.
1. French revolution : Ýkafllh Ýkafllh Økafr
Økafr
(a) The ancient Regime and its crises. (b) The social forces that led to the revolution.
(c) The different revolutionary groups and ideas of the time. (d) The legacy.
2. Russian Revolution. :lh :lh Økafr
Økafr
(a) The crises of Tzarism. (b) The nature of social movements between 1905 and
1917. (c) The first World War and foundation of Soviet state. (d) The legacy.
3. Rise of Nazism. ukRlhokn ukRlhokn dk dk mn;
mn;
(a) The growth of social democracy. (b) The crises in Germany. (c) The ideology
of Nazism. (d) The impact of Nazism.
Sub-unit 1.2 : Economies and Livelihoods vFkZO;oLFkk,a vFkZO;oLFkk,a rFkk rFkk thfodk,a thfodk,a
thfodk,a
The themes in this section will focus on how different social group grapple with the
changes in the contemporary world and how these changes affect their lives.
4. Pastoralists in the modern world. vk/kqfud vk/kqfud fo'o fo'o esa esa i'kq i'kq pkjd
pkjd
(a) Pastoralism as a way of life. (b) Different forms of pastoralism. (c) What
happens to pastoralism under colonialism and modern states?
Case studies : focus on two pastoral groups, one from Africa and one from India.

20
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
5. Forest society and colonialism : oU; oU; lekt lekt vkSj vkSj mifuos'kokn
mifuos'kokn
(a) Relationship between forests and livelihoods. (b) Changes in forest societies
under colonialism.
Case studies : focus on two forest movements one in colonia India (Bastar) and
one in Indonesia.
6. Farmers and Peasants : d`f"k d`f"k vkSj vkSj [ksrhgj [ksrhgj lekt
lekt
(a) Histories of the emergence of different forms of farming and peasant societies.
(b) Changes within rural economies in the modern world.
Case studies : focus on contrasting forms of rural changes and different forms of
rural societies (expansion of large-scale wheat and cotton farming in USA, rural
economy and the Agricultural Revolution in England, and small peasant production
in colonial India).
Sub-unit 1.3 : Culture, Identity and Society
laLd`fr] laLd`fr] vfLrRo vfLrRo vkSj vkSj lekt
lekt
The themes in this unit will consider how issues of culture are linked up to the
making of contemporary world.
7. Sports and politics : [ksy [ksy [ksy vkSj vkSj jktuhfr
jktuhfr
The story of cricket (a) The emergency of cricket as an English sport. (b) Cricket
and colonialism. (c) Cricket nationalism and de-colonialization
8. Clothes and cultures : oL= oL= oL= ,oa ,oa laLd`fr;ka laLd`fr;ka
(a) A short history of changes in clothing. (b) Debates over clothing in colonial
India. (c) Swadeshi and the movement for Khadi.
Sub-unit 1.4 : Map Work
ekufp= ekufp= dk;Z
dk;Z
Unit 2 : India – Land and the People
Hkkjr Hkkjr & & Hkwfe Hkwfe vkSj vkSj yksx yksx
yksx
¼Hkkjr½
¼tyok;q½
1. India : ¼Hkkjr½ Location, relief, structure, major physiographic units.
2. Climate : ¼tyok;q½ factors influencing the climate; monsoon – its characteristics,
rainfall and temperature distribution; seasons; climate and human life.
3. Drainage : ¼viokg½
¼viokg½ major rivers and tributaries, lakes and seas, role of rivers in
the economy, pollution of rivers, measures to control river pollution.
4. Natural Vegetation : ¼izkd`frd ¼izkd`frd ouLifr½
ouLifr½ vegetation types, distribution as well
as altitudinal variation, need for conservation and various measures.
5. Wildlife : ¼oU;tho½ ¼oU;tho½ major species, their distribution, need for conservation and
various measures.
6. Population : ¼tula[;k½ ¼tula[;k½ size, distribution, age-sex composition, population
change-migration as a determination of population change, literacy, health,
occupational structure and national population policy : adolescents as under –
served population group with special needs.

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Unit 3: Understanding Economic Development – I
vFkZ'kkL= vFkZ'kkL= dk dk Kku
Kku
1. The economic story of Palampore : ikyeiqj ikyeiqj x¡ko x¡ko dh dh vkfFkZd vkfFkZd dgkuh
dgkuh Economic
transactions of Palampore and its interaction with the rest of the world through
which the concept of production (including three factors of production (land, labour
and capital) can be introduced.
2. People as Resource : lalk/ku lalk/ku ds ds #i #i esa esa ekuo
ekuo Introduction of how people
become resource / asset; economic activities done by men and women; unpaid
work done by women; quality of human resource; role of health and education;
unemployment as a form of nonutilisation of human resource; sociopolitical
implication in simple form.
3. Poverty as a challenge facing India : fu/kZurk fu/kZurk fu/kZurk % % ,d ,d ,d pqukSrh pqukSrh pqukSrh Who is poor
(through two case studies : one rural one urban); indicators; absolute poverty (not
as a concept but through a few simple examples) why people are poor; unequal
distribution of resources; comparison between countries; steps taken by
government for poverty alleviation.
4. Food Security : Source of food grains – [kk| [kk| lqj{kk lqj{kk % % % [kk|kUu [kk|kUu ds ds L=ksr L=ksr L=ksr Variety
across the nation – famines in the past – the need for self sufficiency – role of
government in food security – procurement of foodgrains – overflowing of granaries
and people without food – public distribution system – role of cooperatives in
food security (foodgrains, milk and vegetables ration shops, cooperative shops,
two – three examples as case studies).
Unit – 4 : Disaster Management
vkink vkink izcU/ku
izcU/ku
1. Man made disasters ekuo ekuo izsfjr izsfjr vkink,a vkink,a – Nuclear, Biological and Chemical.
2. Common Hazards lkekU; lkekU; ladV ladV – Prevention and Mitigation.
3. Community Based Disaster Management. vkink vkink izcU?ku izcU?ku ds ds fy, fy, lkeqnkf;d
lkeqnkf;d
fu;kstu fu;kstu
fu;kstu
Prescribed Books :
1. India & Contem. World-1 - NCERT's Book Published under Copyright
2. Contemporary India-1 - NCERT's Book Published under Copyright
3. Economics - NCERT's Book Published under Copyright
4. Disaster Management-Together Towards A Safer India-2
CBSE's Book Published under Copyright

22
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xf.kr
xf.kr
fo"k; fo"k; dksM dksM dksM 09
09
le; le; 3-15 3-15 ?k.Vs
?k.Vs iw.kkZad&100 iw.kkZad&100
iw.kkZad&100
Ø-
Ø- bdkbZ bdkbZ dk dk uke uke
v/;k; v/;k;
vad vad bdkbZ
bdkbZ
lalala-la dk dk uke uke
Hkkj Hkkj ds
ds dqy
dqy
1- la[;ki)fr 1- la[;ki)fr 8
vad
vad
8
2-
Number System
cht xf.kr 1- cgqin 13 24
Algebra 2- nks pjksa okys jSf[kd lehdj.k 11
3- T;kfefr 1- ;wfDyM dh T;kfefr dk ifjp; 2 26
Geometry 2- js[kk,a vkSj dks.k 4
3- f=Hkqt 6
4- prqHkqZt
5- {ks=Qy ¼lekUrj prqHkZqt vkSj
4
f=Hkqtksa ds {ks=Qy½ 2
6- o`Ÿk 4
7 jpuk,a 4
4- funsZ’kkad T;kfefr 1- funsZ’kkad T;kfefr 8 8
5-
Coordinate Geometry
esUlqjs'ku 1- {ks=Qy ¼ghjksu lw=@ghjks++++++++++++++++++++++++++++++++++++++++ lw=½ 5 18
Mensuration 2- i`"Bh; {ks=Qy ,oa vk;ru 13
6- lkaf[;dh ,oa izkf;drk 1- lkaf[;dh 9 16
Statistics and
Probability
2- izkf;drk 7
fu/kkZfjr fu/kkZfjr iqLrd iqLrd %
%
xf.kr
xf.kr & ,u-lh-bZ-vkj-Vh- ls izfrfyI;kf/kdkj vUrxZr izdkf'kr

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 23
Details of the Syllabus
xf.kr xf.kr (Mathematics)
UNIT I : NUMBER SYSTEMS la[;k la[;k i)fr
i)fr
1. REAL NUMBERS
Review of representation of natural numbers, integers, rational numbers on the number
line. Representation of terminating / non-terminating recurring decimals, on the number
line through successive magnification. Rational numbers as recurring /terminating
decimals.
Examples of nonrecurring / non terminating decimals such as ÷2, ÷3, ÷5 etc. Existence
of non-rational numbers (irrational numbers) such as ÷2, ÷3 and their representation
on the number line. Explaining that every real number is represented by unique point
on the number line and conversely, every point on the number line represent a unique
real number.
Existence of ÷x for a given positive real number x (visual proof to be emphasized).
Definition of nth root of a real number.
Recall of laws of exponents with integral powers. Rational exponents with positive
real bases (to be done by particular cases, allowing learner to arrive at the general
laws).
Rationalization (with precise meaning) of real numbers of the type (& their combinations)
a
1
b
&
x
1
x ++
y
where x and y are natural number and a, b are integers.
chtxf.kr
UNIT II : ALGEBRA chtxf.kr
1. POLYNOMIALS cgqin
cgqin
Definition of a polynomial in one variable, its coefficients, with examples and counter
examples, its terms, zero polynomial. Degree of a polynomial. Constant, linear,
quadratic, cubic polynomials; monomials, binomials, trinomials. Factors and multiples.
Zeros/roots of a polynomial / equation. State and motivate the Remainder Theorem
with examples and analogy to integers. Statement and proof of the Factor Theorem.
Factorization of ax2 +bx+c, a # 0 where a, b, c are real numbers, and of cubic
polynomials using the Factor Theorem. Recall of algebraic expressions and identities.
Further identities of the type (x+y+z) 2 = x2 + y2 + z2 + 2xy + 2 yz + 2zx, (x + y) 3 =
x3 + y3 + 3xy (x + y).
x3 + y3 + z3 - 3xyz = (x + y + z) (x2 + y2 + z2 - xy - yz - zx) and their use in
factorization of polynomials. Simple expressions reducible to these polynomials..
2. LINEAR EQUATIONS IN TWO VARIBALES
nks nks nks pjksa pjksa pjksa okys okys okys jSf[kd jSf[kd jSf[kd lehdj.k
lehdj.k
Recall of linear equations in one variable. Introduction to the equation in two variables.

24
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
Prove that a linear equation in two variables has infinitely many solutions and justify
their being written as ordered pairs of real numbers, plotting them and showing that
they seem to lie on a line. Examples problems from real life, including problems on
Ratio and Proportion and with algebraic and graphical solutions being done
simultaneously.
T;kfefr
UNIT III : GEOMETRY T;kfefr
1. INTRODUCTION TO EUCLID’S CEOMETRY
;wfDyM ;wfDyM dh T;kfefr dk dk ifjp;
History – Geometry in India and Eulid’s geometry. Euclid’s method of formalizing
observed phenomenon into rigorous mathematics with definitions, common / obvious
notions, axioms/postulates and theorems. The five postulates of Euclid, Equivalent
versions of the fifth postulate. Showing the relationship between axiom and theorem.
1. (Axiom) Given two distinct points, there exists one and only one line through them.
2. (Theorem) (Prove) two distinct lines cannot have more than one point in common.
2. LINES AND ANGLES js[kk,a js[kk,a vkSj vkSj dks.k
dks.k
1. (Motivate) if a ray stand on a line, then the sum of the two adjacent angles so
formed is 180 o and the converse.
2. (Prove) If two lines intersect, the vertically opposite angles are equal.
3. (Motivate) Results on corresponding angles, alternate angles, interior angles when
a transversal interests two parallel lines.
4. (Motivate) Lines, which are parallel to a given line, are parallel.
5. (Prove) The sum of the angles of a triangle is 180 o .
6. (Motivate) If a side of a triangle is produced, the exterior angle so formed is equal
to the sum of the two interiors opposite angles.
f=Hkqt
3. TRIANGLES f=Hkqt
1. (Motivate) Two triangles are congruent if any two sides and the included angle of
one triangle is equal to any two sides and the included angle of the other triangle
(SAS Congruence).
2. (Prove) Two triangles are congruent if any two angles and the included side of one
tringle is equal to any two angels and the included side of the other triangle (ASA
Congruence).
3. (Motivate) Two triangles are congruent if the three sides of one triangle are equal
to three sides of the other triangle (SSS Congruence).
4. (Motivate) Two right triangle congruent if the hypotenuse and a side of one triangle
are equal (respectively) to the hypotenuse and a side of the other triangle.
5. (Prove) The angles opposite to equal side of a triangle are equal.
6. (Motivate) The sides opposite to equal angles of a triangle are equal.
7. (Motivate) Triangle inequalities and relation between ‘angle and facing side’
inequalities in triangles.

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 25
4. QUADRILATERALS prqHkqZt
prqHkqZt
1. (Prove) The diagonal divides a parallelogram into two congruent triangles.
2. (Motivate) In a parallelogram opposite sides are equal, and conversely.
3. (Motivate) In a parallelogram opposite angels are equal, and conversely.
4. (Motivate) A quadrilateral is a parallelogram if a pair of its opposite sides is parallel
and equal.
5. (Motivate) In a parallelogram, the diagonals bisect each other and conversely.
6. (Motivate) In a triangle, the line segment joining the mid points of any two sides is
parallel to the third side and (motivate) its converse.
5. AREA {ks=Qy
{ks=Qy
Review concept of area, recall area of a rectangle.
1. (Prove) Parallelograms on the same base and between the same parallels have the
same area.
2. (Motivate) Triangles on the same base and between the same parallels are equal in
area and its converse.
6. CIRCLES o`r
o`r
Through examples, arrive at definitions of circle related concepts, radius, circumference,
diameter, chord, arc, subtended angle.
1. (Prove) Equal chords of a circle subtend equal angles at the center and (motivate)
its converse.
2. (Motivate) The perpendicular from the center of a circle to a chord bisects the
chord and conversely, the line drawn through the center of a circle to bisect a
chord is perpendicular to the chord.
3. (Motivate) There is one and only one circle passing through three given non-collinear
points.
4. (Motivate) Equal chords of a circle (or of congruent circles) are equidistant from
the center(s) and conversely.
5. (Prove) The angle subtended by an arc at the center is double the angle subtended
by it at any point on the remaining part of the circle.
6. (Motivate) Angles in the same segment of a circle are equal.
7. (Motivate) If a line segment joining two points subtends equal angle at two other
points lying on the same side of the line containing the segment, the four points lie
on a circle.
8. (Motivate) The sum of the either pair of the opposite angles of a cyclic quadrilateral
is 180o and its converse.
7. CONSTRUCTIONS jpuk,sa
jpuk,sa
1. Constructions of bisectors of line segments & angels, 60o , 90o , 45o angles etc.,
equilateral triangles.

26
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
2. Construction of a triangle given its base, sum/difference of the other two sides and
one base angle.
3. Construction of a triangle of given perimeter and base angels.
UNIT IV : COORDINATE GEOMETRY funsZ’kkad funsZ’kkad T;kfefr
T;kfefr
1. COORDINATE GEOMETRY funsZ’kkad funsZ’kkad T;kfefr
T;kfefr
The Cartesian plane, coordinates of a point, names and terms associated with the
coordinate plane, notations. Plotting points in the plane, graph of linear equations as
examples; focus on linear equations of the type ax + by + c = 0 by writing it as y =
mx+c .
UNIT V : MENSURATION esUlwjs’ku
esUlwjs’ku
{ks=Qy
1. AREAS {ks=Qy
Area of a triangle using Hero’s formula (without proof) and its application in finding the
area of a quadrilateral.
2. SURFACE AREAS AND VOLUMES i`"Bh; i`"Bh; {ks=Qy {ks=Qy ,oa ,oa vk;ru vk;ru
vk;ru
Surface areas and volumes of cubes, cuboids, spheres (including hemispheres) and
right circular cylinders/cones.
UNIT VI : STATISTICS AND PROBABLILTY
lkaf[;dh lkaf[;dh ,oa ,oa izkf;drk
izkf;drk
lkaf[;dh
1. STATISTICS lkaf[;dh
Introduction to Statistics : Collection of data, presentation of data – tabular form,
ungrouped / grouped, bar graphs, histograms (with varying base length), frequency
polygons, qualitative analysis of data to choose the correct from of presentation for
the collected data. Mean, median, mode of ungrouped data.
2. PROBABILITY izkf;drk
izkf;drk
History, Repeated experiments and observed frequency approach to probability. Focus
is on empirical probability. (A large amount of time to be devoted to group and to
individual activities to motivate the concept; the experiments to be drawn from real –
life situations, and from examples used in the chapter on statistics.
Prescribed Books :
Mathematics - Textbook for class IX NCERT's Book Published under Copyright

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jktLFkku jktLFkku v/;;u v/;;u
v/;;u
le; le; 3-15 3-15 ?k.Vs
?k.Vs iw.kkZad&100 iw.kkZad&100
iw.kkZad&100
uksV& uksV& uksV& uksV& uksV& jktLFkku jktLFkku jktLFkku jktLFkku jktLFkku v/;;u v/;;u v/;;u v/;;u v/;;u fo"k; fo"k; fo"k; fo"k; fo"k; esa esa esa esa esa mÙkh.kZ mÙkh.kZ mÙkh.kZ mÙkh.kZ mÙkh.kZ gksuk gksuk gksuk gksuk gksuk vfuok;Z vfuok;Z vfuok;Z vfuok;Z vfuok;Z gS gS gS gS gS ysfdu ysfdu ysfdu ysfdu ysfdu izkIrkad izkIrkad izkIrkad izkIrkad izkIrkad Js.kh Js.kh Js.kh Js.kh Js.kh
fu/kkZj.k fu/kkZj.k fu/kkZj.k fu/kkZj.k fu/kkZj.k esa esa esa esa esa ugha ugha ugha ugha ugha tksMs+ tksMs+ tksMs+ tksMs+ tksMs+ tk;sxsA tk;sxsA tk;sxsA tk;sxsA tk;sxsA
Ø-la- Ø-la- bdkbZ bdkbZ dk dk uke uke fo"k; fo"k; oLrq
oLrq
1- 1- jktLFkku jktLFkku dh dh ,sfrgkfld ,sfrgkfld i`"BHkwfe i`"BHkwfe & &
,d ifjp; ] ukedj.k] izkphu lH;rk,¡] iwoZ e/;dkyhu jktLFkku] e/;dkyhu
20
20
jktLFkku ds dfri; mTtoy ,oa xkSjo'kkyh i{k] jktLFkku ds e/;dkyhu izeq[k
,sfrgkfld ,oa lkaLd`frd LFkyA
2- 2- jktLFkku jktLFkku dk dk HkkSfrd HkkSfrd i;kZoj.k i;kZoj.k & &
15 15
15
fLFkfr] foLrkj] iz'kklfud bdkbZ;ka] mPpkop] HkkSfrd foHkkx] viokg rU= ,oa >hysa]
tyok;qA
3- 3- jktLFkku jktLFkku dh dh dyk dyk ,oa ,oa laLd`fr laLd`fr & &
15
15
lka>h laLd`fr] e/;dkyhu lkfgfR;d miyfC/k;ka] LFkkiR; dyk ,oa fp=dyk] ] R;ksgkj
,oa mRlo] esysa] yksd dyk,aA
4- 4- jktLFkku jktLFkku dh dh dh vFkZO;oLFkk vFkZO;oLFkk & &
15
15
ifjp;] vk/kkjHkwr lajpuk] vkS|ksfxd fodkl] d`f"k fodkl] gfjr jktLFkku] jktLFkku esa
xzkeh.k fodkl vkSj xjhch mUewyu dk;Zdze] egkujsxk] jktLFkku dk ctVA
5- 5- jktLFkku jktLFkku esa esa yksd yksd iz'kklu iz'kklu & &
20 20
20
jktLFkku dk ,dhdj.k] jkT; dk iz'kklu] jkT; dh dk;Zikfydk] jkT; dh fo/kkf;dk]
LFkkuh; fudk; ,oa iapk;rh jktA
6 ty ty laj{k.k laj{k.k laj{k.k &
& 15
15
D;ksa vkSj dSls] fofHkUu vfHkdj.kksa ,oa laLFkkvksa dh Hkwfedk] ukxfjdksa ,oa fo|kkfFkZ;ksa ds
nkf;RoA
fu/kkZfjr fu/kkZfjr fu/kkZfjr ikB; ikB; ikB; iqLrd iqLrd iqLrd %& %&
%&
jktLFkku jktLFkku v/;;u v/;;u Hkkx&1 Hkkx&1 & ek-f’k-cksMZ] jkt- vtesj }kjk izdkf’krA

28
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6] 6] 'kkjhfjd 'kkjhfjd ,oa ,oa LokLF; LokLF; f'k{kk
f'k{kk
fo"k; fo"k; dksM dksM % % 82
82
;g fo"k; (ek/;fed Lrj ij) vfuok;Z fo"k; ds :i esa lekfgr gSA bl gsrq izfr lIrkg nks dkyka'k
fu/kkZfjr gSaA ijh{kk ,oa ewY;kadu fuEu fcUnqvksa ds vk/kkj ij fd;k tkuk gS %&
(i) bl fo"k; ds fy, fofHkUu ij[k o v¼Zokf"kZd ijh{kk rd lS¼kfUrd ,oa izk;ksfxd dk;ks± dh
ijh{kk@ewY;kadu dh vadu O;oLFkk fuEukuqlkj dh tk;s %&
iz'u iz'u i= i= izFke izFke f}rh; f}rh; r`rh; r`rh; v¼Zokf"kZd Zokf"kZd okf"kZd okf"kZd ;ksx
;ksx
ij[k ij[k ij[k ij[k ij[k ij[k ijh{kk ijh{kk ijh{kk
ijh{kk
lS¼ S¼ S¼kfUrd S¼ kfUrd 10 10 15 25 30 90
izk;ksfxd izk;ksfxd 08 07 10 15 70 110
200
(ii) v¼Zokf"kZd ijh{kk rd 60 vad dk lS¼kfUrd ,oa 40 vad dk izk;ksfxd fofHkUu ij[k ijh{kk
ds lkFk gksaxsA
(iii) bl fo"k; dh okf"kZd ijh{kk lS¼kfUrd iz'u i= 30 ,oa izk;ksfxd 70 vad dh] vk;ksftr
gksxhA
(iv) ijh{kk ifj.kke 90$110¾200 vadksa esa ls vU; fo"k;ksa dh Hkk¡fr fudkyk tk;sxkA
(v) bl fo"k; ds izkIrkad Js.kh fu/kkZj.k esa ugha tksM+s tk;saxs] fdUrq vad rkfydk esa n'kkZ;k tk;sxkA
'kkjhfjd 'kkjhfjd ,oa ,oa LokLF; LokLF; f'k{kk f'k{kk % % ,d ,d i=
i=
le; le; % % 3.15 ?kaVs ?kaVs
vad vad % % 100 100
100
bdkbZ bdkbZ fo"k; fo"k; oLrq
oLrq
lS lS lS¼kfUrd lS kfUrd iz'ui=
iz'ui=
1- 'kkjhfjd f'k{kkµvFkZ] egÙo ,oa mís';
2- ekuo 'kjhj o`f¼ ,oa fodkl
3- fo|ky; esa izpfyr O;k;ke
4- ;ksx
5- LokLF; f'k{kkµifjHkk"kk] egÙo ,oa y{;
6- LokLF; ,oa i;kZoj.k
7- larqfyr Hkkstu
8- izkFkfed mipkj
fØ;kRed fØ;kRed fØ;kRed xfrfof/k;k¡
xfrfof/k;k¡
9- fteukfLVDl] djrc ,oa fijkfeM
10- euksjatukRed ,oa 'kS{kf.kd [ksy
11- fofHkUu [ksyµ,sfrgkfld fodkl] ekiu ,oa fu;e
fu/kkZfjr fu/kkZfjr iqLrd iqLrd %
%
'kkjhfjd 'kkjhfjd 'kkjhfjd ,oa ,oa ,oa LokLF; LokLF; LokLF; f'k{kk f'k{kk f'k{kk & & ek/;fed f'k{kk cksMZ] jktLFkku] vtesj

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FOUNDATION OF INFORMATION TECHNOLOGY
There will be one paper of theory and one paper of practical the examination scheme
is as under—
Paper Time Marks Total marks
Theory 3.15 70 100
Practical 2.00 30
S.No. Unit Marks
Theory Practical
1. Basics of Information Technology 10 00
2. Information Processing Tools 25 15
3. IT Applications 25 15
4. Societal Impacts of IT 10 0
Total 70 30
THEORY
UNIT I : Basics of Information Technology
Convergence of Technology - Computer, Communication and Content technologies.
Computing Technology
Computer System : Characteristics of a computer, Components of a computer system -
CPU, Memory, Storage Devices ans I/O Devices.
Memory : (RAM & ROM) and Secondary Memory.
Units of Memory : Byte, Kilobyte, Megabyte, Gigabyte, Terabyte.
I/O Devices : Keyboard, Mouse, Printer, Joystick, Scanner, Microphone, OCR, MICR.
Light Pen, Barcode Reader, Digital Camera, Speaker, Plotter.
Storage Device : Hard Dick, CD ROM, DVD, Blu Ray, Pen Flash Driver, Memory
suck.
Type of software : System Software (Operating System), Application Software (General
purpose) application software - Word Processing, Spreadsheet, Presentation, Database
Management, Specific purpose application software - Accounting Management,
Reservation System, HR Management, Attendance System, Payroll System, School
Inventory Control System, Billing System and Utility Software (Disk Folder Files
Management, Virus Scanner Cleaner, Encryption Decryption Tools)
Communication Technology
Computer Networking - LAN, MAN, WAN, Internet, Interspace.
Wired Networking Technology example - Coaxial Cable Ethernet Cable , Optical Fibre.
Wired Networking Technology example - Bluetooth, Infrared and Wifi.

30
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Content Technology
Data, Information ans Multimedia (Picture, Image, Audio, Video, Animation)
UNIT II : INFORMATION PROCESSING TOOLS
Operating System - Basic concepts of Operating System and its functions (MS Windows,
GM Linux)
Introduction to windows :Using Mouse and moving icons on then screen. My Computer,
Recycle Bin, Task Bar, Start-menu and menu selection, running an application, Setting
system date and times : Windows Explorer to view files, folders and directories, creating
and renaming of files and folders, Opening and closing of windows, Minimize, Restore and
Maximize forms of Windows, Basic components of a window : Desktop, Frame, Title
Bar, Menu Bar, Status Bar, Scroll Bar (Horizontal and Vertical), Using right button of the
Mouse, Creating shortcut, Basic window Accessories : Notepad, Paint, Calculator,
Wordpad, using Clipboard.
Office Tools
Word Processing Tool
Introduction to a word processor, Creating and Saving a document, Editing and Formatting
a Document, Text Style (B,I.U.) Font Type Size, changing color, alignment of text;
Formatting paragraphs with line or paragraph spacing; adding headers and footers,
numbering pages, using grammar and spell check utilities, using subscript ans superscript,
Print Preview, Printing a document.
Inserting Symbol, Clipart and Pictures, Page Setting, Bullets and Numbering, Borders ans
shading, Format Painter, Find and Replace, Inserting Tables:
Inserting, deleting - rows and columns, merging cells, splitting cells, using autoformat : Mail
Merge, Using simple mathematical expressions, track changes.
Presentation Tools
Introduction to Presentation Graphics, Understanding the concept of Slide shows, Basic
elements of a slide, Different types of Slide Layout, Creating and saving a Presentation,
Different views of a slide : Normal view, Slide Sorter view ans Slide Show, Editing and
Formatting a slide: Adding Titles, Subtitles , Text, Background, Watermark; Header and
Footers, Numbering Slides;
Spreadsheet Tool
Introduction to Spreadsheets, Concept of Worksheets and workbooks, Creating and
Saving a worksheet, Working with a spreadsheet; entering numbers, text, date/time, series
using Auto Fill, Editing and formatting a worksheet including changing colour, size, font,
alignment of text, Inserting or Deleting cells, rows and columns, Formulae - Entering a
formula in a cell, using operators (+, -, ×, /) in formulae, Relative referencing, Absolute
referencing and mixed referencing, Printing a worksheet.
Use Simple Statistical functions : SUM(), AVERAGE (), MAX (), MIN (), IF() (without
compound statement); inserting tables in worksheet, Embedding Charts of various types;
Line, Pie, Scatter, Bar and Area in a worksheet.

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UNIT III : IT APPLICATIONS
Students are suggested to work on the following areas using Word Processing, presentation
and Spreadsheet Tools.
DOMAINS
Documentation :
* Mail-merge Formal / Informal letter
* Report Writting
* Multi-Lingual Greeting card
* Poster making
Presentation :
* School magazine
* Environment (Save Energy) and Pollution (Global Warming)
* Product Advertisement
* Science & Social Topics from the course
*Trends in Wireless Computing
Analysis Reporting :
* School / Class Result with student wise and subject wise marks
* Cricket Score Record
* Weather Forecasting Report
NOTE :
Sample documents / presentations / spreadsheets on the above topics are made available
on CBSE
CD-ROM
Techers are requested to demonstrate some other popular software for word processing,
presentation, and spreadsheet, which support Hindi and / or some other Indian language(s).
UNIT IV : SOCIETAL IMPACT OF IT
Plagiarism, Privacy, security and Integrity of Information; Intellectual Property Rights;
Careers in IT.
PRACTICAL
Practical Paper Examination Scheme
2 Hours 30 Marks
Guidelines for Examiner
There is no pre-set question paper provided by BSER for conducting practical examination.
This flexibility has been provided to give more freedom to the examiners for the improvement
of practical examination, keeping in view the resources and other facilities available in the
laboratory of the School. However, detailed instructions on the basic of syllabus, distribution
of marks and conduction of practical examination have been provided. The examiner is
advised to set the question paper according to the prescribed curriculum ans distribution
of marks.

32
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S.No. Skill Marks
I Working on Operating System 4 marks
II Word Processing 5 Marks
III Presentation 5 Marks
IV Spread Sheet 5 Marks
V IT Application Report File 6 Marks
VI Viva-Voce 5 Marks
Detail of the Practical
I. Working on Operating System:
To test some of the following basic system operating on file / folder(s) :
* Create * Rename
* Copy / Cut / Paste * Delete
* Commands related to Notepad / Text Editor / Wordpad / Paint
* Using Clipboard
II. Word Processing:
A document is required to be created for testing the following areas :
* Editiing and Formating text and paragraph.
* Page and Paragraph Setup.
* Inserting pictures and Word Art.
III. Prsentation:
A presentation is required to be created for testing the following areas :
* Editiing and Formating slides
* Inserting pictures and Sounds
* Animating pictures and text with sound effects
IV. Spreadsheet:
A spreadsheet is required to be created for testing the following areas :
* Formating cells and data
* Functions & Formulae (Relative, Absolute and Mixed reference)
* Charts
* Printouts of the document(s) Spreadsheet(s) should be attached with the answer sheet.
V. IT Application Report File
Students are supposed to make a IT Application Report File Containing Real life
assignments/ presentations using Word Processing Tools, Presentation Tools and
Spreadsheet Tools on 12 topics :
* 4 word processing documents * 4 presentations
* 4 spreadsheets with graphs charts.
VI. VIVA VOCE
The questions can be asked from any portion of the syllabus covered during Class IX.
fu/kkZfjr fu/kkZfjr ikB; ikB; iqLrd iqLrd %& %&
%&
lwpuk lwpuk izkS|ksfxdh izkS|ksfxdh izkS|ksfxdh dk dk vk/kkj&1 vk/kkj&1 & ek-f’k-cksMZ] jkt- vtesj }kjk izdkf’krA

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8- 8- (i) lektksi;ksxh lektksi;ksxh mRiknd mRiknd dk;Z dk;Z ,oa ,oa lekt lekt lsok
lsok
(S.U.P.W. & C.S.)
(fo"k; (fo"k; (fo"k; dksM dksM % % 81) 81)
81)
^lektksi;ksxh mRiknd dk;Z ,oa lektlsok* fo"k; ds mn~ns';ksa dh iwfrZ d{kk esa 'kSf{kd v/;kiu ek=
ls gh u dh tkdj thouksi;ksxh ,oa lektksi;ksxh mRiknd izo`fÙk;ksa ds lapkyu rFkk f'kfoj vk;kstu ds ek/;e
ls dh tkosA blls f'k{kkFkhZ dks O;kogkfjd vH;kl fey ldsxk ftlls og vius esa LokoyEcu] vkRefo'okl
vkSj vkRefuHkZjrk ds xq.kksa dk fodkl dj ldsxk vkSj blds lkFk gh og iwoZ O;kolkf;d Kku] vuqHko ,oa
dkS'ky Hkh vftZr dj ldsxkA izko/kku ;g j[kk x;k gS fd bu izo`fÙk;ksa dh fØ;kfUofr ls f'k{kkFkhZ vius nSfud
thou dh lHkh vko';d fØ;kvksa dks O;fDrxr o lkewfgd :i ls lqfo/kkiwoZd dj ldsaA
bl fo"k; dk lrr~ vkarfjd ewY;kadu fo|ky; Lrj ij gksxkA fo|ky; }kjk fo|kFkhZ ds o"kZi;ZUr
lEikfnr dk;Z ds vk/kkj ij lrr~ vkarfjd ewY;kadukuqlkj fo|kFkhZ dks xzsM iznku dh tk;sxh] ftldk vadu
vadrkfydk esa gksxkA
fo"k; fo"k; dk dk ikB~;Øe ikB~;Øe fuEukuqlkj fuEukuqlkj gksxk gksxk &
&
bl fo"k; dh fØ;kfUofr nks vk;keksa ij gksxh &
(d) d{kkUrxZr vf/kxe dk;Z ([k) ik¡p fnolh; f'kfojA
(d) d{kkUrxZr d{kkUrxZr d{kkUrxZr vf/kxe vf/kxe dk;Z dk;Z dk;Z & & ;g dk;Z nks Hkkxksa esa foHkDr gksxk &
(i) vfuok;Z izo`fÙk lewg (ii) oSdfYid izo`fÙk lewg
([k [k [k) [k ik¡p ik¡p fnolh; fnolh; fnolh; f'kfoj f'kfoj & & f'kfoj vk;kstu ds ek/;e ls ,d lkFk vusd
f'k{kkfFkZ;ksa ds fy, mudh :fp ,oa {kerk ds vuqlkj fHkUu&fHkUu izdkj ds
dk;ks± dks djus rFkk muesa ekuoh; xq.kksa dk fodkl djus ds fy, volj
miyC/k djk;s tkus dk y{; gSA bl gsrq fuEukafdr izo`fÙk;k¡ vk;kstuh; gSa&
(i) lkeqnkf;d lsok dk;Z (ii) losZ{k.k ,oa ladyu dk;Z
(iii) jk"Vªh; HkkokRed ,drk izk;kstuk dk;Z dksbZ ,d
(iv) lkaLd`frd ,oa euksjatukRed dk;Z lewg
(d) (d) (d) d{kkUrxZr d{kkUrxZr vf/kxe vf/kxe vf/kxe dk;Z dk;Z %
%
(i) vfuok;Z vfuok;Z izo`fÙk izo`fÙk lewg lewg &
&
1- b±/ku cpkus vFkok de djus ds mik; ,oa lk/kuksa dk mi;ksx]
mudh lkekU; tkudkjh] j[k&j[kko ,oa lk/kkj.k ejEer %
(i) xkscj xSl (ck;ks xSl)] lkSj pwYgkA
(ii) LVkso] xSl pwYgkA
2- fuEufyf[kr dk j[k&j[kko ,oa lk/kkj.k ejEer %
(i) ?kjsyw is;ty O;oLFkk ,oa ikuh dk uy vkfnA
(ii) VkpZ] iSVªkseSDl (xSl cÙkh)
3- iksLV vkWfQl (Mkd?kj) lEcU/kh fuEufyf[kr lsokvksa dh tkudkjh
,oa mudk mi;ksx djus dh {kerk mRiUu djuk &
(i) cpr [kkrk (ii) iksLVy vkWMZj
(iii) jftLVªh ,oa chek i= (iv) fjdkMsZM fMyhojh

34
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(v) euhvkWMZj (vi) rkj nsuk
4- jsYos vkSj cl le; lkj.kh] ekxZ ds uD'ks ,oa VsyhQksu Mk;jsDVªh i

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Vhdksa dk Kku] lk{kjrk dk izlkj] vYi cpr] LokLF; Kku] i;kZoj.k
,oa iznw"k.k] lgdkfjrk vkSj ukekadu vkfnA
(ii) o`{kkjksi.k ,oa jksfir o`{kksa dh lqj{kk dk dk;ZA
(iii) lkoZtfud LFkkuksa dh lQkbZ] iu?kV dh lQkbZ ,oa ikuh ds x

36
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
mi;qZDr lkaLd`frd ,oa euksjatukRed dk;ZØeksa ds vUrxZr jk"Vªh; psruk ,oa lekt&lq/kkj ls
lEc¼ dk;ZØe vk;ksftr fd;s tkosaA nSfud dk;ZØe esa O;k;ke ls iwoZ izk.k/ofu rFkk 'k;u ls iwoZ
dk;ksRlxZ rFkk izs{kk/;ku lfEefyr fd;k x;k gSA
ewY;kadu ewY;kadu % % bl fo"k; ds izeq[k y{;ksa ds vuq:i Je dk;ks± ,oa lekt lsok dk;ks± esa laHkkxhRo ds ek/
;e ls Nk=ksa esa Je ds izfr :fp] lekt lsok dk;Z esa igy ,oa jpukRed vfHko`fÙk dk fuekZ.k djuk gSA blds
fy, vko';d gS fd ,d vksj izo`fÙk esa Nk= ds fujUrj lEHkkxhRo ,oa nwljh vksj mlds dk;Z fu"iknu ij
utj j[kh tkosA vr% ewY;kadu ds izeq[kr% nks i{k gksaxs &
(i) Nk= dk laHkkxhRo
(ii) mldk dk;Z fu"iknu
izo`fÙk dk;ks± dk ewY;kadu % izo`fÙk dk;Z lekfIr ij izR;sd izo`fÙk ds vUr esa lrr~ vkarfjd ewY;kadu
}kjk fd;k tkosxkA izo`fÙk vuqlkj vad foHkktu fuEukuqlkj gS &
izo`fÙk izo`fÙk
vad vad 100
100
(1) vfuok;Z izo`fÙk (izR;sd lewg ds 5 vad) 25
(2) oSdfYid izo`fÙk (10 vad izR;sd lewg ds fy;s
rFkk 5 vad fdlh Hkh ,d izo`fr ds dk;Z lEiknu ,oa izn'kZu gsrq)
45
(3) f'kfoj dk;Z
(i) lkeqnkf;d lsok dk;Z 10
(ii) losZ{k.k ,oa ladyu dk;Z 5 30
30
(iii) jk"Vªh; HkkokRed ,drk izk;kstuk dk;Z 5
(iv) lkaLd`frd ,oa euksjatukRed dk;Z 10
iw.kk±d 100 esa ls vftZr izkIrkadksa dks fuEukuqlkj xzsM ifjofrZr dj vad rkfydk esa xzsfMax iznku dh
tkosa &
vadksa dk izfr'kr 0-20 21-40 41-60 61-80 81-100
xzsM E D C B A
fooj.k
fo'ks"k fo'ks"k %&
%&
lkekU; ls uhps lkekU; vPNk cgqr vPNk mRd`"V
(i) izo`fÙk;ksa ds lapkyu gsrq cksMZ }kjk tkjh lanf'kZdk dk voyksdu djsaA
(ii) ewY;kadu gsrq lkef;d ijh{kkvksa dk vk;kstu vU; fo"k;ksa dh rjg fd;k tk
ldrk gSA
fu/kkZfjr fu/kkZfjr fu/kkZfjr iqLrd iqLrd %
%
1- 1- lektksi;ksxh lektksi;ksxh mRiknd mRiknd mRiknd dk;Z dk;Z ,oa ,oa ,oa lekt lekt lsok lsok (S.U.P.W. & C.S.)
d{kk d{kk 9 9 9 ,oa ,oa 10 10 ek/;fed f'k{kk cksMZ] jktLFkku] vtesjA

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
}. (ii) ∑§‹Ê Á‡ÊˇÊÊ
37
Áfl·ÿ ∑§Êapple«U — }x
ß‚ Áfl·ÿ ∑apple§ ¬Ê∆˜UÔÿ∑˝§◊ ∑§Êapple ŒÊapple ÷ʪÊapple¥ ◊apple¥ Áfl÷Q§ Á∑§ÿÊ ªÿÊ „ÒUó (∑§) ÁøòÊ∑§‹Ê (π) ‚¢ªËÖ
ÁfllÊÕ˸ ŒÊappleŸÊapple¥ ◊apple¥ ‚apple ∞∑§ ∑§Ê øÿŸ ∑§⁄U ‚∑§ÃÊ „ÒU– ŒÊappleŸÊapple¥ ∑apple§ ¬ÍáÊÊZ∑§ vÆÆ-vÆÆ „UÊapple¥ªapple–
(∑§) ∑§‹Ê Á‡ÊˇÊÊóÁøòÊ∑§‹Ê
‚◊ÿ — 3.15 ÉÊá≈appleU ¬ÍáÊÊZ∑§ vÆÆ
ß∑§Ê߸ Áfl·ÿ flSÃÈ •¢∑§
(•) ‚ÒhÊÁãÃ∑§ ¬ˇÊ
(∑§) ÁøòÊ∑§‹Ê ∑apple§ ÃàflÊapple¥ (⁄appleUπÊ, ⁄¢Uª, •Ê∑§Ê⁄U, ÃÊŸ, ¬ÊappleÃ-•ãÃ⁄UÊ‹) ∑§Ê ‚Ê◊Êãÿ ôÊÊŸ–
(π) ·«UÊ¢ªó÷Ê⁄UÃËÿ ÁøòÊ∑§‹Ê ∑apple§ ¬˝◊Èπ { •¢ª (¬˝ÊøËŸ) ∑§Ê ‚¢ÁˇÊ# ¬Á⁄Uøÿ (M§¬-÷appleŒ,
¬˝◊ÊáÊ, ÷Êfl, ‹Êfláÿ ÿÊapple¡ŸÊ, ‚ʌ·ÿ, flÁáʸ∑§Ê ÷¢ª)
25
(’) ¬˝ÊÿÊappleÁª∑§ ¬ˇÊ
(∑§) ¬˝Ê∑ΧÁÃ∑§ ∞fl¢ ◊ÊŸfl ⁄UÁøà •Ê∑§Ê⁄UÊapple¥ ∑apple§ ‚◊Í„U (•Áœ∑§Ã◊ x flSÃÈ•Êapple¥) ∑§Ê ◊ÈQ§ „USÃ
⁄appleUπÊ¢∑§Ÿ •èÿÊ‚– ¬appleÁã‚‹ ‡ÊappleÁ«¢Uª ‚Á„UÖ
(π) •Ê‹¢∑§ÊÁ⁄U∑§ ‚¢ÿÊapple¡Ÿó¬˝Ê∑ΧÁÃ∑§ »Í§‹-¬ûÊÊapple¥, ¬‡ÊÈ-¬ÁˇÊÿÊapple¥ •ÕflÊ ÁflÁ÷ÛÊ ÖÿÊÁ◊ÃËÿ
•Ê∑§Ê⁄UÊapple¥ ∑§Ê •Ê‹¢∑§ÊÁ⁄U∑§ ‚¢ÿÊapple¡Ÿ– ÁflÁ÷ÛÊ ⁄¢UªÊapple¥ ◊apple¥ ¡‹ ⁄¢Uª •ÕflÊ ≈ÒUê¬⁄UÊ mÊ⁄UÊ ¬Íáʸ ∑§⁄apple¥U–
(ª) ¬appleÁã‚‹ S∑apple§øó¬˝Ê∑ΧÁÃ∑§ ∞fl¢ ◊ÊŸfl ÁŸÁ◊¸Ã flSÃÈ•Êapple¥ ∑§Ê •ÕflÊ ◊ÊŸfl∑ΧÁÃÿÊapple¥ ∑§Ê
‚⁄U‹ ⁄appleUπÊ¢∑§Ÿ–
60
(‚) ¬˝SÃÈÁà ∑§Êÿ¸ (‚’Á◊‡ÊŸ fl∑¸§)
©U¬ÿZÈDr ÃËŸÊapple¥ ¬˝ÊÿÊappleÁª∑§ ¬ˇÊÊapple¥ ◊apple¥ ‚òÊ ∑apple§ ŒÊÒ⁄UÊŸ Á∑§ÿapple ªÿapple ∑§ÊÿÊappleZ ∑§Ë ¬˝SÃÈÁÖ
(π) ∑§‹Ê Á‡ÊˇÊÊ󂢪ËÃ
15
‚◊ÿ — 3.15 ÉÊá≈appleU ¬ÍáÊÊZ∑§ vÆÆ
ß∑§Ê߸ Áfl·ÿ flSÃÈ •¢∑§
(•) ‚ÒhÊÁãÃ∑§ ¬ˇÊ
(∑§) ˇÊappleòÊ ◊apple¥ ©U¬‹éœ ‹Êapple∑§ ŸÊ≈˜UÔÿÊapple¥ ∑§Ë ‚Ê◊Êãÿ ¡ÊŸ∑§Ê⁄UË–
(π) ◊apple∑§•¬ ÃÕÊ flapple‡Ê÷Í·Ê mÊ⁄UÊ øÁ⁄UòÊ ÁøòÊáÊ–
(ª) ‚¢ªËÃó∑§‹Ê ◊apple¥ ¬˝ÿÈQ§ ÁŸêÔŸ ¬Á⁄U÷Ê·Ê∞° ó
25
‚¢ªËÃ, ŸÊŒ, Sfl⁄U (‡ÊÈh ∞fl¢ Áfl∑ΧÃ), üÊÈÁÃ, ‚¢ûÊ∑§ (◊¢Œ, ◊äÿ ∞fl¢ ÃÊ⁄U), •Ê⁄UÊapple„UÊfl⁄UÊapple„U–
(ÉÊ) ÁŸêÔŸ flÊlÊapple¥ ∑§Ê ‚Ê◊Êãÿ ¬Á⁄Uøÿó
ÃÊŸ¬È⁄UÊ, Ã’‹Ê, Á‚ÃÊ⁄U ÃÕÊ „UÊ⁄U◊ÊappleÁŸÿ◊–
(’) ¬˝ÊÿÊappleÁª∑§ ¬ˇÊ
(∑§) ÁŸêÔŸÁ‹Áπà ªËÃÊapple¥ ∑§Ê •èÿÊ‚ó
⁄UÊCÔ˛U ªÊŸ, fl¢Œapple◊ÊÃ⁄U◊˜Ô, ∞∑§ ‚⁄USflÃË fl¢ŒŸÊ, ŒÊapple ¬˝ÊŒappleÁ‡Ê∑§ ‹Êapple∑§ ªËÃ, ∞∑§ Œapple‡Ê÷ÁQ§ ªËÃ,
∞∑§ ÷¡ŸÃÕÊ ‡ÊÈh Sfl⁄UÊapple¥ ∞fl¢ •‹¢∑§Ê⁄UÊapple¥ ∑§Ê •èÿÊ‚–
(π) ∞∑§ ‹Êapple∑§-ŸÎàÿ ∑§Ê •èÿÊ‚
60
(‚) ¬˝SÃÈÁà ∑§Êÿ¸ (‚’Á◊‡ÊŸ fl∑¸§)
¬˝Á‚h ªÊÿ∑§, flÊŒ∑§ ∞fl¢ ŸŸk¸∑§Êapple¥ ∑apple§ ÁøòÊÊapple¥ ∑§Ê ‚¢ª˝„U–
uksV%& uksV%& dyk dyk dyk f'k{kk f'k{kk fo"k; fo"k; dh dh xzsfM+x xzsfM+x 8 8 (i ) ds ds vuqlkj vuqlkj jgsxhA
jgsxhA
15

38
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
d{kk d{kk 9 9 izosf'kdk izosf'kdk ijh{kk ijh{kk & & 2013
2013
d{kk d{kk 9 9 (izosf'kdk) (izosf'kdk) ijh{kk] ijh{kk] 2013 2013 ds ds fy, fy, vko';d vko';d funsZ'k
funsZ'k
1- foojf.kdk ds bl Hkkx esa d{kk 9 (izosf'kdk) ijh{kk 2013 dk ikB~;Øe ,oa ikB~;iqLrdsa] tks
'kS{kf.kd l= 2012&2013 ds fy, gSa] nh xbZ gSaA
2- d{kk 9 (izosf'kdk) ijh{kk ds fy;s fu/kkZfjr vof/k ,d o"kZ gS ,oa ;g ijh{kk fo|ky; Lrj ij cksMZ }kjk
fu/kkZfjr ikB~;Øe ij vk/kkfjr gksxhA bl gsrq foojf.kdk esa okf"kZd ijh{kk & ;kstuk izLrkfor dh xbZ
gS] fdUrq bl lEcUèk esa bldh fØ;kfUofr foHkkxh; funsZ'kksa ds lUnHkZ esa dh tk;sxhA
3- fo"k;ksa ds f'k{k.k ds fy, izfr lIrkg fu/kkZfjr dkyka'k %&
Ø-la- Ø-la- fo"k; fo"k;
dkyka'k
dkyka'k
1- Hkk"kk;sa %&
(1) fgUnh 6
(2) vaxzsth 6
(3) laLd`re~ (fo'ks"k) 9
2- foKku 6
3- lkekftd foKku 6
4- xf.kr 8
5- jktLFkku v/;;u 2
6- 'kkjhfjd ,oa LokLF; f'k{kk
([ksy izo`fÙk;k¡ ^0* dkyka'k esa)
2
7- ^Qkm.Ms'ku vkWQ bUQksesZ'ku VsDuksykWth* 2
8- (i) lektksi;ksxh mRiknd dk;Z ,oa
lekt lsok (S.U.P.W. & C.S.) 1$^^0** dkyka'k
(ii) dyk f'k{kk
9- uSfrd f'k{kk % izkFkZuk ds lkFk rFkk vU; lHkh fo"k;ksa ds v/;kiu ds lkFk lekfgrA
10- iqLrdky; % iqLrdky; ls iqLrdksa dk vknku&iznku ^0* dkyka'k@e/; vUrjky esaA
uksV uksV % % ,sls ,sls fo|ky; fo|ky; tgk¡ tgk¡ dEI;wVj dEI;wVj ysc ysc dh dh lqfo/kk lqfo/kk ugha ugha gS] gS] ogk¡ ogk¡ ds ds laLFkk laLFkk iz/kku] iz/kku] ikB~;Øe ikB~;Øe ikB~;Øe ,oa
,oa
'kkyk 'kkyk dh dh LFkkuh; LFkkuh; vko';drk vko';drk ds ds vuqlkj vuqlkj ^Qkm.Ms'ku ^Qkm.Ms'ku vkWQ vkWQ bUQksesZ'ku bUQksesZ'ku VsDuksykWth* VsDuksykWth* ds ds fy,
fy,
fu/kkZfjr fu/kkZfjr dkyka'kksa dkyka'kksa dk dk lek;kstu lek;kstu vU; vU; vU; fo"k;ksa fo"k;ksa ds ds f'k{k.k f'k{k.k esa esa dj dj ldrs ldrs gSaA
gSaA

d{kk d{kk 9 9 (izosf'kdk) (izosf'kdk) ijh{kk] ijh{kk] 2013 2013 ds ds fy, fy, ijh{kk ijh{kk ;kstuk ;kstuk (,dy (,dy iz'u iz'u i= i= iz.kkyh)
iz.kkyh)
Ø-la- Ø-la- Ø-la- fo"k; fo"k;
iz'u iz'u i= i= le; le; (?k.Vs) (?k.Vs) izR;sd izR;sd i= i= ds ds vad vad iw.kk±d iw.kk±d iw.kk±d U;wure U;wure mÙkh.kk±d
mÙkh.kk±d
1 2 3 4 5 6 7
1- 1-
Hkk"kk;sa Hkk"kk;sa %
%
(1) (1) fgUnh fgUnh
,d i= 3.15 100 100 36
(2) (2) (2) vaxzsth vaxzsth
,d i= 3.15 100 100 36
(3) (3) laLd`re~ laLd`re~ (fo'ks"k) (fo'ks"k) (fo'ks"k)
,d i= 3.15 100 100 36
2- 2- foKku foKku
,d i= 3.15 100 100 36
3- 3- lkekftd lkekftd foKku foKku
,d i= 3.15 100 100 36
4- 4- xf.kr xf.kr
,d i= 3.15 100 100 36
5- 5- jktLFkku jktLFkku v/;;u v/;;u
,d i= 3.15 100 100 36
6- 6- 'kkjhfjd 'kkjhfjd ,oa ,oa LokLF; LokLF; f'k{kk f'k{kk
,d i= 3.15/2 30
100 –
izk;ksfxd 0.30 70
7- 7- Qkm.Ms'ku Qkm.Ms'ku vkWQ vkWQ bUQksesZ'ku bUQksesZ'ku
VsDuksykWth VsDuksykWth
,d i=
izk;ksfxd
3.15
2.00
70
30
100 –
8- 8- (i) lektksi;ksxh lektksi;ksxh mRiknd mRiknd dk;Z dk;Z
funsZ'kkuqlkj funsZ'kkuqlkj fo|ky; fo|ky; 100 bu fo"k;ksa dk vadrkfydk
,oa ,oa lekt lekt lsok lsok
(ii) dyk dyk f'k{kk
f'k{kk
Lrj Lrj ij ij ewY;kadu ewY;kadu 100 esa xzsfMax dk vadu gksxkA
U;wure mŸkh.kZkad foHkkxh; fu;ekuqlkj gksxsA
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 39

40
uksV% uksV%
uksV%
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
1. ijh{kk iz'u i= dh vof/k 3 ?k.Vs 15 feuV gSA
2. (A) 'kkjhfjd ,oa LokLF; f'k{kk rFkk ^Qkm.Ms'ku vkWQ bUQksesZ'ku VsDuksykWth* ds izkIrkad Js.kh
fu/kkZj.k esa ugha tksMs+ tk;saxsA bu fo"k;ksa ds izkIrkadks dks vadrkfydk esa n'kkZ;k tk;sxkA ^Qkm.Ms'ku vkWQ
bUQksesZ'ku VsDuksykWth* gsrq jkT; ljdkj@ek/;fed f'k{kk cksMZ }kjk tkjh uohure funsZ'kksa dk voyksdu
djsa ,oa rn~uqlkj dk;Zokgh djsaA
(B) jktLFkku v/;;u fo"k; esa mRrh.kZ gksuk vfuok;Z gSa] ysfdu izkIrkad Js.kh fu/kkZj.k esa ugha tksM+s
tk;sxsaA
3. (A) dsoy ekU;rk izkIr@jktdh; ewd cf/kj fo|ky;ksa esa fu;fer v/;;ujr Nk=ksa ds fy, d{kk 9
,oa 10 ds ikB~;Øe dks rhu l=ksa esa 35$35$30 esa foHkkftr fd;k x;k gSA
(B) ewd cfèkj Nk=ksa dks vaxzsth o r`rh; Hkk"kk dh NwV jgsxhA ;g NwV fu;fer ,oa Lo;aikBh ds fy, ykxw
jgsxhA
4. dyk f'k{kk ds ikB~;Øe dks nks Hkkxksa esa foHkä fd;k x;k gSµ(1) fp=dyk (2) laxhrA fo|kFkhZ nksuksa esa
ls ,d p;u dj ldrk gSA nksuksa ds iw.kk±d 100 gksaxsA
5. ,sls fo|ky; tgk¡ dEI;wVj ysc dh lqfo/kk ugha gS] ogk¡ ds laLFkk iz/kku] ikB~;Øe ,oa 'kkyk dh
LFkkuh; vko';drk ds vuqlkj ^Qkm.Ms'ku vkWQ bUQksesZ'ku VsDuksykWth* ds fy, fu/kkZfjr dkyka'kksa dk
lek;kstu vU; fo"k;ksa ds f'k{k.k esa dj ldrs gSaA
6. U;wure mÙkh.kkZad 36% fu/kkZfjr fd;s x;s gSa tks f'k{kk foHkkx }kjk tkjh funsZ'kksa ls izo`Ùk gSaA
d{kk d{kk 9 9 (izosf'kdk) (izosf'kdk) (izosf'kdk) fo"k; fo"k; lwph
lwph
∑§ˇÊÊ ~ (¬˝flappleÁ‡Ê∑§Ê), ¬⁄UˡÊÊ wÆvx ∑apple§ Á‹∞ ÁŸêÔŸÁ‹Áπà Áfl·ÿÊapple¥ ∑§Ê ¬Ê∆˜UÔÿ∑˝§◊, •¢∑§
ÿÊapple¡ŸÊ ∞fl¢ ¬Ê∆˜UÔÿ¬ÈSÃ∑apple¥§ ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§), ¬⁄UˡÊÊ wÆvx ∑apple§ ‚◊L§¬ „Ò¥U, Á¡‚∑§Ê •fl‹Êapple∑§Ÿ
ß‚Ë Áflfl⁄UÁáÊ∑§Ê ◊apple¥ ∑§⁄apple¥U–
v- fgUnh (ikB~;dze dk i`"B 4 ns[ksa)
w- vaxzsth (ikB~;dze dk i`"B 6 ns[ksa)
x. ÁflôÊÊŸ (ikB~;dze dk i`"B 15 ns[ksa)
y. ‚Ê◊ÊÁ¡∑§ ÁflôÊÊŸ (ikB~;dze dk i`"B 18 ns[ksa)
z. ªÁáÊà (ikB~;dze dk i`"B 22 ns[ksa)
{. ⁄UÊ¡SÕÊŸ •äÿÿŸ (ikB~;dze dk i`"B 27 ns[ksa)
|. ‡ÊÊ⁄UËÁ⁄U∑§ ∞fl¢ SflÊSâÿ Á‡ÊˇÊÊ (ikB~;dze dk i`"B 28 ns[ksa)
}. »§Ê©Uá«appleU‡ÊŸ •ÊÚ»§ ßU㻧ÊÚ◊apple¸‡ÊŸ ≈appleUÄŸÊapple‹ÊÚ¡Ë (ikB~;dze dk i`"B 29 ns[ksa)
~. (i) ‚◊Ê¡¬ÿÊappleªË ©Uà¬ÊŒ∑§ ∑§Êÿ¸ ‚◊Ê¡ ‚appleflÊ (ikB~;dze dk i`"B 33 ns[ksa)
(ii) ∑§‹Ê Á‡ÊˇÊÊ (ikB~;dze dk i`"B 37 ns[ksa)
,dy ,dy iz'u iz'u i= i= iz.kkyh iz.kkyh ds ds ds vUrxZr vUrxZr vUrxZr laLd`re~ laLd`re~ (fo'ks"k) (fo'ks"k) Hkk"kk Hkk"kk fo"k; fo"k; oxZ oxZ ls ls lEcfU/kr
lEcfU/kr
gS] gS] ftldk ftldk ftldk ikB~;dze ikB~;dze i`"B i`"B la[;k la[;k 41 41 ij ij ij mYysf[kr mYysf[kr mYysf[kr gSA
gSA

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 41
‚¢S∑ΧÃ◊˜Ô (Áfl‡Êapple·)
¬˝flappleÁ‡Ê∑§Ê (~)
‚◊ÿ — 3-15 „UÊapple⁄UÊ— ¬ÍáÊÊZ∑§Ê— vÆÆ
Á’ãŒfl— Áfl·ÿ-flSÃÈ •VÔUÊ—
√ÿÊ∑§⁄UáÊ◊˜ vz+xz=zÆ vz
v √ÿÊ∑§⁄UáʇÊÊSòÊSÿ ¬Á⁄Uøÿ—, •äÿÿŸÊappleUgapple‡ÿ◊˜Ô,
¬Á⁄Uøÿ— - ¬ÊÁáÊÁŸ—, ∑§ÊàÿÊÿŸ—, ¬ÃÜ¡Á‹—, fl⁄UŒ⁄UÊ¡ÊøÊÿ¸—
z
w ‚¥ôÊÊ-¬˝∑§⁄UáÊ◊˜ -
◊Ê„appleU‡fl⁄U‚ÈòÊÊÁáÊ, ¬˝àÿÊ„UÊ⁄U—, ßUØ-‹Êapple¬-©UŒÊûÊ-•ŸÈŒÊûÊ-SflÁ⁄UÃ-‚fláʸ-
¬˝àÿÊ„UÊ⁄U-‚¥Á„UÃÊ-‚¥ÿÊappleª-¬Œ‚¥ôÊÊ-©UëøÊ⁄UáÊSÕÊŸÊÁŸ, •ÊèÿãÃ⁄U- ’Ês¬˝ÿàŸÊ— ø–
{
x √ÿÊ∑§⁄UáʇÊÊSòÊSÿ ¬ÊÁ⁄U÷ÊÁ·∑§-‡ÊéŒÊ— -
©U¬Œapple‡Ê—, •Êª◊—, •ÊŒapple‡Ê—, ‹∑§Ê⁄U—, •ŸÈŸÊÁ‚∑§—, •ŸŸÈŸÊÁ‚∑§—,
‚◊Ê‚—, ‚ÁãäÊ—, ©U¬äÊÊ, ªÈáÊ—–
y
y ‚Áãäʬ˝∑§⁄UáÊ◊˜ - xz
•ø˜ ‚ÁãäÊ— - ‚‚Íòʬ˝ÿÊappleªÁ‚Áh— ‚ÍòÊÊÕ¸‡ø -
(i) ÿáʘ, •ÿÊÁŒ, ªÈáÊ, flÎÁh, ŒËÉʸ, ¬⁄UM§¬, ¬Ífl¸M§¬, ¬˝∑ΧÁÃ÷Êfl—
(å‹Èà ¬˝ªÎsÊ‚¥ôÊÊãê¸ÃÊŸÊ◊applefl)
„U‹˜‚ÁãäÊ— - ¬˝ÿÊappleªÁ‚Áh— ‚ÍòÊÊÕ¸‡ø -
~+y=vx
(ii) ‡øÈàfl, c≈ÈUàfl, ¡‡àfl, øàfl¸, ¬⁄U‚fláʸ—, ¬Ífl¸‚fláʸ—, •ŸÈSflÊ⁄U—
‚Áãäʬ˝ÿÊappleªÊŸÊ¥ ‚‚ÍòÊÁ‚Áh— ‚ÍòÊÊÕ¸‡ø–
Áfl‚ª¸ ‚ÁãäÊ— - ¬˝ÿÊappleªÁ‚Áh— ‚ÍòÊÊÕ¸‡ø -
}+y=vw
(iii) ‚àfl, L§àfl, ©Uàfl, ‚‹Êapple¬, ⁄‘U»§‹Êapple¬—
¬l-¿UãŒ-•‹¥∑§Ê⁄U-∑§Êapple·Ê— vÆ+z+z+z=wz
{+y=vÆ
z ¬l◊˜ - vÆ
(i) mUÿÊapple— ¬lÿÊapple— ∞∑§Sÿ ‚¬˝‚XUÊãflÿ√ÿÊÅÿÊ - x
(ii) mUÿÊapple— ¬lÿÊapple— ∞∑§Sÿ ‚¬˝‚XU÷ÊflÊÕ¸— - w
(iii) •ÁËÉÊÍûÊ⁄UÊà◊∑§Ê— øàflÊ⁄U— ¬˝‡ŸÊ— - w
(iv) ‹ÉÊÍûÊ⁄UÊà◊∑§Ê— ¬˝‡ŸÊ— òÊÿ— - x
{ ¿UãŒÊ¥Á‚ - z
(i) ªáÊ ‹ˇÊáÊ◊˜, Áøq◊˜, ‹ÉÊÈ-ªÈL§-ÿÁÃ-¬ÊŒ ‹ˇÊáÊÜø,
Ãà‚ê’ÁãäÊŸÊÒ, mUÊÒ ¬˝‡ŸÊÒ–
w
(ii) •Êÿʸ, •ŸÈc≈ÈU¬˜, ßUãŒ˝fl¡˝Ê, ©U¬appleãŒ˝fl¡˝Ê, fl¥‡ÊSÕ◊˜
ÁòÊ·È ¿U㌗‚È mUÿÊapple— ¿UãŒÿÊapple— ‹ˇÊáÊÊappleŒÊ„U⁄UáÊÊÁŸ ªáÊ-
ÁŸŒapple¸‡Ê¬È⁄U— ‚⁄¥U ‹appleπŸËÿÊÁŸ–
v½+v½=x

42
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
| •‹VUÊ⁄U— - z
•‹VUÊ⁄USÿ ‹ˇÊáÊ◊˜ -
(i) ‡ÊéŒÊ‹VUÊ⁄UÊ— - •ŸÈ¬˝Ê‚—, ÿ◊∑§—, ‡‹apple·— w½
(ii) •Õʸ‹VUÊ⁄UÊ— - ©U¬◊Ê, M§¬∑§◊˜, ©Uà¬˝appleˇÊÊ w½
ÁòÊ·È •‹VUÊ⁄‘U·È ∑§ÿÊappleÁ‡øØ mUÿÊapple— ‹ˇÊáÊÊappleŒÊ„U⁄UáÊÁŸ ‹appleπŸËÿÊÁŸ
} ∑§Êapple·— - z
ŒÒÁŸ∑§√ÿfl„UÊ⁄UÊapple¬ÿÊappleÁª‡ÊéŒÊŸÊ¥ ôÊÊŸ◊˜ -
»§‹-¬‡ÊÈ-¬ÁˇÊ-‚ê’ÁãäÊŒÒÁŸ∑§Êapple¬ÿÊappleÁªflSÃÈ-÷Êapple¡Ÿ-‚Ê◊ª˝Ë
•äÿÿŸÊÁŒ-‚ê’ÁãäÊŸ— ‡ÊéŒÊ— -
ªl-ÁŸ’ãäÊ-¬òÊ-•ŸÈflÊŒ-‡ÊéŒM§¬-äÊÊÃÈM§¬ÊÁáÊ vÆ+x+w+z+x+w=wz
~ ªl◊˜ - vÆ
(i) ∑§ÿÊappleÁ‡øŒ˜ mUÿÊapple— ∞∑§Sÿ ªlSÿ ‚¬˝‚VU√ÿÊÅÿÊ - x
(ii)Áfl·ÿflSÃÈ‚ê’ÁãäÊŸ— •ÁËÉÊÍûÊ⁄UÊà◊∑§Ê øàflÊ⁄— ¬˝‡ŸÊ— - w
(iii)Áfl·ÿflSÃÈ‚ê’ÁãäÊŸ— ‹ÉÊÍûÊ⁄UÊà◊∑§Ê— òÊÿ— ¬˝‡ŸÊ— -U x
(iv)∑§ÕÊ‚Ê⁄UÊ¥‡Ê— Á„UãlÊ¥ ‚¥S∑ΧÃapple flÊ - w
vÆ ÁŸ’ãäÊ— - (i) ‚¥S∑Χà ÷Ê·Ê (ii) ÁfllÊ (iii) ŸÊ⁄UËÁ‡ÊˇÊÊ(iv) ‚¥ªáÊ∑§ Á‡ÊˇÊÊ x
vv ¬òÊ◊˜ - (i) •fl∑§Ê‡ÊÊÕ¸◊˜, (ii) ‡ÊÈÀ∑§◊ÈQ§ÿÕZ, w
(iii) SÕÊŸÊãÃ⁄UáÊ-¬˝◊ÊáÊ-¬òÊ ¬˝ÊåàÿÕ¸◊˜ ∞∑¥§ ¬˝ÊÕ¸ŸÊ-¬òÊ◊˜–
vw •ŸÈflÊŒ— - ‚¥S∑ΧÃÊŸÈflÊŒ—– z
vx ‡ÊéŒM§¬ÁáÊ - ⁄UÊ◊, ‹ÃÊ, „UÁ⁄U, ªÈL§, ◊ÁÃ, ŸŒË, Á¬ÃÎ, •S◊Œ˜, ÿÈc◊Œ˜, ÃŒ˜ x
vy ¬Üø ‹∑£Ê⁄‘U·È (‹≈˜U, ‹æ˜, ‹Êapple≈˜U, ‹Î≈˜U, ÁflÁäÊÁ‹æ˜,) w
äÊÊÃÈM§¬ÊÁáÊ - ÷Í, ¬∆˜U, Á‹π˜, ŒÎ‡Ê˜, Ÿ◊˜, ÿÊø˜
ÁŸäÊʸÁ⁄Uà ¬Ê∆K ¬ÈSÃ∑§ÊÁŸ -
laLd`r laLd`r izHkk&1 izHkk&1 ek/;fed f'k{kk cksMZ] jktLFkku] vtesj

Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013 43
d{kk d{kk & & & 9 9 ds ds Nk=ksa Nk=ksa ds ds fy;s fy;s f'k{k.k f'k{k.k l= l= l= 2012&13
2012&13
gsrq gsrq ikB~; ikB~; iqLrdksa iqLrdksa dh dh lwph
lwph
Ø-la- Ø-la- fo"k; fo"k;
iqLrd iqLrd dk dk uke uke
fooj.k
fooj.k
1- fgUnh 1- f{kfrt Hkkx&1 NCERT
2- 2- d`frdk Hkkx&1 NCERT
3- English 1. Beehive NCERT
4- 2. Moments NCERT
5- foKku foKku NCERT
6- *Science NCERT
7- lkekftd foKku 1- Hkkjr vkSj ledkyhu fo”o&1 NCERT
8- 2- ledkyhu Hkkjr &1 NCERT
9- 3- vFkZ”kkL= NCERT
10- 5- vkink izcU/ku&vkvks feydj pysa %
,d lqjf{kr Hkkjr dh vksj&2 CBSE
11- *1. India & Contem. World -1 NCERT
12- *2. Contemporary India-1 NCERT
13- *3. Economics NCERT
Z
14- *5. Disaster Management-Together
Towards A Safer India-2 CBSE
15- xf.kr xf.kr NCERT
16- * Mathematics NCERT
17- r`rh; Hkk’kk laLd`r “kseq’kh izFkeks Hkkx NCERT
18- mnw tku&igpku NCERT
19- xqtjkrh ¼f}rh; Hkk’kk½ 2005 laLdj.k xqtjkr jkT; “kkyk ikB~;
d{kk 9 ds fy;s iqLrd eaMy ^fo/kk;u* lsDVj 10 ,]
xka/khuxj] xqtjkr
20- flU/kh 1. lar daojjke dh thouh& jktLFkku flU/kh vdkneh] ts&7
lqHkk"k ekxZ] lh Ldhe] t;iqj] fiu&302001
2. flU/kh O;kdj.k& xaxkjke bZljk.kh] jktLFkku flU/kh vdkneh]
ts&7 lqHkk"k ekxZ] lh Ldhe] t;iqj] fiu&302001

44
Áflfl⁄UÁáÊ∑§Ê ∑§ˇÊÊ ~ (◊ÊäÿÁ◊∑§ ∞fl¢ ¬˝flappleÁ‡Ê∑§Ê) ¬⁄UˡÊÊ, 2013
21- iatkch
3. dqekj Hkkjrh ¼d{kk&9½&egkjk"Vª jkT; ek/;fed ,oa mPp
ek/;fed f'k{k.k eaMy] losZ uEcj&832 , ] IykWV u- 178 &
179] f'kokthuxj] iq.ks] egkjk"Vª A
1- lkfgr nhfidk Hkkx&1 laLdj.k 2003
lh-ch-,l-bZ- izdk”ku] ubZ&fnYyh
2- lkfgrd oukft;u Hkkx&1 laLdj.k 2003
lh-ch-,l-bZ- izdk”ku] ubZ&fnYyh
22- “kkjhfjd ,oa Lok-f”k{kk LokLF; ,oa “kkjhfjd f”k{kk BSER
23- jktLFkku v/;;u jktLFkku v/;;u Hkkx&1 BSER
24- *A Study of Rajasthan Part-I BSER
25- dEI;wVj f'k{kk lwpuk izkS|ksfxdh dk vk/kkj&1 BSER
26- O;kdj.k uohu fgUnh O;kdj.k ,oa jpuk BSER
izosf'kdk izosf'kdk d{kk&9 d{kk&9 gsrq gsrq iqLrdsa
iqLrdsa
laLd`re~ laLd`re~ ¼fo'ks"k½ laLd`r izHkk&1 BSER
* iqLrdsa iqLrdsa vaxzsth vaxzsth ek/;e ek/;e dh dh gSA
gSA

vuqnsf’kdk&2012
vuqnsf’kdk&2012
ek/;fed ek/;fed f’k{kk f’k{kk cksMZ] cksMZ] jktLFkku] jktLFkku] vtesj
vtesj
vuqnsf’kdk&2012
vuqnsf’kdk&2012
vuqnsf’kdk&2012
ekU;rk izkIr ’kkykvksa ds iz/kkuksa ds fy;s
¼funsZ’k iqfLrdk ds v/;k;&16 fofu;e&21 ds vUrxZr½
vxLr 2012 rd la’kksf/kr
cksMZ ds dk;Z{ks= vkSj dk;Z{ks= ds ckgj ds Nk=@Nk=kvks
a
ls lEcfU/kr ekU;rk izkIr ‘’kkykvksa esa izos’k] vU;
cksMksZ dh ijh{kkvksa ls led{krk] ik=rk izek.k&i=
fo"k;@oxZ ifjorZu] Lov/;;u] uke@firk ds
uke@ekrk ds uke@tUefrfFk esa la’kks/ku] izek.k i=
forj.k ,oa cksMZ ds fofHkUu izys[kksa dh izfr;ka tkjh
djus ds lEcU/k esa cksMZ fu;e
ek/;fed ek/;fed f’k{kk f’k{kk cksMZ] cksMZ] jktLFkku] jktLFkku] vtesj
vtesj
ijh{kk&f}rh; ijh{kk&f}rh; vuqHkkx
vuqHkkx
I

vuqnsf’kdk&2012 vuqnsf’kdk&2012
II
egRoiw.kZ egRoiw.kZ lwpuk
lwpuk
Nk=@Nk=kvksa ds fy;s lwpukFkZ ys[k gSa fd cksMZ cSBd fnukad 24] 25 flrEcj
04 ds izLrko la[;k 3 dh Lohd`fr dh vuqikyuk esa lwfpr fd;k tkrk gSa fd
cksMZ ijh{kk o"kZ vuqlkj izfro"kZ iwjd ijh{kk ds ifj.kkeksa dh vafre ?kks"k.kk dh
fnukad dks vk/kkj ekurs gq, dk;kZy; esa foxr 40 o"kksZ dh ijh{kkvksa dh lkj.kh
jftLVj (Tabulation Register) gh lqjf{kr j[ks tk;sxs rFkk bl vof/k ds
fy;s gh ijh{kkfFkZ;ksa dks dk;kZy; }kjk izfrfyfi izys[k tkjh fd;s tk;sxsA
blls iwoZ ds o"kksZ ds lkj.kh jftLVj (Tabulation Register) izfro"kZ
Øe’k% u"V dj fn;s tk;saxs rFkk u"V fd;s x;s lkj.kh jftLVj ds izfrfyfi
izys[k o vU; tkudkjh dk;kZy; }kjk miyC/k ugha djokbZ tk;sxhA
uksV uksV %& cksMZ dk;kZy; }kjk mDr Øe esa o"kZ 1970 ,oa blls blls
iwoZ iwoZ ds ds leLr leLr lkj.kh lkj.kh jftLVj jftLVj (Tabulation Register) u"V
u"V
fd;s fd;s tk tk pqds pqds gS gS vr% vr% bl bl o"kZ o"kZ ls ls iwoZ iwoZ ls ls lEcfU/kr lEcfU/kr fdlh fdlh fdlh Hkh
Hkh
fjdkWMZ fjdkWMZ dh dh izfrfyfi@nLrkost@ izfrfyfi@nLrkost@ izfrfyfi@nLrkost@ tUefrfFk tUefrfFk lR;kiu lR;kiu cksMZ
cksMZ
}kjk }kjk ugha ugha fd;s fd;s tk;sxsaA
tk;sxsaA

vuqnsf’kdk&2012
vuqnsf’kdk&2012
ek/;fed ek/;fed f’k{kk f’k{kk cksMZ] cksMZ] cksMZ] jktLFkku
jktLFkku
cksMZ cksMZ }kjk }kjk ekU;rk ekU;rk izkIr izkIr leLr leLr ek/;fed@mPp ek/;fed@mPp ek/;fed
ek/;fed
,oa ,oa laLd`r laLd`r fo|kky;ksa fo|kky;ksa ds ds iz/kkuksa iz/kkuksa dks
dks
cksMZ }kjk Nk=ks a ds izos’k@fo"k;@oxZ ifjorZu] fo"k; Lov/;;u] tUefrfFk] Nk=@Nk=k
ds uke@firk ds uke@ekrk ds uke esa la’kks/ku] izek.k&i= vkfn ekeyksa ds lEcU/k esa fy,
x, fu.kZ; izfro"kZ fu;e@funsZ’k ds :i esa ’kkykvksa ds lwpukFkZ”le;≤ ij Hksts tkrs
gSa] fdUrq blds ckotwn Hkh dfri; ’kkyk iz/kku Nk=ksa ds ekeyksa esa Li"V fu;e ,oa funsZ’kksa
ds foijhr dk;Zokgh djrs gSa ftlls Nk=ksa ds lkFk&lkFk dk;kZy; dks Hkh fo"ke ifjfLFkfr;ksa
dk lkeuk djuk iM+rk gSA ,slh ifjfLFkfr bl o"kZ mRiUu u gks] bls /;ku esa j[krs gq, vkils
iqu% fuosnu gS a fd vki fu;eks a dk Lo;a iw.kZ voyksdu djds blds vuq qlkj gh lEcfU/kr ekeyksa
esa dk;Zokgh djsaA
,slk Hkh ns[kus esa vk;k gSa fd dqN dqN ’kkyk ’kkyk iz/kku iz/kku fu;eksa fu;eksa dh dh iw.kZ iw.kZ tkudkjh tkudkjh j[krs
j[krs
gq, gq, gq, Hkh Hkh muds muds vfHkHkkodksa vfHkHkkodksa dks dks fu;e fu;e fu;e ds ds fo:) fo:) dk;Zokgh dk;Zokgh lh/ks lh/ks gh gh cksMZ cksMZ dk;kZy; dk;kZy; ls
ls
djkus djkus dk dk ijke’kZ ijke’kZ ijke’kZ nsrs nsrs gSa] gSa] QyLo:i os O;fä’k% dk;kZy; esa mifLFkr gksrs gSa tc mUgsa
lgh fLFkfr ls voxr djk;k tkrk gS] rks mUgsa cM+h fujk’kk gksrh gS rFkk mudk ;k=k O;;
,oa le; u"V gks tkrk gS] ftlds fy, os ‘’kkyk iz/kku ,oa cksMZ dks leku :i ls nks"kh
le>rs gSA vr% Hkfo"; Hkfo"; esa esa Nk=ksa Nk=ksa ,oa ,oa vfHkHkkodksa vfHkHkkodksa dks dks xyr xyr ijke’kZ ijke’kZ u u nsdj nsdj lgh
lgh
ekxZn’kZu ekxZn’kZu nsus nsus dk dk Je Je djsaA djsaA fu;e ds fo:) vuqKk iznku djuk cksMZ ds fy, fdlh Hkh
n’kk esa lEHko ugha gSA
dfri; ’kkyk iz/kku Nk=ksa ds ek/;fed@mPp ek/;fed ijh{kk ds ijh{kkFkZ ijh{kkFkZ vkosnu vkosnu
vkosnu
i=ksa i=ksa dks dks vxzsf"kr vxzsf"kr djrs djrs djrs le; le; muesa muesa vafdr vafdr izfof"V;ksa izfof"V;ksa dh dh ’kkyk ’kkyk vfHkys[kksa vfHkys[kksa ls
ls
iw.kZr;k iw.kZr;k iw.kZr;k tkap tkap tkap ugha ugha djrs djrs djrs gS] gS] ftlds ftlds dkj.k dkj.k tUefrfFk] tUefrfFk] Nk=ksa Nk=ksa Nk=ksa ,oa ,oa ,oa firk@ekrk firk@ekrk ds
ds
miuke miuke vkfn vkfn esa esa la’kks/ku la’kks/ku ds ds ekeys ekeys dkQh dkQh la[;k la[;k esa esa izkIr izkIr gksrs gksrs jgrs jgrs gSA gSA blh blh izdkj
izdkj
fofHkUu fofHkUu fofHkUu iqjLdkjksa iqjLdkjksa ,oa ,oa Nk=o`fŸk;ksa Nk=o`fŸk;ksa gsrq gsrq lwfp;k¡ lwfp;k¡ ijh{kk ijh{kk vkosnu&i= vkosnu&i= esa esa fo|kFkhZ fo|kFkhZ fo|kFkhZ }kjk
}kjk
Hkjs Hkjs x;s x;s tkfr@oxZ tkfr@oxZ dksM dksM ds ds vk/kkj vk/kkj ij ij rS;kj rS;kj dh dh tkrh tkrh gSaA gSaA vKku@Hkwyo’k vKku@Hkwyo’k xyr xyr
xyr
dksM dksM uEcj uEcj fy[kus fy[kus ls ls ik= ik= fo|kFkhZ fo|kFkhZ Nk=o`fŸk@iqjLdkj Nk=o`fŸk@iqjLdkj ls ls oafpr oafpr jg jg jg ldrs ldrs gSaA gSaA cksMZ
cksMZ
esa esa ijh{kk ijh{kk vkosnu&i= vkosnu&i= esa esa Hkjh Hkjh Hkjh tkfr@oxZ tkfr@oxZ dksM dksM lEcU/kh lEcU/kh lwpuk lwpuk esa esa ifjorZu ifjorZu dk dk dksbZ
dksbZ
izko/kku izko/kku ugha ugha ugha gSA gSA ,slh ,slh ifjfLFkfr ifjfLFkfr ifjfLFkfr mRiUu mRiUu u u gks gks bls bls n`f"Vxr n`f"Vxr j[krs j[krs gq, gq, gq, fuosnu fuosnu gS
gS
III

vuqnsf’kdk&2012 vuqnsf’kdk&2012
IV
fd fd Nk=ksa Nk=ksa ds ds ijh{kkFkZ ijh{kkFkZ vkosnu vkosnu i= i= dk;kZy; dk;kZy; esa esa izsf"kr izsf"kr djus djus ls ls iwoZ iwoZ muesa muesa vafdr vafdr lHkh
lHkh
izfof"V;ksa izfof"V;ksa dh dh ’kkyk ’kkyk vfHkys[kksa vfHkys[kksa ls ls Hkyh&Hkkafr Hkyh&Hkkafr tkap tkap dj dj ysa ysa ftlls ftlls ftlls vkidks vkidks ckn ckn esa esa
esa
i=&O;ogkj i=&O;ogkj i=&O;ogkj u u djuk djuk iM+s iM+s vkSj vkSj cksMZ cksMZ ,oa ,oa fo|kFkhZ fo|kFkhZ dks dks Hkh Hkh dfBukbZ dfBukbZ u u gksA
gksA
cksMZ ds dk;Z {ks= ls ckgj vFkkZr vU; cksMZ@fo’ofo|ky; ls izoftZr Nk=ks a dks
jktLFkku cksMZ ls ekU;rk izkIr fo|ky;ks a esa d{kk 11@12 es a izos’k ysus ls iwoZ cksMZ dk;kZy; ls
ik=rk izek.k i= izkIr djuk vko’;d gS] vr% bl gsrq cksMZ dk;kZy; es a vkosnu fd;k tk,&
(i) ek/;fed ijh{kk dh fdlh Hkh Js.kh ;Fkk lEiw.kZ fo"k;] vfrfjDr fo"k; vkfn dh ijh{kk
gsrq dksbZ ik=rk izek.k i= dh vko’;drk ugha gSA
(ii) ftu Nk=ksa us ek/;fed ijh{kk bl cksMZ ls mŸkh.kZ dh gks vkSj ,sls Nk= d{kk XI vFkok
d{kk XII esa vU; cksMZ ls v/;;u dj iqu% bl cksMZ dh ijh{kk d{kk XI vFkok d{kk XII
esa izos’k ysrs gSa rks cksMZ ds dk;kZy; vkns’k Øekad ijh{kk@2010@lSy 8@716 fnukad
07&07&10 ik=rk izek.k i= ysuk vko’;d gSA
(iii) Li"V fu;eksa@funsZ’kksa ds mijkUr Hkh cksMZ dk;Z {ks= ls ckgj ds ,sls Nk=ksa dks ftUgksaus
ek/;fed ijh{kk ds led{k ijh{kk mŸkh.kZ dj u dsoy d{kk 10 dh x`g ijh{kk gh mŸkh.kZ
dh Fkh] mUgsa ’kkyk iz/kku d{kk 11 esa cksMZ ls vuqKk izkIr fd;s fcuk gh izos’k ns nsrs gSa] tks
fu;e ds fo:) gSA blds QyLo:i Nk=ksa dks gkfu rFkk dk;kZy; dks fo"ke ifjfLFkfr dk
lkeuk djuk iM+rk gSA vr% ,slh ifjfLFkfr mRiUu u gks] bls n`f"Vxr j[krs gq, Li"V fd;k
tkrk gSa fd bl cksMZ )kjk ekU;rk izkIr fofHkUu cksMZ@ fo’ofo|ky;ksa }kjk lapkfyr
lSd.Mjh Ldwy vFkok blds led{k ijh{kk (10$2) ds vUrxZr bl vuqnsf’kdk ds vuq- 1-
7 (c) o (;) ds vk/kkj ij gh d{kk&11 ;k 12 esa izos’k ;ksX; gksaxsA cksMZ dk;kZy; dks
ijh{kkFkZ vkosnu i= Hkstrs le; Hkh ik=rk izek.k&i= vko’;d :i ls yxk,aA
(iv) vuq- 1-7 (c) ds vuqlkj fu/kkZfjr vko’;d U;wure ikap fo"k;ksa esa 33 izfr’kr ls de
vad ls lSd.Mjh@led{k ijh{kk mŸkh.kZ vFkok vU; cksMZ ,oa fo’ofo|ky; }kjk
f=o"khZ;@f}o"khZ; ikB~;Øe esa lapkfyr gkW;j lSd.Mjh dh ijh{kk esa vuqŸkh.kZ vFkok
v/;;ujr Nk=ksa dks d{kk 11 esa izos’k fdlh Hkh ifjfLFkfr esa ugha fn;k tkosa vkSj u gh ,sls
ekeys bl dk;kZy; dh Lohd`fr gsrq vxszf"kr fd;s tk;sa D;ksafd cksMZ fu;ekuqlkjrnFkZ vuqKk
ns; ugha gSA
(v) vU; cksMZ ls d{kk 11 dh x`g ijh{kk mŸkh.kZ Nk= ;fn bl cksMZ dh mPp ek/;fed
ijh{kk d{kk 12 esa izos’k ysus vk;s rks mudks lEcfU/kr cksMZ@fo’ofo|ky; dh d{kk&10
ijh{kk mŸkh.kZ gksus ds lkFk&lkFk d{kk 11 dh x`g ijh{kk esa ml cksMZ }kjk fu/kkZfjr fo"k;ksa
esa mŸkh.kZ ?kksf"kr gksuk pkfg;sA
(ns[ksa vuq- 1-7 c) A

vuqnsf’kdk&2012
vuqnsf’kdk&2012
,sls ijh{kkfFkZ;ksa dks ik=rk izek.k&i= ysuk vko’;d gksxkA
d`i;k vuqns’kksa dk /;ku iwoZd v/;;u dj rn~uqlkj lEcfU/kr ekeyksa esa mfpr
dk;Zokgh djus dk d"V djsaA Li"V fu;e funsZ’k fn;s tkus ij Hkh ;fn vkidks fdlh izdkj
dh ’kadk gks rks bl dk;kZy; ls lEidZ LFkkfir dj lek/kku dj ldrs gSaA ;g laf{kIr
fooj.k gS] foLr`r tkudkjh ds fy, vkxs vuqnsf’kdk dk v/;;u djsaA d`i;k cksMZ foojf.kdk
rFkk cksMZ funsZ’k iqfLrdk dk Hkh voyksdu djsaA
fo’ks"k fo’ks"k fo’ks"k & & ’kkyk ’kkyk esa esa izos’k izos’k ls ls ls iwoZ iwoZ ik=rk ik=rk ik=rk izek.k izek.k i= i= izkIr izkIr djuk djuk vfuok;Z vfuok;Z gSA
gSA
dk;kZy; vkns’k Øekad ijh{kk&I@lSy&8@729 fnukad 29&08&2011 cksMZ vf/kos’ku
fnukad 08&06&2011 ds fu.kZ;kuqlkj ijh{kk lfefr ds izLrko la[;k&10 es a fuf.kZr izLrko ij
ekuuh; v/;{k egksn; dh Lohd`fr ds vuqikyu esa o"kZ 2012 dh ijh{kk ls iwjd ijh{kk mŸkh.kZ
ijh{kkFkhZ dks nh tkus okyh vadrkfydk es a eq[; ijh{kk es a vftZr fd;s x;s vadksa ds lkFk] iwjd
ijh{kk es a U;wure mŸkh.kkZ ad vafdr dj Js.kh nsrs gq, ubZ vadrkfydk tkjh dj nh tkosxhA””
dk;kZy; vkns’k Øekad ijh{kk@2010@lSy&8@716 fnukad 07&07&10 ijh{kk lfefr
dh cSBd fnukad 13&05&10 ds izLrko la[;k&1]2]3 ,oa 6 dh vuq’ka"kk ij cksMZ cSBd fnukad
10&06&10 dh Lohd`fr vuqlkj cksMZ }kjk vk;ksftr o"kZ 2011 dh ijh{kk ls fu;eksa esa
fuEukuqlkj la’kks/ku@ izko/kku fd;s x;s gSA
1- 1- tks fo|kFkhZ d{kk&9 vuqŸkh.kZ gks ,oa ek/;fed ijh{kk esa Lo;aikBh ijh{kkFkhZ ds :i esa
izfo"B gksdj vuqŸkh.kZ jgk gS] mls d{kk&10 esa fu;fer izos’k fn;k tk ldsxkA
2- 2- d{kk&9 ls 12 rd fu;eksa esa iqu% izos’k gsrq vf/kdre vk;q lhek esa cU/ku dks lekIr
dj fn;k x;k gSA
3- 3- fu;fer ijh{kkfFkZ;ksa dks ijh{kk esa izfo"V gksus gsrq mifLFkfr esa ’kkyk iz/kku dks iznRr
NwV 15 ehfVax ls c

vuqnsf’kdk&2012 vuqnsf’kdk&2012
VI
ek/;fed ek/;fed f’k{kk f’k{kk f’k{kk cksMZ] cksMZ] jktLFkku] jktLFkku] jktLFkku] vtesj
vtesj
1- ekU;rk izkIr fo|ky;ksa esa izos’k lEcU/kh vuqns’k %&
cksMZ }kjk ekU;rk izkIr fo|ky; vFkok ftudh ekU;rk cksMZ }kjk fopkjk/khu gS] dh
d{kk & 9 ] 10] 11 o 12 es a izos’k nsus ls iwoZ ’kkyk iz/kku fuEukafdr fcUnqvks a dks n`f"Vxr j[ks a %&
* 1-1
1-1 1-1 d{kk&9 d{kk&9 esa esa izos’k izos’k %& %& %& fuEufyf[kr Nk=@Nk=kvksa dks ’kkyk dh d{kk&9 esa
izos’k fn;k tk ldrk gS ;fn mUgksaus &
(v) bl cksMZ ds {ks=kf/kdkj es a ekU;rk izkIr fo|ky;ks a es a i

vuqnsf’kdk&2012
vuqnsf’kdk&2012
VII
* 1-3 mPp ek/;fed dh d{kk&11 esa esa izos’k izos’k %& %&fuEufyf[kr %&
Nk=@Nk=kvksa dks dks
ml oxZ vkSj fo"k;ks a es a izos’k fn;k tk ldrk gS a] ftues a ’kkyk ekU;rk izkIr gks vkSj ftUgks aus &
(v) fu;fer vFkok Lo;aikBh :i ls bl cksMZ dh ek/;fed ijh{kk] ek/;fed iwjd
ijh{kk mŸkh.kZ dh gksA
(c) bl cksMZ dh izosf’kdk ijh{kk vaxzsth fo"k; lfgr mŸkh.kZ dh gksA
(l) vU; cksMZ@fo’ofo|ky; dh ek/;fed vFkok leku Lrj dh ekU; ijh{kk vuq-
1-7 ¼c½ ds vuq:i mŸkh.kZ dh gks vkSj ik=rk izek.k&i= izkIr dj fy;k gksA
uksV% uksV% ¼1½ vU; cksMZ@fo’ofo|ky;ksa ls ek/;fed ijh{kk mŸkh.kZ ijh{kkfFkZ;ksa dks d{kk&11 esa
izos’k nsus ls iwoZ cksMZ dk;kZy; ls ik=rk izek.k i= vko’;d :i ls izkIr djus gsrq funsZf’kr
djsaA vkosnu i= rc gh vxzsf"kr djsa tc ’kkyk iz/kku vius Lrj ij ik=rk ds fy, iw.kZr;k
larq"V gksA fcuk ik=rk izek.k i= ds izos’k ugha fn;k tk,A
¼2½ fuEukafdr Nk=@Nk=k,a d{kk&11 ds izos’k ;ksX; ugha gS &
¼v½ gk;j lSd.Mjh ijh{kk f}o"khZ;@f=o"khZ; ikB~;dze vuqŸkh.kZA
¼c½ d{kk&10 dh x`g ijh{kk mŸkh.kZA
¼l½ laLd`r ijh{kk mŸkh.kZ ftuds vk/kkj ij dsoy ofj"B mik/;k; dh d{kk&11 esa
izos’k fn;k tk ldrk gSA
¼3½ ¼v½ gk;j lSd.Mjh ijh{kk f}o"khZ;@f=o"khZ; ikB~;dze vuqŸkh.kZ vFkok vafre o"kZ esa
v/;;ujr izoftZr Nk=@Nk=k,sa lEiw.kZ fo"k;ksa esa cksMZ dh ek/;fed ijh{kk esa izfo"B
gks ldrs gSaA
¼c½ ,sls ;ksX; Nk=@Nk=k,sa tks fons’k ds gks vkSj ftUgksaus ifCyd ijh{kk mŸkh.kZ dj
u dsoy f’k{k.k laLFkk dh d{kk&10 ijh{kk gh mŸkh.kZ dh gks] os cksMZ }kjk ekU;rk izkIr
fo|ky;ksa esa d{kk&11 esa izos’k ysuk pkgs rks bu ekeyksa dks cksMZ ds fu.kZ;kFkZ izsf"kr
fd;k tk,A
* 1-4 1-4 mPp mPp ek/;fed ek/;fed dh dh d{kk&12 d{kk&12 d{kk&12 esa esa izos’k izos’k izos’k %&
%& %& fuEufyf[kr Nk=@Nk=kvksa dks ’kkyk
es a ml oxZ vkSj fo"k;ks a es a izos’k fn;k tk ldrk gS] ftles a ’kkyk ekU;rk izkIr gks vkSj ftUgks aus &
(v) bl cksMZ dh ek/;fed ijh{kk mŸkh.kZ dj ekU;rk izkIr fo|ky; ls d{kk&11
mŸkh.kZ dj yh gksA
(c) vU; cksMZ@fo’ofo|ky; dh ek/;fed vFkok leku Lrj dh ekU; ijh{kk mŸkh.kZ
dj cksMZ dh ekU;rk izkIr laLFkkvksa esa cksMZ }kjk tkjh ik=rk izek.k i= ds vk/kkj ij izos’k
ysdj d{kk&11 mŸkh.kZ dh gksA

vuqnsf’kdk&2012 vuqnsf’kdk&2012
VIII
(l) vU; cksMZ ds {ks=kkf/kdkj esa fo|ky; ls d{kk&11 dh x`g ijh{kk ml cksMZ }kjk
fu/kkZfjr fo"k;ksa esa mŸkh.kZ dh gks vkSj fo|kFkhZ ek/;fed ijh{kk mŸkh.kZ djds bl cksMZ ds
{ks=kf/kdkj esa d{kk&11 esa izos’k dh ik=rk j[krk gksA
(n) cksMZ dh ekU;rk izkIr laLFkkvksa esa d{kk&11 esa izos’k ik=rk gksrs gq, Hkh vU;
cksMZ@fo’ofo|ky;ksa ds {ks=kf/kdkj esa 10$2 ;kstukUrxZr fo|ky; ls d{kk&11 mŸkh.kZ dh
gks fdUrq fdUrq ,sls ,sls fo|kfFkZ;ksa fo|kfFkZ;ksa dks dks cksMZ cksMZ dk;kZy; dk;kZy; ls ls ik=rk ik=rk izek.k izek.k i= i= ysuk ysuk gksxkA
gksxkA
uksV uksV %
% 1- 1- tks fo|kFkhZ cksMZ ds ekU;rk izkIr fo|ky;ksa esa d{kk&11 esa izos’k ;ksX; ugha gS os
d{kk&12 esa Hkh izos’k ;ksX; ugha gksaxsA
2- 2- dk;kZy; vkns’k Øekad ijh{kk&I@lSy&8@731 fnukad 29&08&11 vuqlkj o"kZ
2012 dh ijh{kkvksa esa d{kk&9 esa mŸkh.kZ Nk= izosf’kdk ijh{kk esa ,oa d{kk&11 esa
mŸkh.kZ Nk= ofj"B mik/;k; ijh{kk esa izos’k ;ksX; ekuk tkosxkA blh izdkj izosf’kdk
d{kk&9 esa mŸkh.kZ ek/;fed ijh{kk ,oa ofj"B mik/;k; d{kk&11 mŸkh.kZ Nk= mPp
ek/;fed ijh{kk ds ;ksX; ekuk tkosxkA
* 1-5 1-5 ofj"B mik/;k; mik/;k; dh d{kk&11 d{kk&11 esa esa esa izos’k %& %& fuEufyf[kr Nk=@Nk=kvksa dks ’kkyk
es a ml oxZ vkSj fo"k;ks a es a izos’k fn;k tk ldrk gS] ftles a ’kkyk ekU;rk izkIr gks vkSj ftUgks aus &
(v) cksMZ dh izosf’kdk ijh{kk vaxzsth lfgr mŸkh.kZ dj yh gksA
(c) mPp ek/;fed dh d{kk&11 esa izos’k dh ik=rk j[krs gksA
(l) fuEufyf[kr esa ls dksbZ ijh{kk vaxzsth fo"k; lfgr] izR;sd fo"k; esa U;wure 33
izfr’kr izkIrkadksa lfgr mŸkh.kZ gksA
& lEiw.kkZuUn laLd`r fo’ofo|ky;] okjk.klh dh iwoZ e/;ek ijh{kkA
& fcgkj laLd`r lfefr iVuk@laLd`r fo’ofo|ky;] njHkaxk dh iwoZ e/;ek ijh{kkA
& jk"Vªh; laLd`r laLFkku] ubZ fnYyh dh iwoZ e/;ek ijh{kkA
& fgUnw fo’ofo|ky;] dk’kh fo|kihB dh izosf’kdk ijh{kkA
& fof/k }kjk LFkkfir fo’ofo|ky;@cksMZ dh 10 o"khZ; ikB~;dze ijh{kk
¼laLd`r vfuok;Z@oSdfYid fo"k; lfgr½A
& iatkc fo’ofo|ky; dh izkK ijh{kkA
uksV uksV %
%(1) %
mPp ek/;fed ijh{kk dh d{kk&11 esa izos’k gsrq tks ’krsZ gSa ogh ofj"B mik/;k;
dh d{kk&11 esa izos’k ds fy, ekU; gksxhA
(2) mijksDr fcUnq ^l* esa vafdr laLFkkvksa dh ijh{kkvksa dks mPp ek/;fed ijh{kk esa

vuqnsf’kdk&2012
vuqnsf’kdk&2012
izos’k gsrq ek/;fed ijh{kk ds led{k ugha ekuk x;k gSaA
* 1-6
1-6 1-6 ofj"B ofj"B mik/;k; mik/;k; dh dh d{kk&12 d{kk&12 esa esa izos’k izos’k %& %& fuEufyf[kr Nk=@Nk=kvksa
dks ’kkyk esa mu oxZ fo"k;ksa esa izos’k fn;k tk ldrk gS] ftuesa ’kkyk ekU;rk izkIr gks vkSj
ftUgksaus fu;fer vFkok Lo;aikBh :i ls bl cksMZ dh ek/;fed ijh{kk] ek/;fed iwjd ijh{kk
mŸkh.kZ dh gSA
(v) cksMZ }kjk ekU;rk izkIr laLFkk ls d{kk&11 dh laLd`r fo"k; lfgr ijh{kk mŸkh.kZ
dj yh gksA
(c) ofj"B mik/;k; dh d{kk&11 es a izos’k dh ik=rk gksrs gq, Hkh vU; cksMZ@fo’ofo|ky;
ds dk;Z {ks= esa fo|ky;ksa ds ofj"B mik/;k; fo|ky; vFkok leku Lrj ds fo|ky; ls
10$2 ;kstukUrxZr d{kk&11 mŸkh.kZ dh gksA ,sls fo|kfFkZ;ksa dks cksMZ dk;kZy; ls ik=rk
izek.k i= izkIr djuk gksxkA
(l) vU; cksMZ@fo’ofo|ky;ksa dh ek/;fed ijh{kk@izosf’kdk vFkok leku Lrj dh
ijh{kk mŸkh.kZ dj cksMZ dh ekU;rk izkIr ofj"B mik/;k; laLFkk esa cksMZ }kjk tkjh ik=rk
izek.k i= ds vk/kkj ij izos’k ysdj d{kk&11 mŸkh.kZ dh gksA
uksV uksV %
% tks fo|kFkhZ cksMZ ds ekU;rk izkIr ofj"B mik/;k; fo|ky;ksa esa d{kk&11 esa izos’k ;ksX;
ugha gSa os d{kk&12 esa Hkh izos’k ;ksX; ugha gksaxsA
* 1-7 ik=rk ik=rk izek.k i= i= i= %&
(v) vfuok;Zrk%& vfuok;Zrk%& vfuok;Zrk%& cksMZ ds dk;Z {ks= ls ckgj vFkkZr vU; cksMZ@ fo’ofo|ky;ksa ls
izoftZr Nk=ksa dks jktLFkku cksMZ ds ekU;rk izkIr fo|ky;ksa dh d{kk 11 o 12 esa izos’k ysus
ls iwoZ vFkok cksMZ dh mPp ek/;fed ijh{kk esa Lo;aikBh ijh{kkFkhZ ds :i esa vkosnu djus
ls iwoZ cksMZ dk;kZy; ls ik=rk izek.k djuk vko’;d gSA ik=rk izek.k i= ds vHkko esa izos’k
ugha fn;k tk;sxk vkSj cksMZ dh mPp ek/;fed ijh{kk esa izos’kkKk ugha nh tk;sxhA
fo’ks"k fo’ks"k %& %& ;fn dksbZ ’kkyk iz/kku fcuk ik=rk izek.k i= ds izos’k nsrk gS ;k Lo;aikBh
ijh{kkFkhZ dk vkosnu i= fcuk ik=rk izek.k i= izkIr fd;s vxzsf"kr djrk gS rks fu;ekuqlkj
ijh{kkFkhZ dk vkosnu i= fujLr gksus ij leLr izdkj dh ftEesnkjh ’kkyk iz/kku dh gksxhA
(c) ik=rk ik=rk ik=rk izek.k izek.k i= i= tkjh tkjh djus djus dk dk vk/kkj vk/kkj & & vU; cksMZ@ fo’ofo|ky;ksa ls izoftZr
Nk=ksa dks jktLFkku cksMZ ds ekU;rk izkIr fo|ky;ksa dh d{kk 11 o 12 esa izos’k gsrq ik=rk
izek.k i= fuEukuqlkj vk/kkj ij tkjh fd;k tk ldrk gS %&
* cksMZ ds dk;kZy; vkns’k Øekad ijh{kk@2010@lSy 8@716 fnukad 07&07&10 }kjk
vk;q lhek dk izko/kku foyksfir dj fn;k x;k gSA
IX

vuqnsf’kdk&2012 vuqnsf’kdk&2012
X
(i) lacaf/kr cksMZ ls ml cksMZ dh ;kstukuqlkj mŸkh.kZ ?kksf"kr gksuk vfuok;Z gSA
(ii) lacaf/kr cksMZ dh ek/;fed ijh{kk esa U;wure ikap fo"k;ksa esa izR;sd esa 33 izfr’kr
vad izkIr fd;s gksA
(iii) ;fn d{kk&12 esa izos’k okafNr gS rks mijksDr fcUnq (ii) ds lkFk&lkFk d{kk&11
esa ml cksMZ }kjk fu/kkZfjr fo"k;ksa ds lkFk mŸkh.kZ ?kksf"kr fd;k x;k gksA
(iv) ;fn vH;FkhZ ds fdlh fo"k;@fo"k;ksa esa 33 izfr’kr ls de izkIrkad gS vkSj fQj
Hkh og mŸkh.kZ ?kksf"kr fd;k x;k gS rks mldks dqy fu/kkZfjr iw.kkZadksa ds fy, ,d izfr’kr
lkuqxzg vad ds :i esa ,d ;k vf/kd fo"k;ksa dh deh dks iw.kZ djus gsrq ns; gksaxsA blds
vk/kkj ij ik=rk dh tkap gksxhA lkuqxzg vad dqy fo"k;ksa ds fy, fu/kkZfjr iw.kkZad ds
vk/kkj ij ,d izfr’kr ls vf/kd fdlh Hkh ifjfLFkfr esa ns; ugha gksaxsA ;fn lacaf/kr vU;
cksMZ@fo’ofo|ky; ls lkuqxzg vadksa dk ykHk igys ls gh Nk= dks ns j[kk gS] rc Hkh ;g
ns[kk tk;sxk fd bl cksMZ ds ,d izfr’kr lkuqxzg vad nsus ls mi;qZä of.kZr fu;ekuqlkj
Nk= dks dqy lkuqxzg vad dk ykHk fey pqdk gS vFkok ughaA ;fn ugha rks lkuqxzg vadksa
dk ykHk ,sls lHkh ekeyksa esa bl cksMZ ds fu;ekuqlkj Nk= dh izos’k ik=rk ns[kus gsrq ns;
gksxkA lkuqxzg vad iznku djus dk ;g fu;e lHkh cksMZ@fo’ofo|ky; ds ekeyksa esa ykxw
ekuk tk;sxkA pkgs ogka lkuqxzg vad iznku djus dk fu;e gks vFkok ugha fdUrq iwjd ijh{kk
ls mŸkh.kZ Nk=ksa dks izos’k dh ik=rk tkapus gsrq lkuqxzg vadksa dk ykHk ns; ugha gksxkA
(l) ik=rk izek.k i= i= gsrq vkosnu djus dh fof/k %& ’kkyk esa izos’k ysus ls iwoZ
Nk=@Nk=kvksa dks fuEukuqlkj dk;Zokgh djuh@djkuh pkfg;s &
(i) ’kkyk iz/kku dks vkosnu i= ds lkFk vU; cksMZ@fo’ofo|ky; dh d{kk&10
ek/;fed Lrj dh mŸkh.kZ ewy vadrkfydk] izoztu izek.k i= vFkok LFkkukarj.k izek.k i=
tks lacaf/kr ftyk f’k{kk vf/kdkjh }kjk izfr gLrk{kfjr gks] izLrqr djuh pkfg,A ;fn
d{kk&12 esa fu;fer izos’k pkfg, rks d{kk&11 dh x`g ijh{kk mŸkh.kZ dh ewy vadrkfydk
Hkh izLrqr djsaA
(ii) ’kkyk iz/kku ik=rk izek.k i= ds fy;s vkosnu i= vxzsf"kr djus ls iwoZ
vuqnsf’kdk ds vuq- 1-7 (c) esa mYysf[kr fu;eksa ds vUrxZr larq"V gks ysa fd fo|kFkhZ okLro
esa izos’k ds fy, ik= gSA ik= gksus dh fLFkfr esa viuh vuq’kalk lfgr vxzsf"kr djsaA
(iii) vxzsf"kr vkosnu i= ds lkFk fcUnq (i) esa of.kZr ewy izys[k vkSj funsZ’kkuqlkj
fu/kkZfjr ’kqYd dk lfpo ek-f’k-cksMZ ds uke dzkl Hkkjrh; iksLVy vkMZj@cSad MªkV Hkstsa

vuqnsf’kdk&2012
vuqnsf’kdk&2012
vFkok cksMZ dk;kZy; ds dkmaVj ij udn tek dh jlhn layXu djsaA
(n) fuEukafdr fuEukafdr dks dks ik=rk ik=rk izek.k izek.k i= i= dh dh vko’;drk vko’;drk vko’;drk ugha %& %& fuEukafdr vH;FkhZ
ik=rk izek.k i= gsrq cksMZ dk;kZy; es a vkosnu ugha djs a D;ks afd mUgs a bldh vko’;drk ugha gS &
(i) tks ek/;fed ijh{kk gsrq d{kk&9 ;k 10 esa izos’k pkgrs gSaA
(ii) ek/;fed ijh{kk ds vfrfjDr fo"k; dh ijh{kk (Js.kh 4) es a lfEefyr gksuk pkgrs gS aA
(iii) bl cksMZ dh ek/;fed ijh{kk mŸkh.kZ vH;FkhZ vU; cksMZ dh d{kk&11 vFkok 12
esa v/;;u dj iqu% jktLFkku cksMZ ds ekU;rk izkIr fo|ky;ksa esa dze’k% d{kk&11 vFkok 12
esa izos’k pkgrs gSaA
(;) dk;kZy; vkns’k Øekad %& ijh{kk&AA@ik=rk izdks"B@2366 fnukad
18&05&2012 ds vuqlkj ik=rk izek.k i= dh njsa fuEukuqlkj gS %&
Ø-la Ø-la d{kk&11 d{kk&11 ’kqYd
’kqYd
XI
’kqYd (`)
1- 30 uoEcj rd lkkekU; ’kqYd 100
2-”” 30 uoEcj ds i’pkr~ foyEc ’kqYd ` 200@& lfgr 300
dqy ` 300@&
Ø-la Ø-la d{kk&12 d{kk&12 d{kk&12
’kqYd
’kqYd
1- lkekU; ijh{kk ’kqYd ls vkosnu i= Hkjus dh frfFk rd 100
2-”” nksxqus ijh{kk ’kqYd ls vkosnu i= Hkjus dh frfFk rd 200
3- vlk/kkj.k ijh{kk ’kqYd ls vkosnu i= Hkjus dh frfFk rd 300
4- fo’ks"k ifjfLFkfr esa ;fn mijksDr frfFk ds i’pkr~ tkjh””
fd;k tkrk gS rks
500
’kqYd (`)
uksVuksV%&1- %&1- %&1- dk;kZy; }kjk ijh{kk dh frfFk;k¡ izfro"kZ vyx ls ?kksf"kr dh tkrh gSA
2- 2- fcuk ik=rk izos’k nsus okys fo|ky; ls ik=rk izek.k i= ’kqYd ds lkFk izfr
fo|kFkhZ ` 1000@& n.M jkf’k Hkh yh tk;sxhA
3- 3- ,sls fo|kFkhZ ftlus d{kk&11 esa ik=rk izek.k i= ugha fy;k o d{kk&11
mŸkh.kZ dj vU; fo|ky; esa d{kk&12 esa izos’k pkgrk gS] vU; fo|ky; mls fcuk ik=rk
izek.k i= ds izos’k u ns rFkk ,slh fLFkfr esa Lo;a fo|kFkhZ d{kk&12 gsrq ik=rk izek.k i=
ysus vkos rks ` 1000@& n.M jkf’k ijh{kkFkhZ ls fy;k tkuk gSA

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XII
uksV uksV %
% (i) ;fn ;fn fdlh fdlh ’kkyk ’kkyk iz/kku iz/kku us us fu;ekuqlkj fu;ekuqlkj ik=rk ik=rk izek.k izek.k i= i= gsrq gsrq ekeyk
ekeyk
izsf"kr izsf"kr ugha ugha fd;k fd;k vkSj vkSj Nk=@Nk=k Nk=@Nk=k dks dks izos’k izos’k ns ns fn;k fn;k rks rks muds muds ,oa ,oa ’kkyk ’kkyk ds ds fo:)
fo:)
mfpr mfpr mfpr dk;Zokgh dk;Zokgh djus djus ds ds fy, fy, cksMZ cksMZ dks dks ck/; ck/; gksuk gksuk iM+sxk iM+sxk rFkk rFkk blds blds blds fy,
fy,
U;k;ky; U;k;ky; izdj.k izdj.k izdj.k vFkok vFkok vU; vU; {kfr {kfr ds ds fy, fy, ’kkyk ’kkyk iz/kku iz/kku iw.kZ:is.k iw.kZ:is.k ftEesnkj ftEesnkj gksaxsA
gksaxsA
(ii) cksMZ cksMZ ds ds dk;Z{ks= dk;Z{ks= ds ds ckgj ckgj ls ls izoftZr izoftZr Nk=ks
Nk=ks
aaaaa ds ds izos’k izos’k laca/kh laca/kh Lohd`fr Lohd`fr vFkkZr
vFkkZr
ik=rk ik=rk izek.k izek.k i= i= Nk=ks
Nk=ks
aaaaa ds ds ijh{kkFkZ ijh{kkFkZ vkosnu vkosnu i=ks
i=ks
aaaaa ds ds lkFk lkFk vko’;d vko’;d :i :i ls ls layXu layXu djs
djs
aaaaa
vU;Fkk vU;Fkk vkosnu vkosnu i= i= fujLr fujLr dj dj fn;k fn;k tk,xk tk,xk ftldh ftldh leLr leLr ftEesnkjh ftEesnkjh ’kkyk ’kkyk iz/kku@
iz/kku@
vxzs"k.k vxzs"k.k vf/kdkjh vf/kdkjh dh dh gksxhA
gksxhA
* 1-8 1-8 vU; vU; fo|ky;ksa fo|ky;ksa ls ls LFkkukarfjr LFkkukarfjr fo|kfFkZ;ksa fo|kfFkZ;ksa ds ds LFkkukarj.k LFkkukarj.k izek.k izek.k i= i= (Vh- Vh- VhVhlhlh-)lh vkfn vkfn izys[kksa izys[kksa dh dh tkap tkap %& %& QthZ LFkkukarj.k izek.k i= dh jksdFkke ds fy;s
fuEukuqlkj dk;Zokgh visf{kr gS &
(1) cksMZ ds dk;Z{ks= ds fo|ky; ls LFkkukarfjr fo|kfFkZ;ks a }kjk izLrqr LFkkukarj.k izek.k
i= (Vh-lh-) ,oa ewy vadrkfydk] mUgs a tkjh djus okys iwoZ ’kkyk iz/kku dks Hkstdj] muls
HkyhHkkafr lR;kiu djkus ds ckn gh] mUgs a lacaf/kr d{kk es a LFkkbZ izos’kkKk iznku dh tk;sA
(2) ftu ijh{kkfFkZ;ksa ds izek.k&i= ,oa ewy vadrkfydk izkUrh; Hkk"kk esa gS] os fo|kFkhZ
vius izek.k i= ,oa ewy vadrkfydk vaxzsth Hkk"kk esa lacaf/kr cksMZ ls lR;izfrfyfi izLrqr
djsaA ,sls izi=ksa ij lacaf/kr ftyk f’k{kk vf/kdkjh ds izfrgLrk{kj gksus pkfg,A
2- 2- v/;;u v/;;u fo|kFkhZ fo|kFkhZ dks dks fo"k;@oxZ fo"k;@oxZ ifjorZu ifjorZu esa esa NwV NwV %&
%&
(1) d{kk&11 esa v/;;u dj jgs Nk=&Nk=k,sa ;fn fo"k;@oxZ ifjorZu djuk pkgsa
rks ;g vuqKk ml l= esa dHkh Hkh iznku dh tk ldrh gS] ftldh vuqKk ’kkyk iz/kku Lo;a
ns ldsaxsA
(2) d{kk&11 ijh{kk mŸkh.kZ djus ds ckn ;fn Nk=@Nk=k] fo"k;@oxZ ifjorZu
djuk pkgsa vkSj fo|ky; fo|kFkhZ ds Lrj dks ns[krs gq, cksMZ dks ijh{kkFkZ vkosnu i= Hkstus
ls iwoZ vuqefr nsuk pkgs rks cksMZ dk;kZy; dks dksbZ vkifŸk ugha gSA
(3) mijksäkuqlkj d{kk&9 o 10 esa Hkh Nk=@Nk=kvksa dks r`rh; Hkk"kk fo"k; esa
ifjorZu dh vuqefr ’kkyk iznku vius Lrj ij ns ldrs gSaA
(4) mPp ek/;fed (O;kolkf;d) ;kstuk ds vUrxZr d{kk&11 mŸkh.kZ fo|kfFkZ;ksa dks
mPp ek/;fed ;kstuk esa d{kk&12 esa izos’k fn;k tk ldrk gSaA
* cksMZ ds dk;kZy; vkns’k Øekad ijh{kk@2010@lSy 8@716 fnukad 07&07&10 }kjk
vk;q lhek dk izko/kku foyksfir dj fn;k x;k gSA

vuqnsf’kdk&2012
vuqnsf’kdk&2012
XIII
(5) ek/;fed@mPp ek/;fed@izosf’kdk@ofj"B mik/;k; ijh{kkvksa gsrq vkosnu i=
cksMZ dk;kZy; esa izkIr gksus ds ckn ;fn Lo;aikBh Nk= fo"k; ifjorZu djuk pkgs rks ,sls
izkFkZuk i= lacaf/kr vxzsf"kr vf/kdkjh ds ekQZr e; rF;kRed izys[kksa ds ,d vfrfjä ijh{kk
’kqYd lfgr cksMZ dk;kZy; dks 30 uoEcj rd Hkst ldrs gSaA mijksä frfFk ds i’pkr izkIr
,sls vkosnu i=ksa ij fopkj ugha fd;k tk;sxkA ,d ls vf/kd fo"k; vFkok iwjs oxZ ifjorZu
ds fy, izfr fo"k; :i;s 25@& vfrfjDr nsus gksaxsA
3- 3- fu;fer fu;fer Nk=ksa Nk=ksa dks dks Lov/;;u Lov/;;u dh dh vuqefr vuqefr %&
%&
lkekU;r% fo|ky;ksa esa mUgha fo"k;ksa ds v/;;u dh lqfo/kk miyC/k djk;h tkrh gS]
ftu fo"k;ksa ds v/;kiu gsrq fo|ky; ekU;rk izkIr gS] fdUrq fuEukuqlkj ,d fo"k; esa
Lov/;;u dh vuqefr nh tk ldrh gSA
¼1½ ¼1½ ek/;fed Lrj ij fu;fer fo|kfFkZ;ks a dks r`rh; Hkk"kk ds :i es a Lohd`r fo"k;ks a
es a ls dksbZ fo"k;] ;fn og fo"k; v/;;ujr fo|ky; es a ugha i

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XIV
o"kZ esa fo|ky; ij izfr Nk= ` 2000@& dh ¼Nk= la[;k&10 ls vf/kd gksus ij½ n.M jkf’k
vkjksfir gksxh rFkk vxys o"kZ ;fn ogh fo|ky; =qfV nksgjkrk gS rks ml ij izfr Nk= `
10]000@& dh ¼Nk= la[;k&10 ls vf/kd gksus ij½ n.M jkf’k vkjksfir gksxhA
¼5½
¼5½ ¼i½ ijh{kkFkhZ ds e/;uke@miuke es a vFkok firk ds e/;uke ekrk ds e/;uke@miuke
dh ’kqf) la’kks/ku ds fy;s 2 o"kZ dh lhek ykxw ugha gksxhA blh izdkj cksMZ ds fofHkUu
ijh{kkvksa ds izys[kksa esa Hkh vUrj gS rks la’kks/ku gsrq 2 o"kZ dh lhek ykxw ugha gksxhA
Nk=@Nk=k ;fn vius Lo;a vFkok firk vFkok ekrk ds e/;uke miuke dks lgh djuk pkgs
rks lgh la’kks/ku ds laca/k esa iz/kkuk/;kid dh vuq’ka"kk ds lkFk izLrqr izys[kks a ds vk/kkj ij
vFkok Lo;a ds ’kiFk i= o ’kkyk fjdkWMZ dh izekf.kr izfr ds vk/kkj ij fu;ekuqlkj lgh
ik;s tkus ij fuLrkj.k fd;k tk ldsxkA orZuh o Lisl esa la’kks/ku lacaf/kr fo|kFkhZ ds ?kks"k.kk
i= rFkk dksbZ ’kS{kf.kd nLrkost dh jktif=r vf/kdkjh ls izekf.kr izfr izLrqr fd;s tkus
ds i’pkr~ mlds vk/kkj ij fd;k tk ldsxkA
¼ii½ la’kks/ku gsrq ’kqYd fu;ekuqlkj gksxk &
Nk=@Nk=k ds uke]@firk@ekrk dk nks o"kZ rd dksbZ ’kqYd ugha
uke esa orZuh ,oa Lisl la’kks/ku U;wure ` 100@& Nk= dh =qfV
ik;s tkus ij] rRi’pkr~ vfrfjDr
` 50@& izfro"kZ] vf/kdre ` 1000@&
Nk=@Nk=k e/;uke@miuke o firk@ nks o"kZ rd dksbZ ’kqYd ugha
ekrk dk e/;uke@miuke gsrq U;wure ` 100@& Nk= dh =qfV
ik;s tkus ij] rRi’pkr~ vfrfjDr
` 100@& izfro"kZ] vf/kdre ` 2000@&
fo’kss"k fo’kss"k uksV%& uksV%&1 uksV%& ijh{kkFkhZ ds uke@firk dk uke@ekrk dk uke@miuke esa orZuh vFkok
la’kks/ku ;fn ek/;fed ijh{kk esa d{kk 8 ds vk/kkj ij] mPp ek/;fed ijh{kk esa d{kk&10
ds vk/kkj ij mlds vuqlkj la’kks/ku pkgk x;k gS rks vf/kdre 2 o"kZ rd dksbZ ’kqYd ugha
fy;k tkosxkA
4- 4- fu;fer fu;fer ijh{kkfFkZ;ksa ijh{kkfFkZ;ksa ijh{kkfFkZ;ksa dh dh d{kkvksa d{kkvksa esa esa mifLFkfr mifLFkfr mifLFkfr %&
%&
cksMZ }kjk fu/kkZfjr ekin.Mksa ds vuqlkj izR;sd ijh{kkFkhZ dks fo|ky; l= esa vk;ksftr
dqy d{kk ikfj;ksa esa ls U;wure 75 izfr’kr ehfVax esa mifLFkr jguk vko’;d gSA fo|ky;
dk;Z fno; esa lkekU;r% nks ehfVax e/;kUrj ls iwoZ vkSj i’pkr vk;ksftr gksrh gSaA fo|ky;ksa
esa d{kk&10 o d{kk&12 ftlesa mifLFkfr ds vk/kkj ij cksMZ ijh{kk esa izos’kkKk nh tkrh gS]

vuqnsf’kdk&2012
vuqnsf’kdk&2012
XV
f’k{k.k l= esa ehfVax dh x.kuk fuEukuqlkj dh tk;s&
¼1½ ¼1½ l= esa 8 tqykbZ ls cksMZ }kjk ?kksf"kr ijh{kk frfFk ls 30 fnu iwoZ rd ftruh la[;k
esa d{kk ehfVax vk;ksftr gks] muds vk/kkj ij 75 izfr’kr dh x.kuk dj mifLFkfr fu/kkZfjr
dh tk;sA ;fn fdUgha dkj.kksa ls cksMZ ijh{kk LFkfxr gksrh gS] fQj Hkh cksMZ }kjk fu/kkZfjr iwoZ
frfFk ds vk/kkj ij x.kuk dh tk;sxhA
¼2½ ¼2½ fdUgha dkj.kksa ls cksMZ ijh{kk ifj.kke ;fn f’k{k.k l= izkjEHk gksus ds ckn ?kksf"kr gks]
vFkok iwjd ijh{kk fo’ks"k iwjd ijh{kk ;k fdUgha vU; dkj.kksa ls ifj.kke ckn esa ?kksf"kr fd;k
tk;s vFkok fdUgha dkj.kksa ls ifjofrZr gks tk, rks ,sls ijh{kkFkhZ ijh{kk ifj.kke ds vk/kkj ij
d{kk esa ifj.kke ?kksf"kr gksus dh frfFk ls 10 fnol ds Hkhrj izos’k ys ldrs gSA ,sls ekeyksa
esa mifLFkfr dh x.kuk izos’k ds fnu ls cksMZ }kjk ?kksf"kr ijh{kk ifj.kke] ifjofrZr ifj.kke
frfFk 10 fnol ckn tks Hkh igys gks ls dh tk;sA
¼3½ ¼3½ ;fn fo|kFkhZ f’k{k.k l= ds e/; ekU;rk izkIr laLFkk ls LFkkukarj.k o’k fdlh vU;
fo|ky; esa izos’k ys rks mldh mifLFkfr dh x.kuk djrs le; iwoZ fo|ky; dh mifLFkfr
eaxokdj tksM+ yh tk;sA
¼4½ ¼4½ ¼4½ cksMZ ds dk;Z{ks= ds ckgj vFkkZr vU; cksMZ@fo’ofo|ky; ls izoftZr fo|kfFkZ;ksa ds
izos’k lEca/kh ekeyksa esa mudh mifLFkfr dh x.kuk cksMZ ds fu;ekuqlkj dh tk;sxh uk fd
mudh izos’k frfFk lsA fdUrq ;fn fdUgha Nk=ksa us vU; cksMZ dh ekU;rk izkIr laLFkk esa iwoZ
izos’k ys j[kk gks vkSj ckn esa LFkkukarj.k o’k cksMZ dh ekU;rk izkIr ’kkyk esa izos’k ys rks mudh
mifLFkfr dh x.kuk djrs le; iwoZ fo|ky; ls mifLFkfr eaxokdj tksM+ yh tk;sA
¼5½ ¼5½ ¼5½ LFkkukarfjr vFkok izoftZr fo|kfFkZ;ks a dks izos’k nsus ds iwoZ gh mifLFkfr ds fu;e ls voxr
djk fn;k tk, vkSj ;fn mudh mifLFkfr U;wu gksus dh laHkkouk gks rks mUgs a izos’k gh u ns aA
5- 5- ijh{kkFkhZ ijh{kkFkhZ ds ds uke] uke] firk firk vFkok vFkok ekrk ekrk ds ds uke uke ,oa ,oa tUefrfFk tUefrfFk ds
ds
la’kks/ku la’kks/ku ds ds lEca/k lEca/k es
es
a a a a a %&
%&
1- 1- ijh{kkFkhZ ftl ijh{kk esa lfEefyr gks jgk gS] ;fn mlls lEcfU/kr dEIVjhd`r izos’k
ijh{kk esa Nk= ds uke] firk vFkok ekrk ds uke vFkok tUefrfFk esa ijh{kk vkosnu i= ls
fHkUu eqfnzr gqbZ gks rks lEcfU/kr ’kkyk iz/kku }kjk la’kks/ku gsrq lwfpr fd;k tk,A
;fn vadrkfydk@izek.k i= ;k vadrkfydk lfgr izek.k i= esa Nk= ds uke] firk
vFkok ekrk ds uke vFkok tUrfrfFk esa ijh{kk vkosnu i= ls fHkUu eqfnzr gqbZ gks rks tkjh
djus ls iwoZ tkap dh tkdj i`"Bkadu fd;k tk;sxkA ;g dk;Zokgh ijh{kk o"kZ esa 30 uoEcj
rd vko’;d dj ysuh pkfg;sA

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XVI
2- 2- cksMZ dh fofHkUu ijh{kkvksa esa lfEefyr gksus okys Nk=ksa dh tUefrfFk] Nk= ds uke]
miuke vFkok firk ds uke] ekrk ds uke@miuke vkfn esa la’kks/ku ds lEcfU/kr o"kZ ds
ijh{kk ifj.kke ?kks"k.kk dh frfFk ls 2 o"kZ dh vof/k rd la’kks/ku Lohdkj fd;s tk;sxsA blds
ckn ds izdj.kksa ij fopkj ugha fd;k tk;sxkA
3- 3- ijh{kkFkhZ ds uke esa firk ds uke@ekrk ds uke@miuke dh orZuh v’kqf) ds fy;s
2 o"kZ dh lhek ykxw ugha gksxhA blh izdkj cksMZ dh fofHkUu ijh{kkvksa ds izys[kksa esa Hkh vUrj
gS rks la’kks/ku gsrq 2 o"kZ dh lhek ykxw ugha gksxhA Nk=@Nk=k ;fn vius Lo;a vFkok
firk@ekrk ds uke] miuke esa orZuh vFkkZr Lisfyax v’kqf) dks lgh djuk pkgs rks lgh
Lisfyax vFkok orZuh dh Lisfyax ds lEca/k es a viuk ?kks"k.kk i= izLrqr djsxk vFkok iz/kkuk/;kid
dh vuq’kalk ds lkFk izLrqr izys[kksa ds vk/kkj ij lgk;d funs’kd Lrj ls fuLrkj.k fd;k
tk ldsxkA
4- 4- vuqnsf’kdk 2007 dk iSjk pkj cksMZ ds vkns’k Øekad 2010@2978 fnukad -
16&12&10 }kjk foyksfir dj fn;k x;k gSA
5- 5- fu;ekuqlkj dk;kZy; vfHkys[kksa esa tUefrfFk] Nk= dk uke] firk dk uke vFkok
ekrk dk uke ,d ckj iathd`r gks tkus ds i’pkr lk/kkj.kr% mlesa dksbZ Hkh la’kks/ku Lohdkj
ugha fd;k tkrk gS] ijUrq dsoy ,sls ekeyksa esa gh tgka iwoZ ’kkyk dh Vh-lh- o ijh{kkFkZ
vkosnu i= vxzsf"kr djus okyh ’kkyk ds izos’k izkFkZuk&i= esa vUrj gks vFkok izos’k
izkFkZuk&i= ls Nk= i=d esa vFkok Nk= i=d ls Hksts x;s ijh{kkFkZ vkosnu i= esa fo|ky;
}kjk izfof"B;k¡ djus esa dksbZ v’kqf) jg xbZ gks rks lEcfU/kr ’kkyk ds ewy fjdkWMZ vFkok
LdkWyj jftLVj] izos’k izkFkZuk&i= o iwoZ ’kkyk dh Vh-lh- e; QksVks izfr;ksa ds tks ds ’kkyk
iz/kku }kjk lR;kfir dh xbZ gks ds lkFk tkap gsrq bl dk;kZy; es a Hkstus ij gh tUefrfFk]
Nk=@Nk=k ds uke] firk ds uke vFkok izfof"V;ksa esa lq/kkj djus ij fopkj fd;k tk ldrk
gS] vU; fdlh Hkh n’kk esa ughaA fu/kkZfjr ’kqYd tek djokus ij gh lq/kkj ’kkyk vfHkys[kksa
ds vk/kkj ij gh fd;k tk ldsxkA fjdkWMZ dh QksVks izfr;ka ekU; ugha gksxhA le; ij ewy
fjdkMZ izLrqr ugha djus ij izdj.k okil ykSVk fn;k tk;sxk rFkk lEiw.kZ fjdkWMZ lfgr 2
o"kZ dh vof/k esa izkIr ugha gksus ij vkxs fQj fopkj ugha fd;k tk;sxkA
¼5½ ¼5½ ¼5½ dk;kZy; }kjk tkjh vkns’k & ijh{kk&AA@bZ- ,Dl@6@ik=rk 2851 fnukad
30&05&2012 ds vuqlkj fofHkUu fo|ky;ksa esa Nk=ksa dks Lov/;;u dh vuqefr nsus gsrq izFke
o"kZ esa fo|ky; ij izfr Nk= ` 2000@& dh ¼Nk= la[;k&10 ls vf/kd gksus ij½ n.M jkf’k

vuqnsf’kdk&2012
vuqnsf’kdk&2012
XVII
vkjksfir gksxh rFkk vxys o"kZ ;fn ogh fo|ky; =qfV nksgjkrk gS rks ml ij izfr Nk=
` 10]000@& dh ¼Nk= la[;k&10 ls vf/kd gksus ij½ n.M jkf’k vkjksfir gksxhA
A- fo|kFkhZ }kjk vius uke] firk@ekrk ds uke ds lkFk gfjtu@fxjhtu yxs miuke dks
gVkus dk vkosnu i= izLrqr djus ij Hkkjr ljdkj ds ifji= fnukad 16 vxLr 1990 ds
vuqlkj nks lky ds izfrca/k esa NwV nsrs gq;s fcuk ’kqYd fy;s ,sls ekeyksa esa gfjtu@fxjhtu
miuke gVk;k tk ldsxkA
;g la’kks/ku lgk;d funs’kd Lrj ls fd;k tk ldsxkA
uksV uksV %&
%& ,d ,d gh gh Nk=@Nk=k Nk=@Nk=k ls ls lEcfU/kr lEcfU/kr vusd vusd la’kks/ku la’kks/ku gksus gksus gksus ij ij izR;sd izR;sd la’kks/ku la’kks/ku ds
ds
fy, fy, vyx&vyx vyx&vyx ’kqYd ’kqYd fy;k fy;k tk;sxkA
tk;sxkA
7- 7- ;fn dksbZ fu;fer Nk=@Nk=k viuh tUefrfFk@uke@firk dk uke@ekrk dk
uke@miuke esa la’kks/ku ds fy;s lEcfU/kr ftyk ftyk f’k{kk vf/kdkjh dks cksMZ ijh{kk
vkosnu i= Hkjus dh fcuk foyEc ’kqYd dh vfUre frfFk ls iwoZ vkosnu dj ns vkSj mudh
tUefrfFk@uke@firk dk uke@ekrk dk uke@miuke esa lq/kkj cksMZ dh foyEc ’kqYd]
nqxuk foyEc ’kqYd lfgr vkosnu izLrqr djus dh vfUre frfFk rd gks tkos rks mijksä
la’kks/kukFkZ mlls foyEc ’kqYd vFkok nqxuk foyEc ’kqYd ugha fy;k tk;sxk c’krsZ fd
ijh{kkFkhZ us vkosnu i= fu/kkZfjr frfFk;ks a es a izLrqr dj fn;k gksA blds i’pkr ;fn vlk/kkj.k
foyEc ’kqYd ls vkosnu Hkjus dh vfUre frfFk rd la’kks/ku gksrk gS rks ` 1000@& ¼:i;s
,d gtkj ek=½ ’kqYd ds lkFk la’kks/ku fd;k tk ldsxk fdUrq ijh{kkFkhZ vkosnu i= vxzsf"kr
djus dh leLr frfFk;ksa ls foxr gksus ds i’pkr ftyk f’k{kk vf/kdkfj;ksa }kjk fdlh izdkj
dk la’kks/ku fd;k tkrk gS rks og ekU; ugha gksxkA
8- 8- ;fn dksbZ Nk= ijh{kk esa ,d ckj izfo"V gksus ds mijkUr fdlh lEca/kh ds xksn tkrk
gSa] rks dk;kZy; ds vfHkys[k esa mlds firk ds uke ds LFkku ij xksn x;s lEca/kh dk uke
’kiFk i= vFkok vU; fdlh Hkh vk/kkj ij ugha cnyk tk;sxkA
9- 9- fu;ekuqlkj dk;kZy; vfHkys[kks a es a Nk= ds uke@miuke@firk dk uke@miuke@ekrk
dk uke@miuke rFkk Nk= dh tUefrfFk ,d ckj iathd`r gks tkus ds i’pkr ’kiFk
i=kfn@xtV esa izdk’ku dj nsus ds vk/kkj ij la’kks/ku ugha fd;k tk;sxkA
10-
10- ’kkyk iz/kku Nk=@Nk=kvksa dh tUefrfFk izekf.kr djrs le; fo’ks"k :i ls /;ku
j[ksa fd ekg vizsy] twu] flrEcj ,oa uoEcj esa tks fd 30 fnu ds gksrs gSa rFkk Qjojh ekg
ds vfrfjDr ’ks"k ekg 31 fnu ds gksrs gaS] Qjojh 28 fnu dk gh gksrk gSa ;k yhi bZ;j dk

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XVIII
ekg Qjojh 29 fnu dk gksrk gS] 30 fnu Qjojh ekg ds ugha gksrs] bldk Hkyh izdkj /;ku
j[ksaA dbZ Nk=ksa ds vkosnu i=ksa esa mDr ekgksa dh frfFk;ka xyr n’kkZ;h tkrh gSaA
6- 6- ewy ewy izek.k izek.k i= i= ¼izek.k ¼izek.k i= i= vad vad rkfydk rkfydk lfgr½ lfgr½ ds ds lEca/k lEca/k esa esa %&
%&
1- 1- Nk=ksa dks ewy izek.k i= forfjr djus ls iwoZ izek.k i=ksa esa vafdr] leLr
izfof"B;k¡ eq[;r% Nk=@Nk=k dk uke] firk dk uke] ekrk dk uke] tUefrfFk vkfn dh
’kkyk vfHkys[kksa ls Hkyh izdkj ls tkap djk ysa vkSj ;fn izek.k i=ksa esa vafdr izfof"B;ksa esa
fdlh izdkj dk vUrj gks rks iw.kZ tkudkjh lfgr ewy izek.k i= dk;kZy; dks la’kks/kukFkZ
ykSVk nsaA
2- 2- Nk=ksa dks izek.k i= nsus ls iwoZ ’kkyk vfHkys[kksa esa izek.k i= forfjr fd;s Nk=
dk uke] ukekad] o"kZ ,oa ijh{kk rFkk forfjr fd;s tkus dh fnukad dk mYys[k i`Fkd :i ls
jftLVj esa djsa] rRi’pkr izek.k i= ds fiNys Hkkx ij forfjr djus dh fnukad gLrk{kj
rFkk fo|ky; dh eqnzk yxkdj izek.k i= Nk= dks forfjr djsaA
3- 3- izek.k i= ’kkyk esa izkIr gksrs gh lEcfU/kr Nk=@Nk=k dks lwfpr dj nsa fd
muds izek.k i= ’kkyk esa izkIr gks x;s gS vkSj os ;Fkk’kh?kz bls ’kkyk ls izkIr dj ysaA Nk=
;fn lwpuk ds i’pkr Hkh izek.k i= izkIr u djsa rks vforfjr izek.k i=ksa dks N% ekg i’pkr
bl dk;kZy; dks okil ykSVk nsaA
4- 4- leLr izek.k i=ksa dks viuh iw.kZ lqj{kk esa j[ksa o o"kZ ds var esa la[;k dk feyku
dj ysa rFkk ftu Nk=ksa dk fu/ku gks x;k gS mu Nk=ksa ds izek.k i= dk;kZy; dks ykSVk nsaA
izek.k i=ksa dk iw.kZ fglkc j[ksaA
5- 5- ‘’kkyk ls ykSVs gq, Lo;aikBh Nk=ksa ds vforfjr izek.k i= ;fn dksbZ Nk= okil
eaxokuk pkgs rks og ikap o"kZ dh vof/k rd cksMZ dk;kZy; dks bl gsrq lkns dkxt ij
vkosnu ftlesa mlds }kjk mŸkh.kZ ijh{kk dk uke] o"kZ ,oa ukekad fy[kk gks e; ’kqYd
` 50@&¼iksLVy vkMZj½ cksMZ dks lh/kk Hkst ldrk gSA fu;fer Nk=ks a ds izek.k&i= lEcfU/kr
’kkyk dks rFkk Lo;aikBh Nk=ksa ds izek.k i= lEcfU/kr ijh{kk dsUnzksa ij fHktok fn;s tk;sxsA
dk;kZy; esa izek.k i= foxr ikap o"kksZ ds gh lqjf{kr j[ks tk,xsA
6- 6- dk;kZy; }kjk Js.kh &6 ¼vad lq/kkj½ o iwoZ fczt dkslZ ijh{kk ls mŸkh.kZ
ijh{kkfFkZ;ksa dks izek.k i= tkjh ugha fd;k tkrk gSA
7- 7- cksMZ }kjk iznŸk izys[kksa ds Øe esa %&
1- 1- vLFkkbZ vLFkkbZ izek.k izek.k i= i= (Provisional Certificate) %
%
tc rd fd ewy izek.k i= rS;kj gksdj Nk=ksa dks izsf"kr ugha gksrs rc rd ds fy,

vuqnsf’kdk&2012
vuqnsf’kdk&2012
XIX
muds }kjk ` 100@& ’kqYd lfgr fooj.k nsrs gq, vkosnu djus ij cksMZ dk;kZy; iznku
djrk gSA
2- 2- vad vad rkfydk rkfydk izfrfyfi izfrfyfi (Duplicate Marksheet) %
%
ewy vadrkfydk [kks tkus vFkok u"V gks tkus dh ifjfLFkfr esa Nk=ksa }kjk ` 80@&
dk fu/kkZfjr ’kqYd ,oa iw.kZ fooj.k lfgr izkFkZuk i= izsf"kr djus ij mUgsa rnFkZ vadrkfydk
dh izfrfyfi iznku djrk gSA
3- 3- 3- ¼v½ ¼v½ fo’ks"k fo’ks"k vadrkfydk vadrkfydk (Emergency Marksheet)
ftu Nk=ksa dks ijh{kk ifj.kke ?kksf"kr gksus ds rqjUr ckn vadrkfydk pkfg;s os cksMZ
dk;kZy; ls fo’ks"k vadrkfydk ` 100@& ’kqYd lfgr izkFkZuk i= izLrqr dj izkIr dj ldrs gS aA
¼c½
¼c½ vko’;d vko’;d vadrkfydk vadrkfydk izfrfyfi
izfrfyfi (Urgent Duplicate Marksheet) &
vtsZUV vadrkfydk gsrq ` 100@& ’kqYd lfgr izkFkZuk i= izLrqr dj izkIr dj
ldrk gSaA lkekU;r% ;g vadrkfydk ijh{kkfFkZ;ksa dks mlh fnu miyC/k djk;h tkrh gSA
4- 4- vkaXy vkaXy vkaXy Hkkf"kr Hkkf"kr izek.k izek.k i= i= (English Version Certificate)
ikliksVZ ds izFke pkj i`"Bksa dh QksVks izfr vFkok fons’k@vfgUnh Hkkf"kr izns’k esa tkus
dk ’kiFk i= ` 10@& dk uku tqfMf’k;y LVkEi isij ij nsrs gq;s ` 75@& fu/kkZfjr ’kqYd
o iw.kZ fooj.k lfgr vkosnu djus ij vkaXy Hkkf"kr izek.k i= iznku fd;k tkrk gSA
5- 5- izoztu izoztu izek.k izek.k i= i= (Migration Certificate)
tks Nk= bl cksMZ dk;kZy; ls ckgj v/;;u ds fy;s tkrs gSa] mUgsa izoztu izek.k
i= iznku fd;s tkrs gSaA Nk= ` 100@& fu/kkZfjr ’kqYd o iw.kZ fooj.k lfgr izkFkZuk i=
izsf"kr dj ;g izek.k i= izkIr dj ldrs gSaA
6- 6- ewy ewy izek.k&i= izek.k&i= vFkok vFkok izek.k&i= izek.k&i= vadrkfydk vadrkfydk lfgr lfgr izfrfyfi izfrfyfi &
&
ewy izek.k&i= vFkok izek.k&i= vadrkfydk lfgr [kks tkus vFkok u"V gks tkus dh n’kk
esa cksMZ ds fu/kkZfjr izk#i ds vuqlkj ` 10@& ds uku tqfMf’k;y LVkEi isij ij Nk= viuk
vko{k fp= yxkdj izFke Js.kh U;k;k/kh’k ;k uksVsjh ifCyd }kjk fu"ikfnr ‘’kiFk&i=
izekf.kr o lhy yxkdj ,oa fu/kkZfjr ’kqYd izek.k&i= ds fy, ` 200@& rFkk izek.k&i=
vadrkfydk lfgr ds fy, ` 200@& ,oa iw.kZ fooj.k lfgr vkosnu djus ij izfrfyfi iznku
dh tk ldrh gSA izek.k&i= izfrfyfi O;fDrxr :i ls u nsdj fn;s x;s irs ij fHktok;h
tkrh gSA ’kiFk&i= ,oa vko{k fp= dk izek.khdj.k ,d gh U;k;k/kh’k @uksVsjh ifCyd }kjk
gksuh pkfg;sA

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XX
o"kZ 2001 ,oa blds ckn dh ijh{kkvksa ds fy, izfrfyfi izek.k&i= fcuk QksVks eqfnzr ds tkjh
fd;s tk,xsA
’kiFk ’kiFk ’kiFk i= i= dk dk dk uewuk
uewuk
¼nl :i;s ds LVkEi isij ij vafdr djuk gS½
1- eSa ------------------------iq=@iq=h Jh ----------------------------tkfr -------------------------------- fuoklh ¼irk½ -----------
-------------------------------------------- ’kiFk iwoZd c;ku djrk@djrh gw a fd eSaus ek/;fed f’k{kk cksMZ
jktLFkku ls lSd.Mjh Ldwy@ek/;fed ijh{kk@izosf’kdk@gkWW;j lSd.Mjh@lhfu;j gkW;j
lSd,Mjh@lhfu;j lSd.Mjh@mPp ek/;fed ijh{kk@ofj"B mik/;k; ijh{kk 19----@20----
es a ukekad (Roll No.) eq[; ijh{kk ------------------------------------ iwjd ijh{kk ukekad ---------------------------- o"kZ
19-----@20----- f}rh; volj iwjd ijh{kk ukekad ------------------------------------ r`rh; volj iwjd
ijh{kk ukekad ----------------------------- o"kZ 19-----@20----- fu;fer (Regular) ijh{kkFkhZ ds :i esa ------
---------------------------------------------- fo|ky; ls Lo;aikBh (Private) ijh{kkFkhZ ds :i esa ---------------------------
------ ftys ls ----------------- Js.kh (Division) esa v.Mj ykbZu dh xbZ ijh{kk mŸkh.kZ dh FkhA
2- esjk mijksDr ijh{kk dk ewy izek.k i= tks fd cksMZ dk;kZy; ls izkIr gqvk Fkk] [kks x;k
gS@ty x;k gS@QV x;k gS@’kkyk ls esjs u ysus ds dkj.k cksMZ }kjk u"V dj fn;k gS
---------------------------- ds dkj.k [kjkc gks x;k gS tks ewy gh layXu gSaA
3- ,d lekpkj i= esa fuEukafdr izk#i esa izsl vf/klwpuk izdkf’kr djk nh gSA lekpkj i=
esa izdkf’kr izsl vf/klwpuk dh dfVax ’kiFk i= ds lkFk layXu izLrqr gS &
&% &% izsl izsl vf/klwpuk vf/klwpuk %&
%&
ek-f’k- cksMZ jkt- vtesj ls eq[; ijh{kk@iwjd ek/;fed@mPprj ek/;fed ijh{kk --------o"kZ
------------- vuqØekad -------------------- lfgr mŸkh.kZ djus ls lacaf/kr esjk ewy@MqIyhdsV izek.k
i= okLro esa [kks x;k@u"V gks x;k@[kjkc ¼fod`r½ gks x;k gSA
vH;FkhZ ds gLrk{kj ----------------------------------------
Qksu ua- ---------------------------------------- vH;FkhZ dk uke --------------------------------------------eksckbZy
ua- ---------------------------------- iwjk irk -------------------------------------------------------------
4- ewy izek.k i= feyus ij cksMZ esa iqu% tek djk nwaxkA
5- v[kckjksa esa izek.k i=@vad rkfydk e; izek.k i= ds [kksus dh izsl vf/klwpuk izdkf’kr

vuqnsf’kdk&2012
vuqnsf’kdk&2012
XXI
djk nh gSA ftldh izfr ’kiFk i= ds lkFk layXu gSA
6- mDr dkj.k ls eq>s vius ewy izek.k i= dh izfrfyfi dh vko’;drk gSA
7- eSa ------------------------------------------------------ ’kiFk iwoZd c;ku djrk@djrh gw a fd bl ’kiFk i= esas
Åij fy[kh gqbZ lHkh ckrsa fcydqy lR; gS] blesa dksbZ feF;k ugha gS rFkk dksbZ ckr fNik;h
ugha gSA bZ’oj blds fy, esajk lk{kh gSA ;fn blesa of.kZr rF; dHkh Hkh vlR; gks rks esjs
fo:) dk;Zokgh djus gsrq cksMZ dks iw.kZ vf/kdkj gksxkA
1- ------------------------------------------------------------- ¼gLrk{kj fgUnh esa½
fnukad ------------------ 2- ------------------------------------------------------------- ¼gLrk{kj vaxzsth esa½
irk %& ¼ftl ij izek.k i= dh izfrfyfi eaxkuh gks½
---------------------------------------------------------------------------------------------------------
---------------------------------------------------------------------------------------------------------
-------------------------------------------------------------------------------------------------------fiu
dksM --------------------------------
Jh -------------------------------------- iq=@iq=h Jh ------------------------------------------ fuoklh -----------------------------------------
------------------ us ftldk ifjp; Jh ---------------------------------------- us fn;k gS] us esjs le{k vkt fnukad
---------------------- dks mDr ’kiFk yhA
eftLVªsV@uksVsjh ------------------------------------------------xksy
lhy gLrk{kj eftLVªsV@uksVsjh ifCyd
uksV uksV %& %& bl bl ‘’kiFk ‘’kiFk i= i= dk dk izk#i izk#i cksMZ cksMZ dh dh osclkbZV
osclkbZV www.rajeduboard.nic.in
ij ij miyC/k miyC/k gSA
gSA
”
7- Vh-lh- dh izkfIr izkfIr %&
ftu Lo;aikBh Nk=ksa us vius ijh{kkFkZ vkosnu&i= ds lkFk iwoZ fo|ky; dh Vh-lhijh{kk
dh ik=rk dh tkap gsrq layXu dh gks muds }kjk pkgs tkus ij ` 25@& ’kqYd lfgr
izkFkZuk i= izsf"kr djus ij ewy Vh-lh- ykSVk nh tkrh gS rFkk QksVks izfr dk;kZy; vfHkys[k

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XXII
esa j[k nh tkrh gSA bl izdkj ds izys[k 2 o"kZ rd lqjf{kr j[ks tkrs gSA
cksMZ }kjk iznŸk vfHkys[k vFkok vadrkfydk esa vFkok fdlh vH;FkhZ ds izek.k i=
vFkok vU; fdlh Hkh izys[k esa vafdr izfof"B esa gsjQsj vFkok jn~nkscny ik;s tkus ij cksMZ
}kjk bl gsrq cuk;s x;s fu;ekuqlkj n.M fn;k tk ldrk gSA
uksV uksV %& %& vH;FkhZ vH;FkhZ }kjk }kjk pkgk pkgk x;k x;k izys[k izys[k Øekuqlkj Øekuqlkj gh gh fn;k fn;k tk;sxkA tk;sxkA blesa
blesa
yxus yxus okys okys ;Fkksfpr ;Fkksfpr le; le; ds ds fy, fy, vkosnd vkosnd cksMZ cksMZ ls ls dksbZ dksbZ Dyse Dyse izkIr izkIr djus djus dk
dk
vf/kdkjh vf/kdkjh ugha ugha gksxkA
gksxkA
o"kZ o"kZ 2006 2006 2006 ls ls 2011 2011 rd rd ds ds ds izfrfyfi izfrfyfi izfrfyfi izek.ki=ks
izek.ki=ks aaaaa ds ds lEca/k lEca/k es
es aaaaa fo’ks"k fo’ks"k O;oLFkk O;oLFkk %&
%&
dk;kZy; }kjk fnukad 04&08&2011 dks tkjh vkns’k Øekad ijh{kk II@2011@6321 ds
vuqlkj o"kZ 2006 ls 2011 rd ds vadrkfydk lg izek.k i=@ izfrfyfi izek.k i= tkjh
djus gsrq fuEukuqlkj izfØ;k vey esa ykbZ tk;saA
1- 1- 1- izkFkhZ dks vkosnu i= ds lkFk uksVsjh ls e; izekf.kr ’kiFk i= izLrqr djuk gksxk]
lkFk gh ’kiFk i= esa ;g Hkh vadu djsxk fd ewy izek.k i= feyus ij cksMZ esa iqu% tek djk
nwaxk rFkk v[kckjksa esa izek.k i=@vadrkfydk e; izek.k i= ds [kksus dh foKfIr izdkf’kr
djk nh gSA
2- 2- vkosnu i= ds lkFk iz sl vf/klwpuk ds izdk’ku dh izfr izLrqr djuh gksxh ftles a
vH;FkhZ dk uke o irk iwjk vko’;d gSA iz sl vf/klwpuk dk izk:i fuEukuqlkj gksA
lwfpr fd;k tkrk gS fd ek-f’k-cksMZ]jkt-] vtesj ls eq[; ijh{kk@iwjd ek/;fed
@mPprj ek/;fed ijh{kk --------------------- o"kZ --------------------- vuqØekad -------------------- lfgr mŸkh.kZ
djus ls lacaf/kr esjk ewy@MqIyhdsV izek.k i= okLro esa [kks x;k@u"V gks x;k @[kjkc
¼fod`r½ gks x;k gSA
vH;FkhZ ds gLrk{kj ----------------------------------------
Qksu ua- ---------------------------------------- vH;FkhZ dk uke --------------------------------------------eksckbZy
ua- ---------------------------------- iwjk irk -------------------------------------------------------------
3- 3- lkekU;r% vkosnu djus okys vH;fFkZ;ksa dks iathd`r Mkd }kjk gh izek.k i=@
vadrkfydk lg izek.k i= Hkstk tkosxkA
4- 4- fo’ks"k ifjfLFkfr;ksa esa ;fn fo|kFkhZ p;udrkZ laLFkk ds lk{kkRdkj gsrq cqyk;s tkus ds
i= dh izfr izLrqr dj nsa rFkk lgk;d funs’kd ijh{kk izFke@f}rh; mi funs’kd ijh{kk

vuqnsf’kdk&2012
vuqnsf’kdk&2012
XXIII
I@II@funs’kd ¼ijh{kk½@fo’ks"kkf/kdkjh ¼ijh{kk½@lfpo esa ls dksbZ ,d vf/kdkjh izkFkhZ dks
Lo;a dks MqIyhdsV izek.k i= By Hand vadrkfydk lg izek.k i= rRdky nsus ds rF; ls
larq"V gks rFkk fo|kFkhZ }kjk fu/kkZfjr ’kqYd 1-30 P.M. rd tek djk fn;k gks rks dksbZ QksVks
;qDr igpku i= dh izekf.kr izfr ysdj lacaf/kr i=koyh ij j[kdj izkfIr ds gLrk{kj djk
izek.k i= gkFkksa gkFk tkjh fd;k tkosxkA lgk;d funs’kd ijh{kk II ,sls tkjh fd;s x;s
nLrkostksa dk LFkk;h jftLVj Hkh la/kkfjr djsxsA
5- 5- o"kZ 2006 ls iwoZ ds izek.k i=ks a ds fy;s ’kqYd rFkk Mkd ls Hkstus dh izfØ;k iwokZuqlkj
gh jgsxhA
6- 6- dk;kZy; vkns’k Øekad&3496 fnukad 28&12&2011 ds vuqlkj o"kZ 1971 ls o"kZ
2011 rd ds vadrkfydk lg izek.k i=@izfrfyfi izek.k i= tkjh djus gsrq vkosnu i=
ds lkFk fdlh ,d lekpkj i= esa mijksDr izk#i vuqlkj vf/klwpuk izdkf’kr djkuh gksxhA
’ks"k fu;e iwokZuqlkj ykxw jgsaxsA

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XXIV
vU; vU; cksMZ@ cksMZ@ fo’ofo|ky; fo’ofo|ky; dh dh ijh{kkvksa ijh{kkvksa dh
dh
bl bl cksMZ cksMZ dh dh ijh{kkvksa ijh{kkvksa ls ls led{krk
led{krk
vU;Fkk izko/kkuks a dks NksM+dj lkekU; ’krs Z tks uhps fy[kh xbZ gS] lHkh cksMZ@fo’ofo|ky;
dh ijh{kkvksa gsrq vfuok;Zr% ykxw le>h tkosxhA
vU; cksMZ@fo’ofo|ky; ls lSd.Mjh vFkok ekU; led{k ijh{kk ijh{kkFkZ fy;s x;s
U;wure 5 fo"k;ksa esa izR;sd esa U;wure 33 izfr’kr vad izkIr dj mŸkh.kZ gksus ij jktLFkku
cksMZ dh ek/;fed ijh{kk ds led{k ekU; gksxkA
;fn vU; cksMZ ls mŸkh.kZ ek/;fed@lSd.Mjh ijh{kk esa fdlh fo"k; esa 33 izfr’kr
ls de izkIrkad gS rks vuqnsf’kdk ds vuqPNsn 1-7 ¼c½ (IV) ds vuqlkj lkuqxzg vadksa ds
vk/kkj ij led{krk fu/kkZfjr dh tk,xhA
ubZ ;kstuk ds vUrxZr vksiu Ldwy i)fr vFkok i=kpkj i)fr ds rgr lapkfyr
jk"Vªh; jk"Vªh; eqä eqä fo|ky;h fo|ky;h f’k{kk f’k{kk laLFkku] laLFkku] ¼jk"Vªh; ¼jk"Vªh; eqä eqä fo|ky;½ fo|ky;½ ubZfnYyh] ubZfnYyh] ek/;fed
ek/;fed
f’k{kk f’k{kk e.My] e.My] e/;izns’k] e/;izns’k] Hkksiky] Hkksiky] gfj;k.kk gfj;k.kk vksiu vksiu Ldwy Ldwy cksMZ cksMZ vkWQ vkWQ ,T;wds’ku ,T;wds’ku gfj;k.kk]
gfj;k.kk]
e/;izns’k e/;izns’k jkT; jkT; vksiu vksiu Ldwy] Ldwy] Hkksiky Hkksiky ,oa ,oa jktLFkku jktLFkku LVsV LVsV vksiu vksiu Ldwy Ldwy t;iqj t;iqj ds
ds
vfrfjDr vfrfjDr vU; vU; fdlh fdlh Hkh Hkh cksMZ cksMZ }kjk }kjk lapkfyr lapkfyr vksiu vksiu Ldwy Ldwy dks dks dks bl bl cksMZ cksMZ }kjk }kjk ekU;rk
ekU;rk
ugha ugha nh nh xbZ xbZ gSA
gSA
vU; cksMZ@fo’ofo|ky;ksa@laLFkku }kjk vk;ksftr ijh{kkvksa dks jktLFkku cksMZ dh
ijh{kkvksa dh led{k ekU;rk fuEukuqlkj nh xbZ gSA
Ø vU; cksMZ@fo’ofo|ky; }kjk vk;ksftr jktLFkku cksMZ dh
ijh{kk dk uke led{k ijh{kk
1 2 3
1- 1- 1- cksMZ cksMZ cksMZ vkWQ vkWQ lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] vkU/kz vkU/kz izns’k] izns’k] gSnjkckn gSnjkckn
gSnjkckn
1- lSd.Mjh ,Xtkfeus’ku ek/;fed ijh{kk
¼d{kk 10 ds var esa½
2- gk;j lSd.Mjh lVhZfQdsV ek/;fed ijh{kk
,Xtkfeus’ku ¼iqjkuh Ldhe½
3- gkbZ Ldwy yhfoax lVhZfQdsV ek/;fed ijh{kk
,Xtkfeus’ku ¼iqjkuh Ldhe½

vuqnsf’kdk&2012
vuqnsf’kdk&2012
1 2 3
XXV
2- 2- cksMZ cksMZ vkWQ vkWQ bUVjehfM;V bUVjehfM;V ,T;wds’ku] ,T;wds’ku] vkU/kz vkU/kz izns’k] izns’k] fo|k fo|k Hkou] Hkou] ukekiYyh]
ukekiYyh]
gSnjkckn
gSnjkckn
1- lhfu;j lSd.Mjh ijh{kk mPp ek/;fed ijh{kk
¼d{kk 12 ds var esa½
3- 3- cksMZ cksMZ vkWQ vkWQ lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] vklke] vklke] xkSgkVh
xkSgkVh
1- lSd.Mjh Ldwy ,Xtkfeus’ku ek/;fed ijh{kk
¼d{kk 10 ds var esa½
2- gkbZ Ldwy yhfoax lVhZfQdsV ijh{kk ek/;fed ijh{kk
¼10$2 ;kstuk ds vUrxZr½
4- 4- vklke vklke gk;j gk;j lSd.Mjh lSd.Mjh ,T;wds’ku ,T;wds’ku dkWflay] dkWflay] th-,u-ch- th-,u-ch- jksM] jksM] vEckjh]
vEckjh]
xkSgkVh&781001
xkSgkVh&781001
1- gkW;j lSd.Mjh ijh{kk mPp ek/;fed ijh{kk
¼d{kk 12 ds var esa½
5- 5- 5- fcgkj fcgkj fcgkj Ldwy Ldwy ,Xtkfeus , Xtkfeus Xtkfeus’ku Xtkfeus ’ku cksMZ cksMZ] cksMZ flUgk flUgk ykbczsjh ykbczsjh jksM] jksM] jksM] iVuk&800017
iVuk&800017
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
¼d{kk 10 ds var esa½
6- 6- dsUnzh; dsUnzh; ek/;fed ek/;fed f’k{kk f’k{kk cksMZ] cksMZ] f’k{kk f’k{kk f’k{kk dsUnz] dsUnz] dsUnz] izhr izhr fogkj] fogkj] ubZ ubZ fnYyh&110092
fnYyh&110092
1- fnYyh@lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
¼d{kk 10 mŸkh.kZ½ ¼bUVjuy Ldwy Lrj ijh{kk lfgr½
2- vkWy bafM;k lSd.Mjh Ldwy ijh{kk ¼bUVjuy Ldwy Lrj ijh{kk lfgr½ ek/;fed ijh{kk
3- lhfu;j lSd.Mjh ijh{kk mPp ek/;fed ijh{kk
¼d{kk 12 ds var esa½
7- 7- dkSafly dkSafly Qkj Qkj bafM;u bafM;u Ldwy Ldwy lVhZfQdsV lVhZfQdsV lVhZfQdsV ,Xtkfeus’ku] ,Xtkfeus’ku] izxfr izxfr gkÅl] gkÅl] usg:
usg:
iSysl] iSysl] ubZ ubZ fnYyh&110019
fnYyh&110019
1- bafM;u lVhZfQdsV vkWQ lSd.Mjh ek/;fed ijh{kk
,T;wds’ku ¼d{kk 10 ds var esa½
2- bafM;u Ldwy lVhZfQdsV ijh{kk mPp ek/;fed ijh{kk
¼d{kk 12 ds var esa½
8- 8- 8- jk"Vªh; jk"Vªh; eqä eqä fo|ky;h fo|ky;h f’k{kk f’k{kk laLFkku& laLFkku& uks,Mk uks,Mk ¼jk"Vªh; ¼jk"Vªh; eqä eqä fo|ky;h fo|ky;h f’k{kk
f’k{kk
laLFkku] laLFkku] laLFkku] ubZ ubZ ubZ fnYyh½
fnYyh½
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
2- lhfu;j lSd.Mjh Ldwy ijh{kk mPp ek/;fed ijh{kk
¼1989 dh ijh{kk ls ekU;½
9- 9- xksok xksok cksMZ cksMZ vkWQ vkWQ lSd.Mjh@gk;j lSd.Mjh@gk;j lSd.Mjh lSd.Mjh ,Xtkfeus’ku ,Xtkfeus’ku vYVksosfre] vYVksosfre] xksok&
xksok&
403521
403521
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
¼d{kk 10 ds var esa½

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XXVI
1 2 3
2- lhfu;j lSd.Mjh ijh{kk mPp ek/;fed ijh{kk
¼d{kk 12 ds var esa½
10-
10- ¼v½ ¼v½ xqtjkr xqtjkr lSd.Mjh] lSd.Mjh] ,T;wds’ku ,T;wds’ku cksMZ] cksMZ] lsDVj lsDVj 10&ch 10&ch xka/khuxj]
xka/khuxj]
xqtjkr&382010
xqtjkr&382010
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
¼d{kk 10 ds var esa½
¼c½ ¼c½ xqtjkr xqtjkr ,l-,l-lh- ,l-,l-lh- ,Xtkfeus’ku ,Xtkfeus’ku cksMZ] cksMZ] xka/khuxj] xka/khuxj] cM+kSnk
cM+kSnk
1- ,l-,l-lh- ,Xtkfeus’ku ek/;fed ijh{kk
¼iwoZ esa ijh{kk 11oha ds ckn rFkk
ubZ ;kstukUrxZr 10oha ds ckn 1977 ls½
¼l½ ¼l½ xqtjkr xqtjkr lSd.Mjh lSd.Mjh ,oa ,oa gkW;j gkW;j lSd.Mjh lSd.Mjh ,T;wds’ku ,T;wds’ku cksMZ] cksMZ] lsDVj lsDVj 10&ch
10&ch
xka/khuxj] xka/khuxj] xqtjkr&382010
xqtjkr&382010
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
¼d{kk 10 ds var esa½
¼cksMZ ds uke esa la’kks/ku o"kZ 2004 ls½
2- gk;j lSd.Mjh ijh{kk ¼10 $ 2½ lhfu;j lSd.Mjh ijh{kk
¼n½ ¼n½ xqtjkr xqtjkr ,l-,l-lh- ,l-,l-lh- ,aM ,aM gk;j gk;j lSd.Mjh lSd.Mjh ,Xtkfeus’ku ,Xtkfeus’ku cksMZ] cksMZ] xka/khuxj]
xka/khuxj]
cM+kSnk cM+kSnk ¼xqtjkr½
¼xqtjkr½
1- ,l-,l-lh- ,Xtkfeus’ku ek/;fed ijh{kk
¼iwoZ esa ijh{kk 11oha ds ckn rFkk ubZ ;kstukUrxZr 10oha ds ckn 1977 ls½
¼cksMZ ds uke esa la’kks/ku o"kZ 2004 ls½
11-
11- cksMZ cksMZ vkWQ vkWQ Ldwy Ldwy ,T;wds’ku] ,T;wds’ku] gfj;k.kk] gfj;k.kk] >kalh >kalh jksM] jksM] fHkokuh&1265021
fHkokuh&1265021
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
¼d{kk 10 ds var esa½
2- eSfVªdqys’ku ijh{kk ek/;fed ijh{kk
3- gkW;j lSd.Mjh ijh{kk gk;j lSd.Mjh ijh{kk
4- lhfu;j lSd.Mjh ijh{kk mPp ek/;fed ijh{kk
¼d{kk 12 ds var esa½
12-
12- gfj;k.kk gfj;k.kk vksiu vksiu Ldwy Ldwy cksMZ cksMZ vkWQ vkWQ vkWQ ,T;wds’ku] ,T;wds’ku] gfj;k.kk
gfj;k.kk
1- eSfVªd ijh{kk ek/;fed ijh{kk
2- lhfu;j lSd.Mjh ijh{kk lhfu;j lSd.Mjh ijh{kk
13-
13- ,p-ih- ,p-ih- cksMZ cksMZ vkWQ vkWQ Ldwy Ldwy Ldwy ,T;wds’ku] ,T;wds’ku] ,T;wds’ku] x;kuk x;kuk yksd yksd ifjlj] ifjlj] ifjlj] flfoy flfoy ykbZUl]
ykbZUl]
/keZ’kkyk] /keZ’kkyk] ftyk& ftyk& dkaxM+k&176215 dkaxM+k&176215 ¼fgekpy ¼fgekpy izns’k½
izns’k½
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk

vuqnsf’kdk&2012
vuqnsf’kdk&2012
XXVII
1 2 3
2- eSfVªdqys’ku ijh{kk ek/;fed ijh{kk
3- gkW;j lSd.Mjh f}rh; Hkkx ijh{kk gk;j lSd.Mjh ijh{kk
14-
14- ts- ts- ,.M ,.M ds- ds- LVsV LVsV cksMZ cksMZ vkWQ vkWQ Ldwy Ldwy ,T;wds’ku] ,T;wds’ku] jsgkjh jsgkjh dkWyksuh] dkWyksuh] tEeq@yky
tEeq@yky
e.Mh] e.Mh] e.Mh] Jhuxj
Jhuxj
1- lSd.Mjh Ldwy ijh{kk@eSfVªdqys’ku ijh{kk ek/;fed ijh{kk
2- lhfu;j lSd.Mjh ijh{kk mPp ek/;fed ijh{kk
15-
15- dukZVd dukZVd lSd.Mjh lSd.Mjh ,T;wds’ku ,T;wds’ku ,Xtkfeus’ku ,Xtkfeus’ku cksMZ] cksMZ] 6 6 oha] oha] Økl Økl ekys’oje~
ekys’oje~
cSaxyksj&560003
cSaxyksj&560003
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
2- ,l-,l-,y-lh- ,Xtkfeus’ku ek/;fed ijh{kk
16-
16- ¼v½ ¼v½ cksMZ cksMZ vkWQ vkWQ vkWQ ifCyd ifCyd ifCyd ,Xtkfeus’ku ,Xtkfeus’ku dsjy dsjy ijh{kk ijh{kk Hkou] Hkou] iwtkiqjk] iwtkiqjk] f=osUnze f=osUnze & &
&
695212
695212
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
2- ,l-,l-,y-lh- ,Xtkfeus’ku
¼c½ ¼c½ cksMZ cksMZ vkWQ vkWQ vkWQ gk;j gk;j gk;j lSd.Mjh lSd.Mjh lSd.Mjh ,Xtkfeus’ku ,Xtkfeus’ku fr:ouariqje~
fr:ouariqje~
ek/;fed ijh{kk
1- gkW;j lSd.Mjh Ldwy ijh{kk ¼d{kk&12½ lhfu;j lSd.Mjh ijh{kk
17-
17- egkjk"Vª egkjk"Vª LVsV LVsV cksMZ cksMZ vkWQ vkWQ lSd.Mjh lSd.Mjh ,aM ,aM ,aM gk;j gk;j lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] ,T;wds’ku] f’kokthuxj] f’kokthuxj]
f’kokthuxj]
iwuk&411004
iwuk&411004
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
2- gk;j lSd.Mjh lVhZfQdsV ,Xtkfeus’ku mPp ek/;fed ijh{kk
¼mPp ek/;fed izek.k i= ijh{kk½
mijksDr cksMZ ds vkB foHkkx fuEukuqlkj gS &
¼v½ iwuk fMfotu cksMZ] iwoZ es a ,l-,l-lh- ,Xtkfeus’ku cksMZ] iwuk
¼c½ vkSjaxkckn fMfotuy cksMZ] vkSjaxkckn
¼l½ ukxiqj fMfotu cksMZ] ukxiqj
¼n½ eqEcbZ fMfotuy cksMZ] eqEcbZ
¼;½ dksYgkiqj fMfotuy cksMZ] dksYgkiqj
¼j½ vejkorh fMfotuy cksMZ] vejkorh
¼y½ ukfld fMfotuy cksMZ] ukfld
¼o½ ykrwj fMfotuy cksMZ] ykrwj
18-
18- cksMZ cksMZ vkWQ vkWQ lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] e/;izns’k] e/;izns’k] Hkksiky&462011
Hkksiky&462011
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
2- gkbZ Ldwy lVhZfQdsV ,Xtkfeus’ku ek/;fed ijh{kk

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XXVIII
1 2 3
3- gkbZ Ldwy lVhZfQdsV ijh{kk ¼vksiu Ldwy½ ek/;fed ijh{kk
4- lSd.Mjh Ldwy lVhZfQdsV ,Xtkfeus’ku ek/;fed ijh{kk
5- gkbZ Ldwy lVhZfQdsV ,Xtkfeus’ku ¼U;w iSVuZ½ ek/;fed ijh{kk
6- gkW;j lSd.Mjh Ldwy lVhZfQdsV ch ,Xtkfeus’ku gk;j lSd.Mjh ijh{kk
7- gkW;j lSd.Mjh Ldwy lVhZfQdsV
,Xtkfeus’ku ¼U;w iSVuZ½
gk;j lSd.Mjh ijh{kk
19-
19- 8- gkW;j lSd.Mjh Ldwy lVhZfQdsV ¼10$2½,Xtkfeus’ku mPp ek/;fed ijh{kk
e/;izns’k e/;izns’k jkT; jkT; vksiu vksiu Ldwy] Ldwy] Hkksiky
Hkksiky
1- gkbZ Ldwy ijh{kk
¼o"kZ 1997 dh ijh{kk ls ekU;½
ek/;fed ijh{kk
2- gk;j lSd.Mjh ijh{kk
¼o"kZ 1997 dh ijh{kk ls ekU;½
mPp ek/;fed ijh{kk
20-
20- cksMZ cksMZ vkWQ vkWQ lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] ,T;wds’ku] e.khiqj] e.khiqj] bEQky&795001
bEQky&795001
bEQky&795001
1- lSd.Mjh Ldwy ijh{kk@gkbZ Ldwy yhfoax lVhZfQdsV ek/;fed ijh{kk
2- lhfu;j lSd.Mjh ijh{kk mPp ek/;fed ijh{kk
21-
21- es?kky; es?kky; cksMZ cksMZ vkWQ vkWQ Ldwy Ldwy ,T;wds’ku] ,T;wds’ku] rqjkZ] rqjkZ] osLV osLV xksjhfgYl] xksjhfgYl] es?kky;&794101
es?kky;&794101
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
2- gkbZ Ldwy yhfoax lVhZfQdsV ijh{kk ek/;fed ijh{kk
22-
22- fetksje fetksje cksMZ cksMZ vkWQ vkWQ Ldwy Ldwy ,T;wds’ku] ,T;wds’ku] vkbtoky&796001
vkbtoky&796001
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
2- gkbZ Ldwy yhfoax lVhZfQdsV ijh{kk
¼,p-,l-,y-lh-½
ek/;fed ijh{kk
23-
23- ukxkyS.M ukxkyS.M cksMZ cksMZ vkWQ vkWQ Ldwy Ldwy ,T;wds’ku] ,T;wds’ku] dksfgek&797001
dksfgek&797001
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
2- gkbZ Ldwy yhfoax lVhZfQdsV ijh{kk ek/;fed ijh{kk
24-
24- dkSfUly dkSfUly vkWQ vkWQ gk;j gk;j lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] vksfM’kk] vksfM’kk] Hkqous’oj
Hkqous’oj
gk;j lSd.Mjh ijh{kk
¼d{kk 12 ds vUr esa½
mPp ek/;fed ijh{kk
25-
25- cksMZ cksMZ cksMZ vkWQ vkWQ vkWQ lSd.Mjh lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] vksfM’kk] vksfM’kk] dVd&753001 dVd&753001 ¼vksfM’kk½ ¼vksfM’kk½
¼vksfM’kk½
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
2- gkbZ Ldwy lVhZfQdsV ijh{kk @
lSd.Mjh Ldwy ijh{kk
ek/;fed ijh{kk
3- gkW;j lSd.Mjh Ldwy lVhZfQdsV ijh{kk gk;j lSd.Mjh ijh{kk
26-
26- iatkc iatkc Ldwy Ldwy ,T;wds’ku ,T;wds’ku ,T;wds’ku cksMZ] cksMZ] ,l-,-,l- ,l-,-,l- ¼jksiM+½ ¼jksiM+½ eksgkyh&160055
eksgkyh&160055
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk

vuqnsf’kdk&2012
vuqnsf’kdk&2012
1 2 3
XXIX
2- eSfVªdqys’ku ijh{kk ¼1970 ls 1985 rd½ ek/;fed ijh{kk
¼lSd.Mjh ijh{kk 1986 rFkk eSfVªdqys’ku
ijh{kk 1987 ls 10$2 iz.kkyh ds vUrxZr½
3- lhfu;j lSd.Mjh ijh{kk mPp ek/;fed ijh{kk
27-
27- ¼v½ ¼v½ rfeyukMq rfeyukMq cksMZ cksMZ vkWQ vkWQ lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] fMikVZesUV fMikVZesUV fMikVZesUV vkWQ vkWQ xouZesUV
xouZesUV
ifCyd ifCyd ,Xtkfeus’ku] ,Xtkfeus’ku] dkWyst dkWyst jksM] jksM] pSUubZ&600006 pSUubZ&600006 ¼rfeyukMq½
¼rfeyukMq½
1- lSd.Mjh Ldwy ijh{kk¼10$2a½ ek/;fed ijh{kk
,l-,l-,y-lh- ijh{kk
¼c½ ¼c½ LVsV LVsV cksMZ cksMZ vkWQ vkWQ Ldwy Ldwy ,Xtkfeus’ku] ,Xtkfeus’ku] pSUubZ pSUubZ ¼rfeyukMq½ ¼rfeyukMq½ Mk;jsDVj Mk;jsDVj vkWQ vkWQ
vkWQ
xouZesUV xouZesUV ,Xtkfeus’ku ,Xtkfeus’ku vkWQ vkWQ rfeyukMq rfeyukMq }kjk }kjk lapkfyr
lapkfyr
lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
¼fdUgha ikap fo"k; esa 33 izfr’kr vadksa lfgr mŸkh.kZ gksa½
¼l½ ¼l½ cksMZ cksMZ vkWQ vkWQ eSfVªdqys’ku eSfVªdqys’ku ,Xtkfeus’ku]enzkl] ,Xtkfeus’ku]enzkl] rfeyukMq rfeyukMq ¼fMikVZesUV ¼fMikVZesUV vkWQ
vkWQ
xouZesUV xouZesUV ,Xtkfeus’ku ,Xtkfeus’ku enzkl enzkl }kjk }kjk lapkfyr½
lapkfyr½
eSfVªdqys’ku ,Xtkfeus’ku ek/;fed ijh{kk
28-
28- ¼v½ ¼v½ cksMZ cksMZ cksMZ vkWQ vkWQ gk;j gk;j lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] pSUubZ&600006 pSUubZ&600006 ¼rfeyukMq½
¼rfeyukMq½
1- lhfu;j lSd.Mjh Ldwy ijh{kk mPp ek/;fed ijh{kk
¼12 oha d{kk ds ckn½
¼c½ ¼c½ cksMZ cksMZ vkWQ vkWQ vkWQ gk;j gk;j lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] enzkl enzkl ¼rfeyukMq½
¼rfeyukMq½
¼Mk;jsDVj vkWQ xouZesUV ,Xtkfeus’ku enzkl }kjk lapkfyr½
gkW;j lSd.Mjh dkslZ lVhZfQdsV ,Xtkfeus’ku lhfu;j lSd.Mjh ijh{kk
29-
29- f=iqjk f=iqjk cksMZ cksMZ vkWQ vkWQ lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] ,T;wds’ku] iksLV iksLV vHk;uxj] vHk;uxj] vxjryk&799005
vxjryk&799005
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
¼lSd.Mjh Ldwy ijh{kk vaxzsth lfgr vxj Nk= izR;sd
fo"k; xzqi esa 34 izfr’kr izkIrkadksa ls mŸkh.kZ gS½
2- lhfu;j lSd.Mjh Ldwy ijh{kk mPp ek/;fed ijh{kk
30-
30- ek/;fed ek/;fed f’k{kk f’k{kk ifj"kn] ifj"kn] mŸkjizns’k mŸkjizns’k ¼cksMZ ¼cksMZ vkWQ vkWQ gkbZ gkbZ Ldwy Ldwy ,.M ,.M bUVjfefM;V
bUVjfefM;V
,T;wds’ku] ,T;wds’ku] ,T;wds’ku] mŸkjizns’k½ mŸkjizns’k½
mŸkjizns’k½
1- gkbZ Ldwy ijh{kk@lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
2- bUVjfefM;V ijh{kk mPp ek/;fed ijh{kk
31-
31- if’pe if’pe caxky caxky cksMZ cksMZ vkWQ vkWQ lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] dksydkrk&7000016
dksydkrk&7000016
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
2- Ldwy Qkbuy ,Xtkfeus’ku ek/;fed ijh{kk
¼izR;sd pkj xzqi esa 34 izfr’kr izkIrkadksa
ls mŸkh.kZ@vfrfjDr fo"k; dks ugha½

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XXX
1 2 3
3- ek/;fed ijh{kk
¼lSd.Mjh ,Xtkfeus’ku½
ek/;fed ijh{kk
4- gkW;j lSd.Mjh ,Xtkfeus’ku
¼11 oha d{kk ds ckn½
gk;j lSd.Mjh ijh{kk
32-
32- osLV osLV caxky caxky dkSafly dkSafly vkWQ vkWQ gkW;j gkW;j lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] fodkl fodkl fodkl Hkou] Hkou] ukFkZ
ukFkZ
,.M ,.M bZLV bZLV CykWd CykWd ¼nwljk ¼nwljk ¼nwljk ekyk½ ekyk½ lkYV lkYV ysd] ysd] dksydkrk&700091
dksydkrk&700091
dksydkrk&700091
lhfu;j lSd.Mjh ijh{kk mPp ek/;fed ijh{kk
33-
33- cksMZ cksMZ vkWQ vkWQ lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku] gSnjkckn gSnjkckn ¼if’pe ¼if’pe ikfdLrku½
ikfdLrku½
lSd.Mjh Ldwy lVhZfQdsV ,Xtkfeus’ku ek/;fed ijh{kk
34-
34- mŸkjk[k.M mŸkjk[k.M fo|ky;h fo|ky;h fo|ky;h f’k{kk f’k{kk ifj"kn] ifj"kn] jkeuxj] jkeuxj] uSuhrky uSuhrky ¼mŸkjk[k.M½ ¼mŸkjk[k.M½
¼mŸkjk[k.M½
(Board of School Education, Uttarakhand)
1- gkbZ Ldwy ijh{kk@lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
2- bUVjfefM;V ijh{kk mPp ek/;fed ijh{kk
35-
35- NŸkhlxkj[k.M >kj[k.M vf/kfo| vf/kfo| ifj"kn] ifj"kn] Kkunhi Kkunhi ifjlj] ifjlj] cM+xkoka] cM+xkoka] ukedqe] ukedqe] jkaph
jkaph
1- lSd.Mjh Ldwy ijh{kk
¼fdUgha ikap fo"k;ksa esa 33 izfr’kr vadksa lfgr mŸkh.kZ gks½
ek/;fed ijh{kk
2- baVjfefM;V ¼10$2½ lhfu;j lSd.Mjh ijh{kk
vU; vU; vU; fo’ofo|ky; fo’ofo|ky;
fo’ofo|ky;
37-
37- vyhx

vuqnsf’kdk&2012
vuqnsf’kdk&2012
1 2 3
XXXI
38-
38- vkU/kz vkU/kz fo’ofo|ky;] fo’ofo|ky;] okyVs;j
okyVs;j
1- eSfVªdqys’ku ijh{kk ,oa eSfVªdqys’ku
ijh{kk ¼U;w jsxqys’ku½
ek/;fed ijh{kk
2- izh ;wfuoflZVh ijh{kk gk;j lSd.Mjh ijh{kk
39-
39- vUukeykbZ vUukeykbZ ;wfuoflZVh] ;wfuoflZVh] vUukeykbZ vUukeykbZ vUukeykbZ uxj
uxj
1- eSfVªdqys’ku ijh{kk ek/;fed ijh{kk
2- izh ;wfuoflZVh ijh{kk gk;j lSd.Mjh ijh{kk
40-
40- mLekfu;k mLekfu;k ;wfuoflZVh] ;wfuoflZVh] gSnjkckn gSnjkckn ¼nf{k.k½
¼nf{k.k½
1- eSfVªdqys’ku ijh{kk
¼iqjkuk ,oa U;w jsxqys’ku½
ek/;fed ijh{kk
2- izh ;wfuoflZVh ijh{kk gk;j lSd.Mjh ijh{kk
41-
41- mRdy mRdy fo’ofo|ky;] fo’ofo|ky;] Hkqous’oj
Hkqous’oj
1- eSfVªdqys’ku ijh{kk ek/;fed ijh{kk
2- izh ;wfuoflZVh ijh{kk gk;j lSd.Mjh ijh{kk
42-
42- dydŸkk dydŸkk fo’ofo|ky;] fo’ofo|ky;] dksydkrk
dksydkrk
1- gkbZ Ldwy ijh{kk ek/;fed ijh{kk
2- izh ;wfuoflZVh ijh{kk gk;j lSd.Mjh ijh{kk
43-
43- dsjy dsjy fo’ofo|ky;] fo’ofo|ky;] f=osUnze
f=osUnze
1- eSfVªdqys’ku ijh{kk ek/;fed ijh{kk
2- izh ;wfuoflZVh ijh{kk gk;j lSd.Mjh ijh{kk
44-
44- oksds’kuy oksds’kuy gk;j gk;j lSd.Mjh lSd.Mjh ,T;wds’ku ,T;wds’ku cksMZ] cksMZ] f=osUnze f=osUnze ¼dsjy ¼dsjy ljdkj ljdkj f’k{kk
f’k{kk
foHkkx½
foHkkx½
oksds’kuy gk;j lSd.Mjh ijh{kk
¼O;kolkf;d½
mPp ek/;fed ijh{kk
45-
45- xksgkVh xksgkVh fo’ofo|ky;] fo’ofo|ky;] xksgkVh
xksgkVh
1- eSfVªdqys’ku ijh{kk ek/;fed ijh{kk
46-
46- tEew tEew ,.M ,.M d’ehj d’ehj fo’ofo|ky;] fo’ofo|ky;] Jhuxj@tEew Jhuxj@tEew
Jhuxj@tEew
1- eSfVªdqys’ku ijh{kk ek/;fed ijh{kk
47-
47- tknoiqj tknoiqj fo’ofo|ky;] fo’ofo|ky;] dksydkrk dksydkrk ¼dksydkrk½
¼dksydkrk½
1- fizisjsVjh ¼vkVZl ,.M lkbUl½ ijh{kk
¼f=o"khZ; fMxzh dkslZ esa izos’k ds fy;s lapkfyr½
gk;j lSd.Mjh ijh{kk
48-
48- nsgyh nsgyh fo’ofo|ky;] fo’ofo|ky;] nsgyh
nsgyh
DokyhQkbax ijh{kk gk;j lSd.Mjh ijh{kk
49-
49- ukxiqj ukxiqj fo’ofo|ky;] fo’ofo|ky;] ukxiqj
ukxiqj
1- gkbZ Ldwy ijh{kk ek/;fed ijh{kk
2- izh ;wfuoflZVh ijh{kk gk;j lSd.Mjh ijh{kk

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XXXII
1 2 3
50-
50- iatkc iatkc fo’ofo|ky;] fo’ofo|ky;] p.Mhx

vuqnsf’kdk&2012
vuqnsf’kdk&2012
XXXIII
1 2 3
59-
59- Jherh Jherh ukFkhckbZ ukFkhckbZ nkeksnjnkl nkeksnjnkl Bkdjlh Bkdjlh foesUl foesUl fo’ofo|ky;] fo’ofo|ky;] eqEcbZ eqEcbZ
eqEcbZ
1- gkbZ Ldwy ijh{kk ek/;fed ijh{kk
2- izh ;wfuoflZVh ijh{kk gk;j lSd.Mjh ijh{kk
60-
60- dukZVd dukZVd fo’ofo|ky;] fo’ofo|ky;] fo’ofo|ky;] /kkjokM+
/kkjokM+
izh ;wfuoflZVh ijh{kk gk;j lSd.Mjh ijh{kk
61-
61- lEcyiqj lEcyiqj fo’ofo|ky;] fo’ofo|ky;] fo’ofo|ky;] lEcyiqj
lEcyiqj
izh ;wfuoflZVh ijh{kk gk;j lSd.Mjh ijh{kk
62-
62- f’kokth f’kokth fo’ofo|ky;] fo’ofo|ky;] dksYgkiqj
dksYgkiqj
izh ;wfuoflZVh ijh{kk gk;j lSd.Mjh ijh{kk
63-
63- mLekfu;k mLekfu;k fo’ofo|ky;] fo’ofo|ky;] gSnjkckn
gSnjkckn
eSfVªdqys’ku ijh{kk
¼10 oha LVs.MMZ] U;w jsxqys’ku½
ek/;fed ijh{kk
64-
64- enqjkbZ enqjkbZ fo’ofo|ky;] fo’ofo|ky;] enqjkbZ
enqjkbZ
eSfVªdqys’ku ijh{kk ek/;fed ijh{kk
65-
65- tkfe;k tkfe;k fefy;k fefy;k bLykfe;k] bLykfe;k] ubZ ubZ fnYyh
fnYyh
tkfe;k gk;j lSd.Mjh ijh{kk gk;j lSd.Mjh ijh{kk
vU; vU; laLFkk,a
laLFkk,a
66-
66- jk"Vªh; jk"Vªh; laLd`r laLd`r laLFkku] laLFkku] ubZ ubZ fnYyh
fnYyh
e/;ek ijh{kk mik/;k;@gk;j lSd.Mjh ijh{kk
67-
67- xq:dqy xq:dqy dkaxM+h dkaxM+h fo’ofo|ky;] fo’ofo|ky;] gfj}kj gfj}kj ¼mŸkjkapy½
¼mŸkjkapy½
1- fo|kf/kdkjh ijh{kk
¼nks o"khZ; ikB~;dze½
ek/;fed ijh{kk
2- fo|k fouksn ijh{kk gk;j lSd.Mjh ijh{kk
68-
68- xq:dqy xq:dqy xq:dqy egkfo|ky;] egkfo|ky;] egkfo|ky;] Tokykiqj Tokykiqj Tokykiqj gfj}kj gfj}kj gfj}kj ¼mŸkjkapy½ ¼mŸkjkapy½
¼mŸkjkapy½
1- fo|kjRu ijh{kk
¼mDr ijh{kk vaxzsth vfuok;Z fo"k;ksa lfgr
ek/;fed ijh{kk@izosf’kdk ijh{kk
69-
69- izR;sd fo"k; esa U;wure 33 izfr’kr vad izkIr dj mŸkh.kZ gks½
ljnkj ljnkj oYyHk oYyHk HkkbZ HkkbZ fo|kihB fo|kihB oYyHk oYyHk fo|kuxj fo|kuxj ¼vkuUn½
¼vkuUn½
fizisjVjh ijh{kk gk;j lSd.Mjh ijh{kk
70-
70- cksMZ cksMZ vkWQ vkWQ b.VjehfM;V b.VjehfM;V ,.M ,.M lSd.Mjh lSd.Mjh ,T;wds’ku] ,T;wds’ku]

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XXXIV
1 2 3
71-
71- phl phl dkWyst
dkWyst
fMIyksek ijh{kk ek/;fed ijh{kk
72-
72- bf.M;u bf.M;u usoh
usoh
gk;j ,T;wds’ku VsLV ek/;fed ijh{kk
73-
73- usiky usiky ljdkj
ljdkj
,l-,y-lh- ijh{kk ek/;fed ijh{kk
74-
74- Vªkoudksj Vªkoudksj LVsV
LVsV
bafXy’k Ldwy yhfoax lVhZfQdsV ,Xtkfeus’ku ek/;fed ijh{kk
75-
75- cekZ
cekZ
bafXy’k gkbZ Ldwy ,.M ,sxyks oukZD;wyj
gkbZ Ldwy ,Xtkfeus’ku
ek/;fed ijh{kk
76-
76- dksphu dksphu LVsV
LVsV
,l-,l-,y-lh- ijh{kkvksa
¼;fn ijh{kk mŸkh.kZ ijh{kkFkhZ enzkl
fo’ofo|ky; esa izos’k ds ;ksX; gks½
ek/;fed ijh{kk
77-
77- lhyksu lhyksu ¼Jhyadk½
¼Jhyadk½
th-lh-bZ- ¼vkfMZujh ysoy½ ek/;fed ijh{kk
78-
78- ÝsUp ÝsUp ÝsUp ijh{kk,a
ijh{kk,a
1. Brevet Elementiar (Francais) ek/;fed ijh{kk
2. Brebeted Etnds de premier
Cycle (BEPC)
ek/;fed ijh{kk
3. Breveted Ensignment Premic
superior de Language Indienne (Tamil)
ek/;fed ijh{kk
4. Breveted Language Indienne
(Telgu & Malayalam)
ek/;fed ijh{kk
79-
79- nh nh nh ;wjksfi;u ;wjksfi;u ;wjksfi;u Ldwy Ldwy bu lsUVªy izksfoUl ,.M vnj vnj izksfoUl
gkbZ Ldwy ijh{kk ek/;fed ijh{kk
80-
80- nh nh yUnu yUnu ;wfuoflZVh] ;wfuoflZVh] yUnu
yUnu
1- esfVªdqys’ku ijh{kk ek/;fed ijh{kk
2- nh tujy lVhZfQdsV vkWQ ,T;wds’ku
¼vkfMZujh½
ek/;fed ijh{kk

vuqnsf’kdk&2012
vuqnsf’kdk&2012
XXXV
1 2 3
81-
81- nh nh bf.M;u bf.M;u QkslZ
QkslZ
esfVªdqys’ku VsLV ek/;fed ijh{kk
82-
82- nh nh bf.M;u bf.M;u vkehZ
vkehZ
1- Lis’ky lVhZfQdsV vkWQ ,T;wds’ku
¼uoEcj 1980 ds ckn ls mDr ijh{kk cUn dj nh xbZ½
ek/;fed ijh{kk
2- lSfud izf’k{k.k funs’kky;] ubZ fnYyh
¼1980 ds dsUnzh; cksMZ ikB~;dze ij vk/kkfjr½
ek/;fed ijh{kk
3- vkehZ gk;j lSd.Mjh lVhZfQdsV
,T;wds’ku ijh{kk
gk;j lSd.Mjh ijh{kk
83-
83- nh nh fczfV’k fczfV’k flfoy flfoy lfoZlst lfoZlst deh’ku deh’ku QkslsZt
QkslsZt
izhfyfeujh ijh{kk ek/;fed ijh{kk
84-
84- jk"Vªh; jk"Vªh; bf.M;u bf.M;u fefyVªh fefyVªh dkWyst] dkWyst] nsgjknwu
nsgjknwu
vkj-vkbZ-,e-lh- gk;j lSd.Mjh
fMIyksek ijh{kk
gk;j lSd.Mjh ijh{kk
85-
85- lEiw.kkZuUn lEiw.kkZuUn lEiw.kkZuUn laLd`r laLd`r fo’ofo|ky;] fo’ofo|ky;] fo’ofo|ky;] okjk.klh
okjk.klh
1- izFkek v"Ve led{k
2- iwoZ e/;ek ¼vaxzsth lfgr½
¼nks o"khZ; ikB~;dze½
izosf’kdk
3- e/;ek ¼vaxzsth lfgr½ mik/;k;
4- mŸkj e/;ek ¼vaxzsth lfgr½
¼nks o"khZ; ikB~;dze½
¼led{krk dsoy laLd`r ijh{kkvksa ds fy,½ o"kZ 2001 rd
ofj"B mik/;k;
86-
86- cuLFkyh cuLFkyh fo|kihB] fo|kihB] cuLFkyh
cuLFkyh
1- lSd.Mjh ijh{kk
¼nks o"khZ; ikB~;dze mŸkh.kZ½
ek/;fed ijh{kk
87-
87- 2- lhfu;j lSd.Mjh ijh{kk lhfu;j lSd.Mjh ijh{kk
mŸkjizns’k mŸkjizns’k ek/;fed ek/;fed laLd`r laLd`r f’k{kk f’k{kk ifj"kn~ ifj"kn~ ’kkgehuk ’kkgehuk jksM] jksM] y[kuÅ
y[kuÅ
¼lEiw.kkZuUn ¼lEiw.kkZuUn laLd`r laLd`r fo’ofo|ky;] fo’ofo|ky;] okjk.klh okjk.klh ds ds ikB~;dzekuqlkj½
ikB~;dzekuqlkj½
1- iwoZ e/;ek izosf’kdk
2- e/;ek ¼vaxzsth lfgr½ mik/;k;
3- mŸkj e/;ek ¼vaxzsth lfgr½ ofj"B mik/;k;

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XXXVI
88-
88- jktLFkku jktLFkku LVsV LVsV vksiu vksiu Ldwy] Ldwy] t;iqj
t;iqj
1- lSd.Mjh Ldwy ijh{kk ek/;fed ijh{kk
¼U;wure ikap fo"k;ksa lfgr izR;sd fo"k; esa 33 izfr’kr vadksa lfgr mŸkh.kZ½
2- lhfu;j lSd.Mjh ijh{kk mPp ek/;fed ijh{kk
¼33 izfr’kr vadksa lfgr mŸkh.kZ½
89-
89- ;wfuoflZVh ;wfuoflZVh vkWQ vkWQ dsfEczt dsfEczt bUVjus’kuy bUVjus’kuy ,Xtkfeus’ku
,Xtkfeus’ku
vkbZ-th-lh-,l-bZ- ek/;fed ijh{kk
¼bUVjus’kuy tujy lVhZfQdsV vkWQ lSd.Mjh ,T;wds’ku½
¼l= 2009&10 ls½
uksV uksV %
% okjk.klh laLd`r fo’ofo|ky;] okjk.klh ds }kjk tkjh izek.k i=ksa dks vekU;
le>k tk;s rFkk lu~ 1974 ds iwoZ okjk.k;sl laLd`r fo’ofo|ky; }kjk tkjh izek.k
i= gh oS/k jgsaxsA lu~ 1974 ds i’pkr blh fo’ofo|ky; dk uke ^^lEiw.kkZuUn
laLd`r fo’ofo|ky;** gksus ls oS/krk blh uke ls cuh jgsxhA
fVIi.kh fVIi.kh %
% lSUVªy cksMZ vkWQ gk;j ,T;wds’ku rFkk bZLV iVsyuxj] ubZ fnYyh fLFkr lSUVªy
cksMZ vkWQ gkbZ ,T;wds’ku] ljdkj }kjk ekU;rk izkIr laLFkk,a ugha gSaA

vuqnsf’kdk&2012
vuqnsf’kdk&2012
izek.k&i= izek.k&i= dh dh dh izfrfyfi izfrfyfi izfrfyfi ysus ysus gsrq gsrq vkosnu&i= vkosnu&i= dk dk uewuk uewuk
uewuk
XXXVII
ijh{kkFkhZ dk uke -------------------------------------------------------------------------------------------------------------------------------firk
dk uke Jh -------------------------------------------------------------------------------------------------------------------------------ekrk
dk uke Jherh ------------------------------------------------------------------------------------------------------------------------mÙkh.kZ
ijh{kk ds uke ds Åij ¼ ✓ ½ dk fu”kku vafdr djsa&lSad.Mjh@
gk;jlSd.Mjh@izosf”kdk@mik/;k;@gkbZ Ldwy@lhfu;j gk;j lSd.Mjh @ofj’B mik/;k;
mÙkh.kZ ijh{kk dk fooj.k %&
ijh{kk dk uke ukekad o’kZ
o’kZ ------------------------------ 19 --------------------eq[;
ijh{kk 19
ukekad ¼Roll No.½ eq[; ----------------------- eq[; ijh{kk (Supply) 19
eq[; ijh{kk 19
iwjd----------------------eq[; ijh{kk 19
Js.kh ¼Division½ ----------------------------------------
“kkyk dk uke ¼fu;fer ijh{kkFkhZ gsrq½------------------------------------------------------------------------------------------dsUnz
dk uke ¼fu;fer@Lo;aikBh gsrq½ --------------------------------------------------------------------------------------fu/kkfjr
“kqYd ` 75@& o’kZ 2000 ls iwoZ mÙkh.kZ ijh{kk gsrq rRi”pkr~ mÙkh.kZ
ijh{kkFkhZ gsrq ` 100@& izfro’kZ :- ¼izfr izek.k&i=½
cksMZ dk;kZy; esa Hkstus dk fooj.k
izek.k i= izfrfyfi ekaxus dk dkj.k [kks x;k gS@u’V gks x;k gS ;k vU; dksbZ dkj.k
-------------------------------------------------------------------------------------------------------------------------------------------------------------------
¼lgh ¼ ✓ ½ dk fu”kku yxk;sa ½
i`’B Hkkx ds vuqlkj fu/kkZfjr “kiFk i= layXu gSA vr% izek.k i= dh izfrfyfi tkjh djus
dk d’V djsaA
dsoy iwjd ijh{kk ls mŸkh.kZ
ifj{kkfFkZ;ksa ds fy,
gLRkk{kj ijh{kkFkhZ ------------------------------------------------------fnukad
--------------------- iwoZ irk ------------------------------------------------------------------------
uksV uksV & & izek.k i= izfrfyfi
Nk=@Nk=k dks cksMZ dk;kZy; esa
ugha nh tkrh gSA dsoy jftLVMZ
Mkd ls gh Hksth tkrh gSA vr%
izkFkhZ iw.kZ irk fiu dksM lfgr
Li’V vafdr djsaA
----------------------------------------------------------------------------------------
----------------------------------------------------------------------------------------
------------------------------ fiu dksM ------------------------------------
Mob. No./ Cell Phone -----------------------------------yS.M
ykbZu ua- -----------------------------------

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XXXVIII
izfrfyfi izfrfyfi izek.k&i= izek.k&i= izkIr izkIr djus djus gsrq gsrq ’kiFk&i= ’kiFk&i= ’kiFk&i= dk dk uewuk
uewuk
¼nl ¼nl :i;s :i;s ds ds LVkEi LVkEi LVkEi isij isij ij ij vafdr vafdr djuk djuk djuk gS½
gS½
1- eSa ---------------------------------------- iq=@iq=h Jh -------------------------------------------- tkfr ------------------fuoklh
¼irk½------------------------------------------------------ “kiFk iwoZd c;ku djrk@djrh gw¡ fd eSaus
ek/;fed f”k{kk cksMZ] jktLFkku ls gkbZ Ldwy@lSd.Mjh Ldwy@gk;j lSd.Mjh@izosf”kdk
@lhfu;j gk;j lSd.Mjh@ofj’B mi/;k;@mik/;k; ijh{kk o’kZ ------------------------ esa ukekad
¼Roll No.½ eq[; ijh{kk --------------------] iwjd ijh{kk ukekad ----------------- o’kZ -----------------] f}rh;
volj iwjd ijh{kk ukekad ------------------r`rh; volj iwjd ijh{kk ukekad ---------------------- o’kZ ----------- ls
fu;fer ¼Regular½ Lo;aikBh ¼Private½ ijh{kkFkhZ ds :i es a --------------------------- ftys a ls ----------- Js.kh
¼Division½ esa mÙkh.kZ dh FkhA
2- 2- esjk mijksDRk ijh{kk dk ewy izek.k i= tks fd cksMZ dk;kZy; ls izkIr gqvk Fkk] [kks
x;k gS@ty x;k gS@QV x;k gS@ “kkyk ls esjs u ysus ds dkj.k cksMZ }kjk u’V dj fn;k
x;k gS ---------------------- ds dkj.k [kjkc gks x;k gS tks ewy gh layXu gSA
3- 3- mDr dkj.k ls eq>s vius ewy izek.k i= dh izfrfyfi dh vko”;drk gSA
4- 4- eSa ------------------------------------------------------------- “kiFk iwoZd c;ku djrk@djrh gw ¡ fd bl “kiFk
i= esa Åij fy[kh gqbZ lHkh ckrsa fcYdqy lR; gSa blesa dksbZ feF;k ugha gS rFkk dksbZ ckr
fNikbZ ugha gS A bZ”oj blds fy, essjk lk{kh gSA ;fn blesa of.kZr rF; dHkh Hkh vlR; gks
rks esjs fo:) dk;Zokgh djus gsrq cksMZ dks iw.kZ vf/kdkj gksxkA
1- ------------------------------------------------ ¼gLrk{kj fgUnh esa½
fnuakd ----------------------- 2- ------------------------------------------------ ¼gLrk{kj vaxzsth esa½
vko{k fp= ds fy, LFkku
vko{k fp= ij Hkh
U;k;k/kh”k@uksVsjh
ifCyd ds gLrk{kj
in dh jcj lhy
yxh gks
irk % ¼ftl ij izek.k i= dh izfrfyfi eaxkuh gks½
---------------------------------------------------------------------------------------------------------------
---------------------------------------------------------------------------------------------------------------
---------------------------------------------------------------------------------------------------------------
-------------------------------------------- fiu dksM ---------------------------------------------
Mob No.--------------------------- Cell Phone No. -----------------------------
Jh --------------------------------------------------------------------------------------------- iq=@iq=h Jh ------------------------------------------fuoklh
-------------------------------------------------- us ftldk ifjp; Jh ------------------------- us fn;k gS] us esjs
le{k vkt fnukad --------------------------- dks mDr “kiFk yhA
dksVZ@uksVsjh ifCyd gLrk{kj izFke Js.kh U;k;k/kh”k@
xksy lhy uksVsjh ifCyd rFkk
in dh jcj lhy

vuqnsf’kdk&2012
vuqnsf’kdk&2012
vko’;d vko’;d lwpuk
lwpuk
XXXIX
jktLFkku ds ckgj ls vk;s lSd.Mjh Ldwy ,oa led{k ijh{kk
mÙkh.kZ Nk=@Nk=kvksa dks “kkyk dh d{kk&11 ,oa d{kk&12 es a izos”k
nsus ls iwoZ d`i;k /;ku j[ksa fd bl dk;kZy; ls ik=rk izek.k&i=
izkIr fd;s fcuk fdlh Hkh fLFkfr esa “kkyk esa izos”k u nsaA izk;% ns[kk
x;k gS fd “kkyk iz/kku Nk=ksa ds ijh{kkFkZ vkosnu i= vxzsf’kr djrs
le; gh ik=rk izk.k i= gsrq vkosnu djrs gSaA ml le; cksMZ }kjk
muds izys[kksa dh tkap djus ij ik;k tkrk gS fd dfri; Nk=
d{kk&12 esa izos”k ;ksX; ugha gksrs gSaA ,slk djus ls Nk=@Nk=k ds nks
lky ¼d{kk & 11 o 12½ cckZn gks tkrs gSaA blh izdkj Nk=ksa ds
vkosnu i= cksMZ }kjk tkap djrs le; mijksDr deh ik;h tkrh gSA
QyLo:i Nk=@Nk=k vius izos”kkFkZ ekeyksa dks ysdj U;k;ky; esa
;kfpdk nk;j djrs gSa blds dkj.k cksMZ dh Nfo /kwfey gksrh gSA
d`i;k ,slh fLFkfr fdlh Hkh ifjfLFkfr esa mRiUu ugha djs aA
vxj “kkyk iz/kku }kjk mijksDr =qfV dh tkrh gS rks iw.kZ ftEesnkjh
“kkyk iz/kku dh gh gksxhA ,sls lHkh ekeyksa esa funs”kd] izkFkfed ,oa
ek/;fed f”k{kk] jktLFkku] chdkusj dks cksMZ }kjk foLr`r fjiksVZ vko”;d
dk;Zokgh gsrq is zf’kr dh tkosxhA
ik=rk izek.k i= izkIr djus gsrq ewy vadrkfydk] izotu
izek.k&i=- e; Nk;k izfr ds o “kqYd ds ` 50@& izkIr dj vki
}kjk vxzsf’kr izkFkZuk i= dh tqykbZ ds izFke@f}rh; lIrkg esa
iathd`r Mkd ls dk;kZy; dks vo”; fHktok nsa rkfd le; ls vkidsk
ik=rk izek.k&i= fHktok;k tk ldsA foyEc ls iszf’kr izkFkZuk i= ij
fopkj djuk lEHko ugha gksxk ftldk lEiw.kZ mÙkjnkf;Ro vki Lo;a
dk gksxkA Lov/;;u ds ekeys esa funsZa”kkuqlkj dk;Zokgh dj
tqykbZ@vxLr ekg esa vuqefr izkIr dj ysaA

vuqnsf’kdk&2012 vuqnsf’kdk&2012
XL
vko’;d vko’;d lwpuk
lwpuk
1- 1- 1- cksMZ dk;kZy; }kjk ijh{kk izkjEHk gksus ls iwoZ fu;fer Nk=ksa dh
ukekoyh ¼uksehuy jksy½ “kkykvksa dks iqf’V gsrq Hksth tkrh gS] ftlls
fd “kkyk iz/kku uksehuy jksy dk vius “kkyk vfHkys[kksa ls feyku djsaA
;fn dksbZ la”kks/ku visf{kr gks rks bl dk;kZy; dks “kh?kz gh lwfpr
djuk pkfg,] ftlls la”kks/ku ;Fkkle; gks ldsA la”kks/ku ugha gksus
ls ijh{kk ifj.kkke ?kksf’kr gksus ds i”pkr~ tc Nk= dks vadrkfydk
izek.k&i= vkfn tkjh dh tkrh gS rks ml le; vuko”;d dk;Zokgh
la”kks/ku gsrq djuh iM+rh gSA
2- 2- 2- tks “kkyk,a uo ØeksUur gqbZ gSa] mUgsa cksMZ dk;kZy; esa ekU;rk
“kqYd tek djkdj ik=rk gsrq vkosnu ;Fkkle; dj ysuk pkfg,A
fcuk ekU;rk izfØ;k izkjEHk gq, fu;fer ijh{kkfFkZ;ksa ds vkosnu i=
Lohdkj ugha fd;s tk;saxsA
&% &% lEidZ lw= lw= %&
%&
nwjHkk"k nwjHkk"k ¼dk;kZy;½
¼dk;kZy;½
funs”kd ijh{kk 0145&2420071
lfpo 0145&2420597
ih-ch-,Dl- 0145&2632866 ls 2632873
ijh{kk&f}rh; ¼izys[k foHkkx½ 257] 259 rFkk 201 (Ext.)
QSDl 0145&2627394