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lqe'jg ljZjljBfno
OlGhlgol/ª cWoog ;+:yfg
:gfts -aL=O{=÷aL=cfs{=_ txsf]
k|j]z–k/LIff tyf SofDk; egf{;DaGwL
hfgsf/L k'l:tsf
@)&!
s[kof of] k'l:tsf Wofg lbP/
k9\g'xf]nf .
7
k|j]z–k/LIffsf] s"n k|fKtfª\s k|ltztsf] cfwf/df
O=c=;+= n] tf]s]sf] Go"gtd k|fKtfª\s / ;f]
eGbf a9L k|fKtfª\s k|ltzt ePsf k/LIffyL{x?sf]
of]Uotfqmd ;"rL @)&! efb| !# ut] k|sflzt
ul/g]5
.
of]Uotffqmd
;"lrleq
k/]sf
ljBfyL{x¿n]
cfkm"n]
k9\g
rfx]sf]
SofDk;/sn]hx?df cfj]bg lbg'kg]{5 . pQm
cfj]bgsf cfwf/df ;DalGwt SofDk; ÷sn]hx¿n]
;+rflnt sfo{qmdx?sf] nflu lgwf{l/t sf]6fdf
of]Uotfqmdsf] egf{ ;"rL k|sflzt ug]{5g\ / nIo
adf]lhdsf] egf{ ;DkGg ug]{5g\ .
cfls{6]Sr/ sfo{qmddf egf{sf nflu gfd k|sflzt
ePsf cfj]bsx?nfO{ SofDk;÷sn]hx?n]] 5'§}
em'sfj k/LIff (Aptitude Test) lng]5g\ / pQm
k/LIffdf pQL0f{ eP kl5 dfq egf{sf nflu clGtd
5gf}6 ePsf] dflgg]5 .
8
:gfts -aL=O{÷aL=cfs{_ txsf] k|a]z–k/LIffsf] nflu cfa]bg / k|a]z–
k/LIff ;DaGwL sfo{qmd @)&!
;"rgf k|lalwsf] cfwf/df sDKo'6/ k/LIff k|0ffnLsf] lalw dfkm{t lnOg]
k|yd r/0fsf] k|a]z–k/LIffsf nflu Online cfa]bg eg{] ldlt / ;do M–
ldlt @)&! cfiff9 !) ut] laxfg !)M)) ah]b]lv @)&! cfiff9 @@ ut] ;f+em
%M)) ah] ;Dd .
k|a]z–k/LIff M
ldlt
;do
ljifo
@)&! cfiff9 @% ut] laxfgsf] l;ˆ6 !!M)) ah] ul0ft
lbp;f]sf] l;ˆ6 )#M)) ef}ltszf:q
ah]
c+u|]hL
/;fogzf:q
@)&! cfiff9 @^ ut] l;ˆ6 M
Engineering Apptitude
b]lv @)&! >fj0f ( ut] laxfg !!M)) ah]
;Dd
lbgsf] !M)) ah]
lbgsf] #M)) ah]
;fFem %M)) ah]
k|yd r/0fsf] sDKo'6/ k/LIff k|0ffnL af6 ;+rfng ePsf] k|a]z–k/LIffsf]
glthf k|sfzg M
;"rL k|sfzg ldlt
@)&! >fj0f !@ ut]
k|yd r/0fsf] ;"rgf k|lalwsf] cfwf/df sDKo'6/ k/LIff k|0ffnLsf lalwaf6
lnO{Psf] k|a]z–k/LIffdf Go"gtd #)Ü -k|ltzt_ c+s k|fKt u/]sf k/LIffyL{x?n]
dfq bf]>f] r/0fsf] lnlvt k/LIff df ;lDdlnt x'g kfpg]5g .bf]>f] r/0fsf] lnlvt
k/LIff ;DaGwL ;do tflnsf kl5 k|sflzt ul/g]5 .
9
:gfts aL=O{÷aL=cfs{ txsf] k|a]z–k/LIff ;DaGwL laz]if ;"rgf M
;"rgf k|lalwsf] cfwf/df ul/g] k|yd r/0fsf] sDKo'6/ k|0ffnLsf] lalw dfkm{t
pQ/ lb+bf lgDg a'+bfx?df Wofg lbg'xf]nf M–
!= sDKo'6/sf] Monitor df k|Zgx?sf ;fy} pQ/x? pknAw x'g]5g .
@= Monitor df pknAw k|Zgsf] pQ/sf] nflu k|To]s k|Zgsf] $ j6f Option
lbOPsf] x'g]5 .
#= k|To]s k|Zgsf] 7Ls pQ/ sDKo'6/ Mouse sf] ;xfotfn] Click ug{'kg{]5 .
$= olb Click u/]sf] pQ/ gldn]df k'gM ;xL pQ/sf] nflu Click ug{ ;lsG5 .
%= unt pQ/sf] @%Ü c+s 36fOg] 5 .
bf]>f] r/0fsf] lnlvt k/LIff k|0ffnLsf] ;Dk"0f{ pQ/ k'l:tsf hfFRg] sfo{
Computer dfWodaf6 ul/g] x'Fbf pQ/ lbFbf lgDg a'Fbfx¿ Wofgk"j{s k9\g
;"lrt ul/G5 M
!= k|Zgkq;Fu 5'§} Answer Sheet pknAw u/fOg] 5 .
@= pknAw u/fOPsf] Answer Sheet df k|To]s k|Zgdf $ j6f a[t'nfsf/
lrGx lbOPsf] x'G5 .
#= k|To]s k|Zgsf] 7Ls pQ/ ;DalGwt k|Zg–gDa/ cGt/utsf]
lrGxdf pknAw u/fO{Psf] sndaf6 d;Ln] k"/f eg'{kg]{ 5 . h:t}M
sf]
a[t'nfsf/
$= sndn] a[t'nfsf/df d;L e/L ;s]kl5 ;RofpFg gldNg] ePsfn] d;L eg'{ cl3
/fd|/L ;f]r larf/ u/L ;lx pQ/ olsg eP kl5 dfq d;L eg{sf nflu hfgsf/L
u/fO{G5 .
O=c=;+= k|j]z k/LIff af]8{åf/f k|sflzt
of]Uotfqmdsf] ;"rLdf gfd pNn]v ePsf
cfa]bsx¿dWo]af6
;DalGwt
SofDk;÷sn]hx¿n]
cf–cfkm\gf]
SofDk;÷sn]hdf k7gkf7g x'g] ljifox¿df
cfj]bg cfXjfg u/L of]Uotfqmd cg';f/
10
11
ljifo–;"rL
qm=;+ ljifo
=
!=
OlGhlgol/ª cWoog ;+:yfgsf] ;+lIfKt kl/ro
@=
OlGhlgol/ª cWoog ;+:yfgcGtu{tsf cflËs SofDk;x¿
kfgf g+=
!
!
#=
:gfts -aL=O{=÷aL=cfs{_ txsf] k|j]z–k|lqmof
&
$=
%=
(
(
^=
5gf]6sf] cfwf/ / ;"rL–k|sfzg
O=c=;+= cGtu{tsf cflËs tyf lq=lj= af6 ;DaGwg k|fKt
SofDk;÷sn]hx¿sf] egf{ ;"rL k|sfzg / egf{ k|lqmof
cflËs SofDk;x¿sf ljleGg sf]6f / ;'/lIft :yfg
(
&=
egf{ x'Fbf k]; ug'{kg]{ sfuhkqx¿
!!
*=
egf{–/2 / w/f}6L lkmtf{
!@
(=
!#
!)=
!!=
cflËs SofDk;x¿sf] :gfts -aL=O{=÷aL=cfs{=_ txsf]
z'Ns ljj/0f
lq=lj= btf{, SofDk; kl/ro kq / k':tsfno ;b:otf kq
k/LIff–k|0ffnL
!@=
!#
!$=
v08ut egf{–/f]Ssf
5fqj[lQ / kbs
ljBfyL{x¿sf] cfrf/–;+lxtf
!%
!%
!^
!%=
!^=
!&=
cfrf/–;+lxtf;DaGwL sf/afxL / ;hfo
cGo hfgsf/L
kf7\oqmd tyf k/LIff k|0ffnL
!*
!(
@!
@!
@^
@&
#)
IOE B.E./B.Arch. Entrance Examination Curriculum
Summary of Marks Distribution
Sample Questions
Regulations
!$
!$
12
!= OlGhlgl/ª cWoog ;+:yfgsf] ;+lIfKt kl/ro
lqe'jg ljZjljBfno cGtu{tsf kfFr cWoog ;+:yfgx? dWo] OlGhlgol/ª cWoog ;+:yfg Ps xf] .
o;sf] :yfkgf gofF lzIff of]hgf ;Fu} lj=;+= @)@( ;fndf ePsf] xf] . :yfkgf sfndf o;n] /fli6«o
cfjZostf cg'¿ksf dWod tyf pRr txsf OlGhlgol/ª hgzlQm cyf{t\ cf]e/l;o/ / OlGhlgo/x¿
pTkfbg ug]{, ljleGg txsf hgzlQmnfO{ tflnd lbg] / b]zsf] OlGhlgol/ª If]qsf] k|fljlws Ifdtf
clej[l4 ug]{ p2]Zo /fvL cg';Gwfg ug]{ tyf k/fdz{ ;]jf pknAw u/fpg] d"ne"t p2]Zox¿ /fv]sf]
lyof] . oL p2]Zox¿ k|flKtsf nflu xfn OlGhlgol/ª cWoog ;+:yfg cGtu{t rf/j6f cf+lus
SofDk;x¿ ;~rflnt 5g\ . tL SofDk;x?, s]Gb|Lo SofDk;, k'Nrf]s -nlntk'/_, yfkfynL SofDk; sf7df8f}+_, k"jf{~rn SofDk; -w/fg_ / klZrdf~rn SofDk; -kf]v/f_ x'g\ . pRr lzIffdf gLlh tyf
;d'bfosf] e"ldsfnfO{ klg kl/rfng ug]{ ;/sf/sf] nIo cg'?k OlGhlgol/ª lzIff k|bfg ug{sf nflu
lq=lj=af6 ;DaGwg k|fKt u/]sf cGo !) j6f sn]hx? klg O=c=;+:yfg cGtu{t ;~rfngdf /x]sf 5g\
. O{lGhlgol/ª ljwfsf ljleGg If]qx?df pRr :t/Lo bIf hgzlQm pTkfbg ug'{sf ;fy} ;f]w tyf
cg';Gwfgsf If]qx?df ;d]t g]t[Tjbflo e"ldsf lgaf{x ug'{ kg]{ cfhsf] r'g}ltk"0f{ cfjZostfnfO{ o;n]
cfˆgf] uxg lhDd]jf/Lsf] ?kdf lnFb} cfPsf] 5 .
@=
O=c=;+= cGtu{tsf cf+lus SofDk;x¿sf] ;+lIfKt kl/ro
@=!
s]Gb|Lo SofDk;, k'Nrf]s, nlntk'/
lj=;+= !(*& ;fn kmfNu'g !( ut] pb\3f6g eP/ sf7df8f}+sf] j;Gtk'/, -xfn gjcfbz{ dfWolds ljBfno
/x]sf] 7fpF_ df Pp6f 6]lSgsn :s"n ;+rfngdf lyof] . ;f] :s"ndf k|f/Dedf 6]S;6fon ;DalGw
k|lzIf0f k|bfg ug{ z'? ul/of] . lj=;+= !((( r}q !@ ut] b]lv P;=Pn=;L= pQL0f{ ljBfyL{x¿nfO{
egf{ u/L @ jif{] l;len OlGhlgol/ª ;a–cf]e/l;o/sf] k|lzIf0f lbg] sfd k|f/De eof] . pQm
:s"nnfO{ lj=;+= @))@ ;fndf lq–rGb| SofDk; xftfdf ;fl/Psf] lyof] . lj=;+= @))& ;fndf pQm
6]lSgsn :s"nnfO{ OlGhlgol/ª :s"ndf kl/0ft ul/of] . ;f] :s"ndf lj=;+= @)!! ;fnb]lv l;len
OlGhlgol/ª sfo{qmddf @ jif]{ cf]e/l;o/ sfo{qmd ;'? eof] . ;f] sfo{qmd cGtu{t Ps jif{ dfq
k|lzIf0f lnPsf] v08df ;a–cf]e/l;o/ x'g] k|fjwfg lyof] . t/, b'O{jif]{ cf]e/l;o/ sfo{qmdsf] k|lzIf0f
klxnf] aif{ ;lsP kl5 bf];|f] jif{ ;'? gxF'b} aGb eof] . o;/L aGb ePsf] sfo{qmd lj=;+= @)!%
;fnb]lv lgoldt egf{ u/L k"gM ;+rfngdf NofOof] . of] sfo{qmddf lj=;+= @)!! ;fndf sfo{qmd
aGbeO{ Ps jif{sf] k|lzIf0f dfq k"/f u/L a;]sf ljBfyL{x¿nfO{ ;d]t bf];|f] jif{b]lvsf] kf7\of+zdf
egf{ lnP/ lj=;+= @)!^ ;fndf l;len cf]e/l;o/sf] klxnf] ;d"xsf] pTkfbg eof] . To;sf] Ps jif{kl5 o;
:s"nnfO{ hfjnfv]n, nlntk'/
-xfn k|zf;lgs k|lzIf0f k|lti7fg /x]sf] 7fpF_ df ;fl/of] . lj=;+=
@)@# ;fndf OlGhlgol/ª :s"nsf] gfdfs/0f 'g]kfn OlGhlgol/ª OlG:6Ro'6 eof] . o;} ;fn pQm
;+:yf hfjnfv]naf6 k'Nrf]s:yLt cfgGb lgs]tgsf] xftfdf ;fl/of] / @ jif{sf] cf]e/l;o/sf] cWoog
cjlwnfO{ # jif{ ul/of] . lj=;+= @)@* ;fn b]lv l;len OlGhlgol/ª sfo{qmdsf cltl/Qm On]lS6«sn
OlGhlgol/ª sfo{qmd ;'? ul/of] eg] # jif]{ sfo{qmdsf] cjlwnfO{ k'gM @ jif]{ ul/of] .
o; SofDk; cGtu{t lj=;+= @)@* b]lv lj=;+= @)#@ ;fn;Dd, On]lS6«sn, la|sn]Oª,
sfk]{G6«L / KnlDaª ljifodf qmdzM ( dlxgf, !@ dlxgf / !% dlxgf cjlwsf sflnu9 tflndx¿ klg
;~rfng ul/Psf lyP .
gofF lzIff of]hgf ;'? ePkl5 g]kfn OlGhlgol/ª OlG:6Ro'6 tyf yfkfynLdf la=;= @)!( ;fndf
:yflkt 6]lSgsn 6«]lgª OlG:6Ro'6 nfO{ Plss[t u/L lj=;+= @)@( ;fndf OlGhlgol/ª cWoog
;+:yfgsf] u7g eof] .
13
o; cWoog ;+:yfg cGt/ut 'g]kfn OlGhlgol/ª OlG:6Ro'6 sf] :yfkgf ePsf] k'Nrf]s:yLt cfgGb
lgs]tgsf] xftfdf s]Gb|Lo SofDk;, k'Nrf]s /x]sf] 5 . o; SofDk;df lj=;+= @)#) ;fnb]lv
cfls{6]Sr/, lj=;+= @)#@ ;fndf /]l8of] On]S6«f]lgS; / lj=;+= @)## ;fndf /]lk|mh]/];g PG8
Po/slG8;lgª OlGhlgol/ª sfo{qmdsf] k|df0f–kq txsf] cWoog cWofkg sfo{ z'? ul/Psf] xf] .
l;len OlGhlgol/ª :gfts txsf] sfo{qmd @)$! b]lv lgoldt ?kdf ;'? eO{ xfn cfls{6]Sr/, d]sflgsn,
On]S6«f]lgS; tyf On]lS6«sn sfo{qmdx¿df :gfts tx -aL=O{=÷aL=cfs{=_ ;d]t ;~rfng
eO;s]sf 5g\ . o; SofDk;df l;len sfo{qmdsf] cltl/Qm lj=;+= @)%! ;fnb]lv On]lS6«sn /
On]S6«f]lgS;, lj=;+= @)%@ ;fnb]lv d]sflgsn / cfls{6]Sr/ / lj=;+= @)%% ;fnb]lv sDKo'6/
OlGhlgol/ª sfo{qmddf :gfts txsf] k7g–kf7g z'? ePsf 5g\ .
xfn pQm lawfx?df :gftsf]Q/ tyf laBfafl/lw sfo{qmdx? klg ;~rfng x'b} cfPsf] 5 .
O=c=;+=, s]Gb|Lo SofDk;, k'Nrf]sdf :gftsf]Q/ (M.Sc.) txsf sfo{qmdx¿ ;~rfng ub}{ n}hfg]
p2]Zocg'¿k lj=;+= @)%# ;fnb]lv cfls{6]Sr/ ljefu cGtu{t Urban-Planning / l;len ljefucGtu{t
Structural Engineering, lj=;+= @)%$ ;fnb]lv Environmental Engineering tyf lj=;+=@)%^ ;fnb]lv
Water Resources Engineering, lj=;+= @)%* ;fnb]lv Renewable Energy Engineering, Information &
Communication Engineering / Power System Engineering, lj=;+= @)%( ;fnb]lv Geo-Technical
Engineering / lj=;+= @)^% ;fnb]lv Sustainable Water Sanitation, Health & Development ljifodf
:gftsf]Q/ (M.Sc.) txsf] cWofkg sfo{ z'? ul/Psf] xf] . @)^^ ;fn b]vL Master of Science in
Technology and Innovation Management sfo{qmd, lj=;= @)^& ;fn b]lv Transportation Engineering
sfo{qmd tyf lj=;= @)^* ;fn b]lv Disater Risk management tyf la=;+=@)^( b]lv energy system
planning / computer system and knowledge engineering sfo{qmdx? ;'? ul/Psf 5g\ . lj=;+= @)%$
;fnb]lv z'? ul/Psf] ljBfjfl/lw (Ph.D) sfo{qmdsf] bf]>f] ;d'xsf] egf{ lj=;= @)%( df ul/of] / o;
sfo{qmdnfO{ lj=;= @)^& ;fn b]lv lg/Gt/tf lbO{Psf] 5 .
o; lzIf0f ;+:yfsf] ef}lts / k|fljlws ljsf;df ljleGg r/0fdf ljleGg ldq /fi6«x¿ ef/t, ;+o'Qm
clw/fHo, gj]{, nufot ljleGg cGt/f{li6«o ;+3 ;+:yfx¿ h:t}M ljZj a}Í, cGt/f{li6«o >d ;Ë7g ILO_, tyf ;+o'Qm /fi6« ;+3Lo ljsf; sfo{qmd cflbsf] ;xof]u k|fKt ePsf] 5 . ljZj a}+ssf] C0f–
;xof]u, l:j; dxf;+3 / Sofgf8fnL ;/sf/sf] cg'bfg ;xof]udf :gfts tyf :gftsf]Q/ sfo{s|dx? z'? ug{
;xof]u k'u]sf] xf] .
s]Gb|Lo SofDk;, k'Nrf]sdf :gfts -aL=O{÷aL=cfs{=_ / ;f]eGbf dflyNnf txsf sfo{qmdx¿ dfq
;~rfng ug]{ p2]Zon] s]Gb|Lo SofDk;, k'Nrf]sdf /x]sf l8Knf]df txsf sfo{qmdx¿ r/0fa4¿kdf
OlGhlgol/ª cWoog ;+:yfgsf cGo cf+lus SofDk;x¿df :yfgfGt/0f ub}{ n}hfg] qmddf lj=;+=
@)%@ ;fnb]lv /]lk|mh]/];g PG8 Po/ slG8;lgª sfo{qmd k"jf{~rn SofDk; w/fgdf, lj=;+=
@)%# ;fnb]lv On]lS6«sn / On]S6«f]lgS; sfo{qmd klZrdf~rn SofDk; kf]v/fdf, lj=;+=
@)%$ ;fnb]lv cfls{6]Sr/ sfo{qmd yfkfynL SofDk;, sf7df8f}+df / lj=;+= @)%% ;fnb]lv
l;len sfo{qmdnfO{ klg yfkfynL SofDk;, sf7df8f}+df :yfgfGt/0f ul/Psf] lyof] .
@=@ yfkfynL SofDk;, yfkfynL, sf7df8f}+
b]z ljsf;sf nflu dWod txsf] OlGhlgol/ª If]qsf] bIf hgzlQm pTkfbg ug]{ d"n p2]Zoaf6
ldq/fi6« hd{gL ;/sf/sf] ;xof]udf lj=;+= @)!( ;fndf 6]lSgsn 6«]lgª OlG:6Ro'6 k|f]h]S6sf]
:yfkgf eof] . sf7df8f}+sf] yfkfynLdf :yflkt pQm 6]lSgsn 6«]lgª OlG:6Ro'6df @)@@–
@)@$ ;fndf bz sIff pQL0f{ u/]sfnfO{ egf{ lnO{ On]lS6«sn, d]sflgsn / c6f]df]afOn
OlGhlgol/ª sfo{qmdx¿df # jif]{ cjlwsf] k|lzIf0f k|bfg ul/of] . pko{'Qm tLg} ljifodf @)@#
;fnb]lv P;=Pn=;L= pQL0f{ u/]sfnfO{ egf{ ul/Psf] lyof] . cfls{6]Sr/ 8«flˆ6ª sfo{qmdsf]
tLgjif]{ sf];{;d]t Ps k6ssf nflu ;~rfng ul/Psf] lyof] . @)@# ;fnb]lv @)#) ;fn;Dd pko'{Qm
adf]lhd tLg jif]{ lgoldt sfo{qmd ;~rfng eof] . o; cltl/Qm lj=;+= @)@&, @)@(, @)#) /
@)#! ;fndf bz sIff pQL0f{ u/]sfnfO{ egf{ lnO{ b'O{ jif{ cjlwsf] k|lzIf0f klg ul/of] . of]
OlG:6Ro'6 lj=;+= @)@( ;fnb]lv lq=lj= O{{{{lGhlgol/ª cWoog ;+:yfg cGtu{tsf] yfkfynL
14
SofDk;sf] gfdn] ;~rfng eO/x]sf] 5 . On]lS6«sn OlGhlgol/ª sfo{qmdsf] k7g–kf7g
s]Gb|Lo SofDk;, k'Nrf]sdf ;'? ul/Psf] x'gfn] @)## ;fnkl5 o; SofDk;df pQm sfo{qmdsf]
k7g–kf7g rfn" ul/Pg . @)#! ;fnb]lv @)$@ ;fn;Dd pko'{Qm lgoldt tLg jif]{ sf];{nfO{ @ jif]{
ul/of] . tt\kZrft\ @)$# ;fnb]lv c6'6¿kdf o; SofDk;df d]sflgsn / c6f]df]afOn sfo{qmddf
l8Knf]df txsf tLgjif]{ sfo{qmdx¿ ;~rfng eO/x]sf 5g\ / s]Gb|Lo SofDk;, k'Nrf]sdf ;~rfng
ul/b} cfPsf] cfls{6]Sr/ / l;len sfo{qmd qmdzM @)%$ / @)%% b]lv o; SofDk;df :yfgfGt/0f
ul/Psf lyP. @)%& ;fnb]lv l;len OlGhlgol/ª / cfls{6]Sr/ sfo{qmdx¿df l8Knf]df txsf
k"0f{z'NsLo sfo{qmd ;~rfng ul/Psf lyP . ;fy} @)%( ;fnb]lv sDKo'6/ OlGhlgol/ª /
On]S6«f]lgS; OlGhlgol/ª ljifodf klg l8Knf]df txsf lgoldt tyf k"0f{z'NsLo sfo{qmd ;~rfng
ul/Psf] lyof] . o; SofDk;df lj=;= @)^@ ;fnb]lv aL=O{= -:gfts tx_ OG8«l:6«on
OlGhlgol/ªsf] sfo{qmd ;~rfng ul/Psf] 5 . lj=;+=@)^^ ;fn b]lv aL=O{= l;len OlGhlgol/+ª tyf
lj=;+=@)^& ;fn b]lv sDKo"6/ l8Knf]df sfo{qmdnfO{ :t/ a[l4 u/L aL=O{= On]S6«f]lgS; tyf
sDo"lgs]zg sfo{qmd ;+rflnt 5g\ . lj=;+= @)^* ;fnb]lv lj=O{= d]sflgsn OlGhlgol/+ª
sfo{qmd klg ;+rfngdf /x]sf] 5 . l8Knf]df sfo{qmdx?nfO{ :t/f]Gglt ug]{ l;nl;nfdf @)^*
;fnb]lv On]S6\|f]lgS; l8Knf]df aGb ul/Psf] lyof] eg]+ @)^( ;fnb]lv cfls{6]Sr/ / l;len
OlGhlgol/+u sfo{qmdsf] l8Knf]df tx klg aGb ul/Psf] 5 . @)&! ;fn b]lv :gfts txdf cfls{6]Sr/
laifosf] sfo{qmd yk ePsf] 5 .
@=# k"jf{~rn SofDk;, w/fg, ;'g;/L
cf}Bf]lus / ef}lts ljsf;sf nflu clt g} cfjZos kg]{ OlGhlgol/ª If]qsf lgDg tyf dWod txsf] bIf
k|fljlws hgzlQmsf] pTkfbg u/L d'n'ssf] ;jf{ËL0f ljsf;df ;3fp k'¥ofpg] p2]Zon] lj=;+= @)#$
kf}ifdf k"jf{~rn If]qsf] tLgs'g], w/fgdf OlGhlgol/ª If]qsf] k|fljlws SofDk;sf] :yfkgfy{ Pl;ofnL
ljsf; a}+s;Fu C0f ;xof]u ;Demf}tfdf x:tfIf/ eof] . ;Fu;Fu} pko'{Qm SofDk; :yfkgfsf nflu
cfjZos k|fljlws ;xof]u pknAw u/fpg ;+o'Qm clw/fHo ;/sf/;Fu lj=;+= @)#% ;fn >fj0fdf csf]{
;Demf}tf ;DkGg eof] . pQm ;Demf}tfx¿sf] cfwf/df OlGhlgol/ª cWoog ;+:yfg cGtu{t o;
SofDk;sf] lgdf{0f nufotsf ;Dk"0f{ sfo{ @)$# ;fndf ;DkGg eof] .
lj=;+= @)$# ;fn b]lv o; SofDk;n] OlGhlgol/ª l8Knf]df txdf l;len d]sflgsn, On]lS6«sn nufot
sfo{qmdx¿ ;~rfng ub}{ cfPsf] lyof] . @)%^ ;fnb]lv l8Knf]df txsf l;len / On]lS6«sn
OlGhlgol/ª ljifox¿df k"0f{z'NsLo sfo{qmdx¿ ;~rfng ul/Psf x'g\ . ;'?b]lv g} ;+rfngdf cfPsf]
d]sflgsn, @)%@ ;fnb]lv z'? ePsf] /]lk|mh]/];g PG8 Po/slG8;lgª, @)%( ;fnb]lv ;+rflnt
sDKo'6/ OlGhlgol/ª / On]S6«f]lgS; OlGhlgol/ª ljifox?sf l8Knf]df txsf lgoldt tyf
k"0f{z'NsLo sfo{qmdx?nfO{ aGb u/L lj=;+= @)^( b]lv d]sflgsn, On]S6«f]lgS; P08
sDo"lgs]zg OlGhlgol/ª tyf sDKo'6/ OlGhlgol/ª sfo{s|ddf :gfts txsf] k7g kf7g z'? ul/Psf] 5
. @)%& ;fnb]lv g} :gfts -aL=O{=_ Plu|sNr/ OlGhlgol/ª sfo{s|ddf sIff ;~rfng e} /x]sf] o;
SofDk;df @)^! ;fnb]lv l;len OlGhlgol/ª sfo{s|ddf :gfts -aL=O{=_ sf] sIff klg ;~rfngdf
/x]sf]] 5 . g]kfn ;/sf/af6 of] SofDk; lj=;+= @)$%.!!.!@ b]lv k|fljlws lzIff tyf Jofj;flos tflnd
kl/ifb\ cGtu{t /flvPsf] lyof] . @)$&.@.!% b]lv k'gM lq=lj= O{{{{lGhlgol/ª cWoog ;+:yfg
cGtu{t k"jf{~rn SofDk;sf ¿kdf ;~rfng eO/x]sf] 5 . SofDk; :yfkgf b]lv ;+rfng ul/Psf
OlGhlgol/ª;Fu ;DalGwt ljleGg ljifosf 6«]8 sf];{x¿ clxn] aGb ePsf 5g\ . @)&! ;fn b]lv :gfts
txdf On]S6«Lsn laifosf] sfo{qmd yk ePsf] 5 .
@=$ klZrdf~rn SofDk;, kf]v/f, sf:sL
lj=;+= @)#* ;fndf k|fljlws lzIffsf] ljsf;nfO{ d'n'ssf] ljleGg efudf k'¥ofO{ /fli6«o ljsf;sf nflu
cfjZos bIf hgzlQm a9L eGbf a9L pTkfbg ub}{ hfg] p2]Zon] klZrdf~rn ljsf; If]qsf] kf]v/f,
nfdfrf}/df OlGhlgol/ª SofDk; :yfkgf ug{ ljZj a}+s;Fu C0f ;Demf}tf ul/of] . ;f] C0f ;Demf}tf
15
cGtu{t SofDk; ;~rfng ug]{ kl/of]hgfdf ;+o'Qm /fi6« ;+3Lo ljsf; sfo{qmdaf6 cGt/f{li6«o
>d–;Ë7gn] k|fljlws ;xfotf pknAw u/fPsf] lyof] .
lj=;+= @)$$ ;fn b]lv o; SofDk;df sflnu9 tflnd / laleGg OlGhlgol/ª lawfdf l8Knf]df txsf
sfo{qmdx¿ ;~rfng ul/Psf lyP . xfn sflnu9 k|lzIf0fsf] lgoldt sfo{qmd aGb ePsf] 5 . lj=;+=
@)%# ;fnb]lv c6f]df]afOn / On]S6«f]lgS; ljifodf l8Knf]df sfo{qmdx¿ ;~rfng x'Fb} cfPsf]
o; SofDk;df @)%% ;fnb]lv l;len OlGhlgol/ª / @)%^ ;fnb]lv On]lS6«sn OlGhlgol/ª
l8Knf]df txsf sfo{qmdx¿df k"0f{z'NsLo sfo{qmdx¿ ;~rfng ul/Psf lyP . OlGhlgol/ª
l8Knf]df txdf lj=;+= @)$$ ;fnb]lv l;len, On]lS6«sn / d]sflgsn sfo{qmdsf] k7g–kf7g ;~rfng
eO/x]sf]df :t/f]Gglt ug]{ l;nl;nfdf l8Knf]df txsf] On]lS6«sn / O{n]S6«f]lgS; sfo{qmdnfO{
z}lIfs jif{ @)^@ ;fnb]lv aL=O{=-:gfts tx_ On]S6«f]lgS; PG8 sDo'lgs];g OlGhlgol/ªsf]
lgoldt tyf k"0f{z'NsLo sfo{qmd tyf @)^& ;fn b]lv aL=O{= On]lS6«sn sfo{qmdn] k|lt:yfkg
u/]sf] 5 . lj=;+= @)%^ ;fnb]lv l;len OlGhlgol/ª sfo{s|dsf] :gfts txdf lgoldt tyf k"0f{z'NsLo
sfo{qmd ;~rfng ul/Psf] 5 . @)%( ;fnb]lv ;+rflnt sDKo'6/ OlGhlgol/ª sfo{qmdsf] l8Knf]df
txsf] lgoldt tyf k"0f{z'NsLo sfo{qmd klg aGb ul/Psf] 5 . lj=;+= @)^( b]lv o; SofDk;df
:gfts txdf l;len, On]S6«Lsn, On]S6f]lgS; P08 sDolgs]zg, d]sflgsn , sDo"6/ tyf
lhof]d]l6S; sfo{s|dx?df k7g kf7g ;~rfng e}/x]sf 5g\ .
@=% lq=lj=af6 ;DaGwg k|fKt sn]hx¿
lghL:t/df sf7df8f}+ OlGhlgol/ª sn]h, sflGtk'/ OlGhlgol/ª sn]h, P8\efG:8 sn]h ckm
OlGhlgol/ª PG8 d]g]hd]G6, lxdfno sn]h ckm OlGhlgol/ª, g]zgn sn]h ckm
OlGhlgol/ª, hgsk'/ OlGhlgol/ª sn]h, sf7kmf]8{ OG6/g];gn sn]h ckm OlGhlgol/ª
PG8 Dofg]hd]G6 / Vjk sn]h ckm OlGhlgol/ª, ;u/dfyf OlGhlgol/+u sn]h / nlntk'/
OlGhlgol/+u sn]h lq=lj= af6 ;DaGwg k|fKt OlGhlgol/ª sn]hx¿ x'g\ . pQm
sn]hx¿;DaGwL lj:t[t ljj/0f ;DalGwt sn]haf6 k|fKt ug{ ;lsg]5 .
lqe'jg ljZjljBfnoaf6 ;DaGwg–k|fKt sn]hx¿df egf{ x'gsf nflu ;d]t OlGhlgol/ª
cWoog ;+:yfgåf/f ;~rflnt k|j]z–k/LIff pQL0f{ x'g clgjfo{ 5 . ;fy} ;DaGwg–k|fKt
sn]hx¿n] s'n egf{ ;+Vofsf] !) % :yfgdf egf{ nIo gj9fO{ O=c=;+=sf] lgoldt ;/xsf]
z'Ns lnO{ egf{ ug'{kg]{ k|fjwfg /x]sf] 5 .
16
@=^ ljleGg SofDk;÷sn]hx¿sf] egf{–nIo
lqe'jg ljZjljBfno OlGhlgol/ª cWoog ;+:yfg cGtu{tsf cflËs SofDk;x¿df :gfts aL=O=÷aL=cfs{=_ txdf cWofkg ul/g] ljleGg sfo{qmdsf] egf{–nIo M
cflËs SofDk;x¿sf] egf{ nIo
l;len
cfls{6]Sr/
On]lS6«sn
On]S6«f]lgS;
sDo'lgs];g
d]sflgsn
sDKo'6/
Plu|sNr/
OG8l:6«on
lhof]d]l6S;
hDdf
s"n hDdf
SofDk;,klZrdf~rn
SofDk;
s]Gb|Lo
k'Nrf]s
sfo{qmd
PG8
k"jf{~rn SofDk;
yfkfynL SofDdk;
lgoldt
k"0f{–z'NsLo lgoldt
k"0f{–z'NsLo
lgoldtf
k"0f{–z'NsLo
lgoldt
k"0f{–z'NsLo
!)*
@$
@$
*$
@$
@$
@$
–
!@
&@
–
#^
!@
–
!@
#^
–
#^
@$
!@
–
&@
#^
–
@$
@$
!@
#^
!@
#^
!@
#^
@$
@$
–
–
–
@@*
!#$$
@$
@$
–
–
–
@)$
!@
!@
–
–
!@
*$
#^
#^
–
–
#^
@%@
!@
!@
!@
–
–
&@
#^
#^
#^
–
–
@!^
!@
–
–
!@
–
&@
#^
–
–
#^
–
@!^
lqe'jg ljZjljBfno OlGhlgol/ª cWoog ;+:yfg cGtu{tsf ;DaGwg–k|fKt
sn]hx¿df :gfts -
nlntk'/ OlGhlgol/ª
sn]h
;u/dfyf OlGhlgol/ª
sn]h
Vjk sn]]h ckm
OlGhlgoª
hgsk'/ OlGhlgol/ª
sn]h
sf7km8{ OG6/g];gn
sn]h ckm OlGh
PG8 Dofg]hd]G6
lxdfno
OlGhlgol/ª sn]h
P8\efG:8 sn]h ckm
OlGh=PG8
d]g]hd]G6
g];gn sn]h ckm
OlGhlgol/ª
sf7df8f}+
OlGhlgol/ª sn]h
sfo{qmd
sflGtk'/
OlGhlgol/· sn]h
;DaGwg k|fKt sn]hx¿sf] egf{ nIo
OlGhlgol/ª
aL=O=÷aL=cfs{=_ txdf cWofkg ul/g] ljleGg sfo{qmdsf] egf{–nIo M
17
egf{
;+Vof
egf{
;+Vof
egf{ egf{
;+Vof ;+Vof
egf{ egf{
;+Vof ;+Vof
egf{
;+Vof
egf{
;+Vof
egf{
;+Vof
egf{
;+Vof
l;len
**
!@!
(^
(^
*)
(^
(^
$*
$*
cfls{6]Sr/
–
%%
@$ –
–
–
–
–
–
–
On]lS6«sn
–
$$
–
$)
$*
–
–
$*
–
–
On]S6«f]lgS; PG8 sDo'lgs];g
**
!#@
$*
*)
%# $*
$*
–
$*
–
d]sflgsn
–
–
–
–
–
–
–
–
–
sDKo'6/
!#@
**
^^
!)^
%# $*
$*
–
–
–
@#
@
$$) $ ##^ %) !&^
(^
$*
#)*
!(@
!$$
hDdf
!@)
–
b|i6JoM
s_ cf+lus SofDk;n] cfGtl/s ;|f]t–kl/rfng u/L ;~rfng u/]sf sfo{qmdx¿dWo] s'g–s'g
sfo{qmddf k"0f{z'NsLo / k|fof]lht sf]6f k"/f x'g] jf gx'g] egL ;+lbUwtf ePdf ltgsf]
cg'dflgt klxrfg ug]{ .
v_ To;/L klxrfg ul/Psf sfo{qmdx¿df egf{sf] bf];|f] ;"rL k|sfzg x'Fbf;Dd OR5's
ljBfyL{x¿af6 w/f}6L–/sd ? #))).– -tLgxhf/ dfq_ ;lxtsf] egf{–rfxgfkq lng] .
u_ egf{–rfxgfkqsf cfwf/df k"0f{z'NsLo / k|fof]lht sf]6ftkm{sf] ^)% sf]6f gel/g] b]lvPdf
;DalGwt SofDk;n] ;f] sfo{qmdnfO{ To; jif{sf] lglDt :yug ug{ ;Sg] . To:tf] cj:yfdf
rfxgfkq btf{jfkt lnPsf] w/f}6L–/sd ? #))).– -tLgxhf/ dfq_ k"/} lkmtf{ lbg] .
3_ ;DalGwt SofDk;n] To:tf sfo{qmd ;~rfng ug{ ;Sg] 7x/ u/]df rfxgfkq btf{ u/]sf
ljBfyL{x¿nfO{ egf{sf] nflu cfXjfg ug]{ .
ª_ To:tf sfo{qmdx¿df k"0f{z'NsLotkm{sf] sf]6f el/Pkl5 dfq k"0f{z'NsLotkm{ egf{
ePsf ljBfyL{ of]Uotfqmdsf cfwf/df lgodcg';f/ lgoldttkm{ ;g{ kfpg] .
@=& cflËs SofDk;x¿sf] egf{–Joj:yf
s]Gb|Lo SofDk; k'Nrf]s, klZrdf~rn SofDk;, k"jf{~rn SofDk; / yfkfynL SofDk;df lgDg b'O{
lsl;dsf] lzIf0fz'Ns lng] u/L cfj]bsx¿ egf{ ul/g] Joj:yf 5 M
!_ lgoldt–egf{ / @_
k"0f{z'NsLo–egf{ . lgoldt ljBfyL{sf] ¿kdf egf{ kfPsf ljBfyL{x?n] Go"gtd lzIf0f–z'Ns
ltg]{5g\ / afFsL cfj]bsn] k"0f{z'NsLo sfo{qmdcGtu{tsf] z'Ns lt/L egf{ x'g ;Sg]5g\ . lgoldt /
k"0f{z'NsLo sfo{qmdsf] z'Ns–ljj/0f bkmf ( df lbOPsf] 5 .
#
:gfts -aL=O{=÷aL=cfs{=_ txsf] k|j]z–k|lqmof
OlGhlgol/ª cWoog ;+:yfgcGtu{t s]Gb|Lo SofDk;, k'Nrf]s, klZrdf~rn SofDk;,
k"jf{~rn SofDk;, yfkfynL SofDk; tyf lq=lj=af6 ;DaGwg k|fKt sn]hx¿df egf{ eO{
cWoog ug{ rfxg] cfj]bsx¿n] clgjfo{¿kdf OlGhlgol/ª cWoog ;+:yfgn] ;~rfng u/]sf]
k|j]z–k/LIff lbO{ ljBfkl/ifbn] tf]s] cg';f/ Go"gtd\ c+sef/ tyf dfkb08 k"/f u/L k|a]z
k/LIffdf ;kmn ePsf] x'g'kg]{5 .
#=! k|j]z–k/LIffsf] cfj]bgsf nflu Go"gtd of]Uotf
lq=lj= jf o;af6 dfGotf k|fKt lzIf0f–;+:yfaf6 ef}lts zf:q, /;fog zf:q tyf @)) k'0f{f+ssf]
ul0ft ljifo lnO{ k|lj0ftf k|df0fkq tx, pRr dfWolds tx, P n]en jf OlGhlgol/+u l8Knf]df tx
jf ;f] ;/xsf] k/LIffdf s"n k"0ff{Ísf] slDtdf $%Ü cÍ k|fKt u/L plQ0f{ u/]sf] jf clGtd k/LIffdf
;lDdlnt ePsf] jf O=c=;+= cGtu{tsf] OlGhlgol/ª l8Knf]df txsf bf];|f] jif{ ;Ddsf ;j}
kf7\of+zx¿ pQL0f{ u/L t];|f] jif{df cWoog/t ljBfyL{x?n] klg cfj]bg lbO{ k|j]z–k/LIffdf
;xefuL x'g kfpg]5g\ .
18
#=@ ;"rgf k|lalwsf] cfwf/df sDKo'6/ k/LIff k|0ffnLsf] lalw / lnlvt k/LIff
k|0ffnL -å}w k|0ffnL_ af6 ;+rfng ul/g] k|j]z–k/LIff
#=@=!
:gfts -aL=O{=÷aL=cfs{=_ txsf] k|j]z–k/LIff O=c=;+= k|j]z k/LIff
af]8{n] ;+rfng ug]{5 .
#=@=@
k|j]z–k/LIff tf]lsPsf] ldltdf g} x'g]5 .
#=@=#
k|j]z–k/LIffsf] c+s ef/ !)) k|ltzt x'g]5 .
#=@=$
k|j]z–k/LIffdf ;lDdlnt eO{ pQL0f{ ePsf cfj]bsx¿nfO{ dfq of]Uotfs|dsf]
cfwf/df SofDk;df egf{sf] nflu cfj]bg lbg of]Uo dflgg]5 .
#=@=%
cfO{=P:;L= tyf !)±@ :t/ ;Ddsf] kf7\oqmdsf] cfwf/df clgjfo{ ul0ft,
ef}ltszf:q, c+u|]hL, /;fog zf:q / Engineering Aptitude ;d]t ul/ kf+r ljifosf] k|j]z–k/LIff
lnOg]5 .
#=@=^
k|yd r/0fsf] sDKo'6/ k/LIff k|0ffnLsf] lalwaf6 lnOg] k|a]z–k/LIffsf] ;do
Ps 306f / bf]>f r/0fsf] lnlvt k/LIff k|0ffnL af6 lnOg] k|a]z–k/LIffsf] ;do b'O{
306fsf] x'g]5 .
#=@=&
k|j]z–k/LIffdf k|j]zkq (Admit Card) sf ;fydf k/Lro v'nfpg] k|df0f kq tyf j}+s
ef}r/sf] ;Ssn k|lt klg clgjfo{¿kdf Nofpg' kg]{5 . oL sfuhft ljgf k/LIffdf ;lDdlnt
u/fOg] 5}g .
#=# k|j]z–k/LIffsf] glthf k|sfzg
#=#=! k|j]z–k/LIffsf] s"n k|fKtfÍ k|ltztnfO{ k|j]z k|fKtfÍ (Entrance Score) sfod ul/g]5 . ;f]xL
k|j]z k|fKtfÍsf] cfwf/df k|j]z–k/LIffsf] nflu O=c=;+= n] tf]s]sf] Go"gtd pQL0ff{Í
k|ltzt / ;f]eGbf a9L k|fKtfÍ ePsfx¿sf] of]Uotfqmd ;"rL O{=c=;+= sf ;j} cfËLs
SofDk;x? tyf www.ioe.edu.np df x]g{ ;lsg]5 .
#=#=@
:gfts -aL=O{=÷aL=cfs{=_ txsf] k|j]z k/LIffdf pQL0f{ ePsf cfj]bsx?n]
k|j]z k/LIffsf] k|fKtfÍ ;lxtsf] Score card cfkm}n] online af6g} Download u/L Print ug{
;lsg]5 .
#=#=#
egf{ ;DaGwL ;Dk"0f{ sfo{x¿ ;DalGwt SofDk;x?af6 g} ;DkGg x'g]5g .
$= 5gf]6sf] cfwf/ / ;"rL–k|sfzg
k|j]z–k/LIffsf] s"n k|fKtfÍ–k|ltztnfO{ k|j]z–k|fKtfÍ -Entrance Score_ sfod ul/g]5 . ;f]xL
k|j]z–k|fKtfÍsf] cfwf/df egf{sf] nflu of]Uotfqmdsf] ;"rL k|sflzt ul/g]5 . ;f] of]Uotfs|ddf
O=c=;+= n] tf]s]sf] k|j]z–k/LIffsf] Go"gtd k|fKtfÍ–k|ltzt jf ;f]eGbf a9L k|fKtfÍ ePsf
k/LIffyL{x¿sf] dfq gfd ;dfj]z ul/g]5 . ;"rL k|sflzt ubf{ b'O{ jf b'O{eGbf a9L cfj]bsx¿sf]
k|j]z–k|fKtfÍ (Entrance Score) a/fa/ ePdf s'n k|fKtfÍsf] bzdnjkl5 # cÍsf] u0fgf ul/g]5 . o;f]
ubf{ h;sf] cÍ a9L x'G5, p;}sf] gfd k|fyldstfqmdfg';f/ k|sflzt ul/g]5 . o;f] ubf{ klg k|fKtfÍ
a/fa/ ePdf k|j]z–k/LIffdf qmdzM ul0ft, ef}ltszf:q, /;fogzf:q, c+u|]hL / Engineering Aptitude
ljifox¿sf] k|fKtfÍ h;sf] a9L cfPsf] x'G5 p;}sf] gfd k|sflzt ul/g]5 .
%= OlGhlgol/ª cWoog ;+:yfg cGtu{tsf cflËs tyf lq=lj= af6 ;DaGwg k|fKt
SofDk; / sn]hx¿sf] egf{ ;"rL k|sfzg / egf{ k|lqmof
%=! egf{sf nflu O=c=;+= k|j]z k/LIff af]8{åf/f k|sflzt of]Uotfqmdsf] ;"rLdf gfd k|sflzt
ePsfx¿dWo]af6 ;DalGwt SofDk;÷sn]hx¿n] cf–cfˆgf] SofDk;/sn]hdf k7gkf7g
19
x'g] ljifox¿df cfj]bg dfu u/L of]Uotfqmd cg';f/ egf{sf] ;"rL k|sflzt ug]{5g\ ,
cfls{6]Sr/ sfo{qmddf eg{fsf nflu gfd k|sflzt ePsf cfj]bsx?nfO{ ;DalGwt
SofDk;÷sn]hx?n] em'sfj k/LIff (Aptitude Test) lng]5g\ / pQm k/LIff pQL0f{ eP kl5
dfq egf{sf nlfu of]Uo ePsf] dflgg]5 .
%=@ cflËs SofDk;x¿sf ;'/lIft :yfg -sf]6f_ x¿ ;DalGwt cfj]bsx¿af6 k"/f gePdf ;fdfGo
of]Uotfqmdaf6 k"/f ul/g]5 .
%=# sIff ;'? eO;s]kl5 ;ft lbg;Dd nuftf/ lagf–;"rgf SofDk;df cg'kl:yt /xg] ljBfyL{x¿sf]
egf{ /2 ul/g]5 .
^= cflËs SofDk;x¿sf ljleGg sf]6f / ;'/lIft :yfg
^=! dlxnf sf]6f
lgoldt tyf k"0f{z'NsLo sfo{qmdx¿df !)% :yfg dlxnf cfj]bsx¿nfO{ ;'/lIft ul/Psf] 5 .
k|sflzt egf{–;"rLdf !) k|ltzt dlxnf cfj]bs 5gf]6 gePsf] v08df Go"gtd of]Uotf k'u]sf
dlxnf cfj]bsx¿dWo]af6 of]Uotfqmdsf] cfwf/df !)% dlxnf cfj]bsx¿sf] gfd egf{–;"rLdf
k|sflzt ul/g]5 .
cflËs SofDk;x¿sf] ljleGg sfo{qmdx¿df dlxnfx¿sf nflu 5'6\ofOPsf] sf]6f
lgDgadf]lhd x'g]5 M
s]Gb|Lo
k'Nrf]s
Qm=;+ sfo{qmd
klZrdf~rn SofDk;
k"jf{~rn SofDk;
yfkfynL SofDk;
k"0f{z'NsL
k"0f{z'NsL
k"0f{z'NsL
lgoldt
lgoldt
lgoldt k"0f{z'NsL lgoldt
o
o
o
-;+Vof_
-;+Vof_
-;+Vof_ o -;+Vof_ -;+Vof_
-;+Vof_
-;+Vof_
-;+Vof_
!!
#
!
l;len
@
On]lS6«sn
On]S6|f]lgS; PG8
#
sDo'lgs];g
#
SofDk;,
*
#
@
!
*
$
!
!
$
$
@
–
*
–
#
!
$
!
$
!
$
$
sDKo'6/
@
@
–
–
!
$
–
–
%
d]sflgsn
^
cfls{6]Sr/
&
Plu|sNr/
*
OG8l:6«on
@
@
–
–
@
@
–
–
$
–
$
–
!
!
–
!
$
$
–
$
lhof]d]l6S;
$
–
–
–
$
!
–
!
–
(
!
–
–
–
!
@#
@)
^
@$
^
@$
^
@$
hDdf
^=@ lzIfs÷sd{rf/L sf]6f
OlGhlgol/ª cWoog ;+:yfgcGtu{t :yfoL lgo'lQm kfO{ sfo{/t k/LIf0fsfn xl6;s]sf lzIfs /
sd{rf/Lsf] cfTdf]Ggltsf nflu aL=O{=÷aL=cfs{= txdf O=c=;+=sf SofDk;x¿df hDdf b'O{
:yfg ;'/lIft ul/Psf] 5 . s'g} lzIfs÷sd{rf/Lsf] cfj]bg gk/]sf] v08df pQm l/Qm :yfgdf
OlGhlgol/ª cWoog ;+:yfgsf :yfoL -lgo'lQm kfO{ k/LIf0fsfn xl6;s]sf_ lzIfs tyf
sd{rf/Lx¿sf 5f]/f÷5f]/Lx¿nfO{ of]Uotfqmdfg';f/ egf{ ul/g]5 .
^=# ;/sf/L / ;/sf/L :jfldTj ePsf ;+:yfx¿sf nflu ;'/lIft sf]6f
-s_ ;/sf/L sfof{no / ;/sf/L :jfldTj /x]sf ;+:yfgx¿df sfo{/t sd{rf/LnfO{ ;DalGwt ;+:yfn]
k|fof]hg u/L cWoog u/fpg rfx]df O=c=;+=cGtu{tsf cflu+s SofDk;x?sf k'0f{z'NsLo
sfo{s|dx?df egf{ ;+Vofsf] !÷!@ j/fj/sf] l;6 z'/lIft u/LPsf] 5 . o;/L k|fof]lht sf]6f cGt/ut
egf{x'g rfxg] cfj]bsn] tf]lsPsf] ldlt leq cfj]bg kmf/d ;fy :gfts txsf] k'0f{z'lNso sfo{s|ddf $
jif{sf] nfuL -cfls{6]Sr/df eP % jif{sfnfuL_ ;lDdlnt x'g ;Sg] ljefuLo :jLs[lt kq tyf k|fof]hg
ug]{ kqsf] ;Ssn k|lt k]z ug'{ kg]{5 .
20
-v_ g]kfn ;/sf/ jf6 ;"lrs[t u/LPsf blnt, hftL hghftL h:tf hftLo,ef}uf]lns jf cfly{s lx;fjn]
pk]lIft ju{ ;d'bfosf lgoldt egf{ tkm{ gk/]sf JolQmnfO{ ;/sf/L lgsfon] k|fof]hg u/L z'Ns
tL/L k9fpg rfx]df O{=c=;= cGt/utsf cflu+s SofDk;x?sf k'0f{ z'lNso sfo{s|dx?df egf{
;+Vofsf] !÷!@ a/fa/sf] l;6 ;'/lIft u/LPsf] 5 . o; cG/utsf cfj]bsx?nfO{ k|fof]hg ug]{ ;/sf/L
sfof{nosf] kqsf] ;Ssn k|lt k]z ug'{ kg]{ 5 . o:tf] Joj:yf ubf{ ;DjLGwt ljBfyL{
;fd'bfoLs÷ ;/sf/L ljBfnoaf6 P;=Pn=;L= plt0f{ u/]sf] x'g'kg]{5 .
pko'{Qm b'j} k|fjwfg cg';f/ egf{ x'gsf] nflu O=c=;= af6 ;+rflnt k|j]z k/LIffdf plt0f{ ePsf]
x'g'kg]{5 . o:tf ;+:yfx¿af6 k|fof]lht cfj]bsx¿ aLrsf] k|lt:kwf{sf] cfwf/df oL l;6x¿df egf{
ul/g]5 . o;/L 5'6ofOPsf] sf]6f k'lt{ gePdf k'0f{z'NsLo sfo{s|ddf cfj]bg lbg] dWoaf6
of]Uotfqmdfg';f/ egf{ u/Lg]5 . ;/sf/L sfof{no tyf ;/sf/L :jfldTj ePsf ;+:yfx?sf] ;'/IfLt
sf]6fdf egf{ x'gsfnfuL k|fof]hg ug]{ ;+:yfsf] r]saf6 dfq e'QmfgL :jLsf/ u/Lg]5 .
^=$ ljb]zL gful/sx¿sf nflu ;'/lIft sf]6f
O=c=;+=cGtu{t ;+rflnt cf+uLs SofDk;x?df k"0f{z'NsLo sfo{qmdsf] k"0f{z'NsLo
l;6sf] !÷!@ c+z a/fa/sf] l;6 ljb]zL gful/sx¿sf] nflu ;'/lIft ul/Psf] 5 .
ljb]zL ljBfyL{x?sf] k|j]z k/LIff lgDg cg';f/sf] x'g]5 M
qm lab]zL
=;+ lsl;d
=
!_
@_
#_
ljBfyL{sf] k|j]z k/LIffsf] lsl;d
g]kfns}
SofDk;÷pRr
dfWolds
laBfnodf
cWoog u/L cfPsf
ljb]zL laBfyL{x?
SAARC
b]zsf lab]zL
ljBfyL{x?
cWoog ;+:yfgn] ;+rfng ug]{
g]kfnL ljBfyL{x? ;/x k|j]z
k/LIffdf
;fd]neO{
plQ0f{
x'g'kg]{5 .
cWoog ;+:yfgsf] k|j]z k/LIff
af]8{n] tf]s]sf] k/LIffdf ;fd]n eO{
plQ0f{ x'g'kg]{5 .
SAARC b]zeGbf afx]ssf cWoog ;+:yfgsf] k|j]z k/LIff
cGo lab]zL laBfyL{x?
af]8{sf] :jLs[lt lnO{ egf{ ug{
;lsg]5 .
dfyL pNn]lvt k|j]z k/LIffdf Go"gQd of]Uotf k'/f u/L pQL0f{ ePsf cfj]bsx? o; cWoog
;+:yfg cGtu{tsf cflu+s SofDk; tyf ;DaGwg k|fKt sn]hx?df egf{sf] nflu of]Uo
x'g]5g\ .
&= egf{ xF'bf k]; ug'{kg]{ sfuhkqx¿
&=! egf{sf nflu gfd k|sflzt ePsf cfj]bsx¿n] lgDglnlvt sfuhkqx¿sf ;fy cfkm}+ jf
cfˆgf] k|ltlglwdfkm{t tf]lsPsf] ldltleq egf{ x'g'kg]{5 .
 O{=c=;+= aL=O{=÷aL=cfs{= k|j]z k/LIffsf] Score Card sf] k|ltlnkL ! k|lt .
 k|j]lzsf -P;=Pn=;L=_ jf ;f] ;/xsf] k/LIffsf] nAwfËkq / rfl/lqs k|df0fkqsf] ;Ssn / k|dfl0ft k|ltlnlk
!.! k|lt .
 k|jL0ftf k|df0fkq tx, pRr dfWolds tx÷!)±@ tx, l8Knf]df tx jf ;f] ;/xsf] k/LIffdf s'n k"0ff{Ísf]
Go"gtd $%% cÍ k|fKt u/]sf] nAwfÍkq (Transcript) / rfl/lqs k|df0fkqx¿sf] ;Ssn / k|dfl0ft
k|ltlnlk !.! k|lt .
 g]kfnL gful/stfsf] k|df0fkqsf] ;Ssn / k|dfl0ft k|ltlnlk !÷! k|lt .
 lq=lj=afx]s cGo ljZjljBfnoaf6 k|jL0ftf k|df0fkq tx jf ;f] ;/xsf] k/LIff pQL0f{ ug]{x¿n]
;DalGwt af]8{sf] dfOu|];g ;l6{lkms]6, af]8{ ;l6{lkms]6 jf k|f]lehgn ;l6{lkms]6sf] ;Ssn /
k|dfl0ft k|ltlnlk !.! k|lt .
&=@ ljb]zL cfj]bsx¿n] /fxbfgLsf] k|dfl0ft k|ltlnlk k]; ug'{kg]{ 5 .
21
&=# OlGhlgol/ª cWoog ;+:yfgcGtu{t sfo{/t :yfoL -k/LIf0fsfn xl6;s]sf_
lzIfs÷sd{rf/Lx¿sf nflu ;'/lIft l;6df cfj]bg lbg] cfj]bsn] sfo{/t SofDk;af6 k"j{–:jLs[lt–
kq lnO{ cfj]bg;fy ;f]sf] k|dfl0ft k|ltlnlk k]; ug'{kg]{ 5 .
s'g} lzIfs tyf sd{rf/Lsf 5f]/f÷5f]/Ln] cfj]bg lbg] ePdf tL lzIfs÷sd{rf/Ln] cfkm"n] sfd
u/]sf] sfof{nosf] l;kmfl/; kq lgj]bg;fy k]; ug'{kg]{5 .
&=$ ;/sf/L / ;/sf/L :jfldTj ePsf ;+:yfx¿nfO{ ;'/lIft ul/Psf] s]Gb|Lo SofDk;, k'Nrf]s,
klZrdf~rn SofDk;, k"jf{~rn SofDk; / yfkfynL SofDk;sf] k"0f{z'NsLo sfo{qmd–
cGtu{tsf] l;6df cfj]bg lbg] cfj]bsx¿n] sfo{/t ;+:yfsf] dgf]gog–kq / k|fof]lht ug]{
kqsf] ;Ssn k|lt cfj]bg;fy k]; ug'{kg]{5 .
&=% s'g} cfj]bsn] Ps} ;dodf Pp6} jf ;dfg:t/sf] sf]if{ b'O{ ljZjljBfno jf ;+:yfdf btf{ u/]sf]
kfOPdf g]kfnsf] lzIf0f–;+:yf jf ljZjljBfnodf btf{ u/L k|fKt u/]sf] k|df0fkqnfO{ dfq
dfGotf lbOg]5 .
*= egf{–/2 / w/f}6L lkmtf{
*=! ;Ssn k|df0fkqx¿ ?h' ubf{ k|fKtfÍ jf cGo ljj/0fx¿ km/s x'g cfPdf jf cGo s'g}
lsl;daf6 uNtLn] gfd k|sflzt ePdf To:tf cfj]bsnfO{ egf{ ul/g] 5}g . uNtLn] egf{
eO;s]sf] eP tfklg egf{ /2 ul/g] 5 .
*=@ egf{ eO{ sIff ;'? ePsf] ldltn] & lbg;Dd plrt sf/0f;lxtsf] ;"rgflagf sIffdf cg'kl:yt /xg]
tyf lq=lj= btf{ kmf/d SofDk;df btf{ gu/fpg] ljBfyL{x¿sf] egf{ /2 u/L ;f] :yfgdf
of]Uotfqmdfg';f/ k'gM gfd k|sflzt u/L egf{ ul/g] 5 .
*=# s'g} sf/0fjz sIff ;~rfng x'g' cufj} ljBfyL{ :jo+n] egf{ /2 u/]df lzIf0f–z'\Nssf] !)% /sd
s§f u/L egf{ /2 ul/g]5 . sIff ;~rfng ePsf] ldltn] & lbgleq egf{ /2 u/]df lzIf0f–
z'Nssf] @)% /sd s§f u/L egf{ /2 ul/g]5 / sIff ;'? ePsf] & lbgkl5 egf{ /2 ug{ rfx]df
SofDk; w/f}6L /sd;d]t hkmt u/L egf{ /2 ul/g]5 .
*=$ kf7\of+z k"/f u/]/ jf gu/L s'g} lsl;dn] SofDk; 5f]8]sf] Ps jif{leq dfq SofDk;–
w/f}6Lafx]s cGo w/f}6L lkmtf{ ul/g]5 . t/ SofDk;–w/f}6L :gfts txsf] cWoog k"/f
u/]kl5 Ps jif{leq dfq lkmtf{ ul/g]5 . aLrdf k9fO 5f]8]sf ljBfyL{x¿sf] xsdf SofDk;–
w/f}6L hkmt ul/g]5 .
*=% lq=lj= O=c=;+= cGtu{tsf SofDk;x¿df s'g} txdf egf{ eO{ aLr}df cWoog 5f]8]sf jf
5'6fPsf ljBfyL{x¿n] ;DalGwt SofDk;df ;Dks{ /fvL 5'6]sf] jif{÷v08sf] cWoog
lgodfg';f/ k'gM rfn' ug{ ;Sg]5g\ . o:tf] cj:yfdf pQm sfo{qmddf lgwf{l/t l;6 vfnL ePdf
dfq 5'6]sf] jif{ of v08sf] cWoog rfn' /fVg kfpg]5g\ . o:tf ljBfyL{x¿n] sIff ;+rfng
x'g'eGbf !% lbg cufj} k|s[of k'/f ul/;Sg' kg]{5 / gofF egf{dfkm{t k|yd ;qb]lv k9fO ;'?
ug{ kfpg] 5}gg\ / o;/L egf{ ePdf egf{ /2 ul/g]5 .
(= cflËs SofDk;x¿sf] :gfts -aL=O{=÷aL=cfs{=_ txsf] z'Ns ljj/0f M
cw{jflif{s
-;]d]:6/_ z'Ns
k|of]uzfnf–z'Ns
lzIf0f–z'Ns
k|j]z–kq–z'Ns
kl/ro–kq z'Ns
ljBfyL{ o'lgog–z'Ns
k':tsfno–z'Ns
v]ns'b–z'Ns
lgoldt
k"0f{z'NsLo
ljBfyL{x¿sf nflu ljBfyL{x¿sf nflu
%).–
@!@^.–
!@%.–
!&%.–
!).–
#&.%)
!%.–
%).–
#@,%)).–
!@%.–
!&%.–
!).–
#&.%)
!%.–
ljb]zL ljBfyL{x¿sf
nflu
@))).–
^),))).–
@)).–
!&%.–
@).–
!,%)).–
!)).–
22
k/LIff–z'Ns *
k/LIff–s]Gb|–z'Ns
k/LIff–kmf/d– z'Ns
ljBfyL{sNof0f–sf]if
v]ns'b–ljsf;–sf]if
OG6/g]6–;]jf–z'Ns
lq=lj= btf{–z'Ns **
hDdf
k':tsfno–w/f}6L
k|of]uzfnf–w/f}6L
SofDk;–w/f}6L M
-cWoog k"/f u/]kl5 dfq
lkmtf{ x'g]_
hDdf
SofDk;–ljsf;–sf]if
SofDk;–dd{t–sf]if
5fqfjf;–dd{t–sf]if#
hDdf
s'n hDdf
$)).–
%)).–
%)).–
^).–
%).–
!).–
@%.–
#)).–
–
^).–
%).–
!).–
@%.–
#)).–
–
^).–
%).–
!)).–
@%.–
$)).–
^)).–
#,#*#.%)
!,@)).–
%)).–
!,&)).–
##,*%&.%)
%,))).–
!),))).–
@%,))).–
^%,&#).–
%,))).–
!),))).–
!,)),))).–
#,$)).–
$%).–
$%).–
^)).–
!,%)).–
*,@*#.%)
$),))).–
^)).–
^)).–
^)).–
!,*)).–
&%,^%&.%)
!,!%,))).–
^)).–
^)).–
–
!,@)).–
!,*!,(#).–
b|i6JoM
a'Fbf ^=# sf] klxnf] k|fjwfg cg';f/sf] k|fof]lht sf]6fsf] lzIf0f–z'Ns JolQmut k"0f{z'NsLo sfo{qmdsf]
lzIf0f–z'NseGbf #)% a9L x'g]5 .
 k|of]ufTds k/LIff–z'Ns Ps ljifosf] nflu ?=%). / PseGbf a9L ljifosf] nflu ?=!)). nfUg]5 . lgoldt ljBfyL{sf nflu dfq_
 dfyL pNn]v ul/Ptf klg k/LIff–z'Ns ;DaGwdf lgoldt / k'0f{z'lNso ljBfyL{sf] nflu qmdzM
lq=lj= / O=c=;+= af6 kl/dfh{g ePdf ;f]xLcg';f/ x'g]5 .
 o;eGbf cufl8 lq=lj= df btf{ gePsfx¿nfO{ dfq b]xfo cg';f/ of] z'Ns nfUg]5 M
 :jb]zaf6 k/LIff pQL0f{ u/]sf ljBfyL{x¿sf nflu ?= #)).
 ljb]zjf6 k/LIff pQL0f{ u/]sf ljBfyL{x¿sf nflu ?= ^)).
# 5fqfjf; dd{t–sf]if–z'Ns 5fqfjf;df egf{ x'g] ljBfyL{x¿sf nflu dfq nfUg]5.
 kl/ro–kq–z'Ns egf{ x'+bf Psk6s ?= !&%.– nfUg]5 .
 OG8l:6«on OlGhlgol/ªdf Industrial Attachment sf] nflu ?= $))).– nfUg]5 .
 kf7\oqmddf pNn]v gePsf s'g} klg z}lIfs ultljlw h:t} cltl/Qm ljifo, :ynut cWoog e|d0f, cltl/Qm
k|of]ufTds sIff OToflbsf nflu nfUg] vr{ ljBfyL{ :jodn] Aoxf]g'{ kg]{5 .
 Internet sf] ljBdfg ;'ljwfdf j[l4 ePdf z'Ns kl/jt{g x'g ;Sg]5 .
 z'Ns / 5fqfjf; z'Ns ;DalGwt SofDk;sf] lgodfg';f/ x'g]5 .
23
!)=
lq=lj= btf{, SofDk; kl/ro–kq / k':tsfno ;b:otf–kq M
!)=! lq=lj= btf{–kmf/d ebf{ z}lIfs of]Uotfsf nAwfÍ–kq / k|df0fkqx¿ tyf g]kfnL
gful/stfsf] k|df0fkqsf k|ltlnlkx¿ !.! k|lt a'emfpg'kg]{ 5 .
!)=@ lq=lj= btf{ eO;s]sf cfj]bsn] btf{ ePsf] ljj/0f kqsf] kmf]6f]skL a'emfpg'kg]{ 5 .
!)=# SofDk;–kl/rokq / SofDk;–k':tsfno ;b:otf–kq SofDk;n] k|bfg ug]{5 . o;sf nflu
tf]lsPsf] ldltdf lgDgcg';f/sf kmf]6fx¿ lnO{ ljBfyL{ :jo+ pkl:yt x'g'kg]{ 5 .
 xfn;fn} lvlrPsf] kf;kf]6{ ;fOhsf] kmf]6f] @ k|lt .
 xfn;fn} lvlrPsf] c6f] ;fOhsf] kmf]6f] @ k|lt .
!)=$ a'Fbf !)=! / !)=@ sf sfdx¿ ug{ SofDk;n] ;"rgf u/]sf] lbgdf clgjfo{ pkl:yt x'g'kg]{
5.
!!=
k/LIff–k|0ffnL
!!=! cfGtl/s d"Nof°g
!!=!=! lq=lj= lgodcg';f/ cWoog/t ljBfyL{sf] pkl:ylt sDtLdf &) k|ltzt x'g'kg]{ 5 .
!!=!=@
k|To]s ljifosf] cfGtl/s d"NofÍgdf (Internal Assessment) pQL0f{ x'g'kg]{5 .
cfGtl/s d"NofÍgdf cg'QL0f{ ePdf ;f] ljifosf] cw{jflif{s k/LIff lbg kfOg] 5}g .
!!=!=# s'g} ljifosf] kf7\of+z ;+zf]wg ePdf k'gM k/LIff lbg]x¿n] ;+zf]lwt kf7\os|ds}
cfwf/df k'gM k/LIff lbg'kg]{ 5 .
!!=@ clGtd k/LIff
!!=@=!
o; cWoog ;+:yfgcGtu{t cWofkg ul/g] ;a} txsf] k/LIff OlGhlgol/ª
cWoog ;+:yfg k/LIff lgoGq0f dxfzfvfn] ;~rfng ub{5 . k/LIff O=c=;+= n] tof/
u/]sf] z}lIfs kfqf] (Academic Calender) cg';f/ x'g]5 .
!!=@=@ -s_ ljBfyL{x¿n] $ z}lIfs–jif]{ sfo{qmd * z}lIfs jif{df / % z}lIfs–jif]{
sfo{qmd !) z}lIfs–jif{df ;dfKt ug'{{kg]{5 .
-v_ ljleGg OlGhlgol/ª sfo{qmddf :gfts txsf] cWoog k"/f ug]{
ljBfyL{x¿nfO{ OlGhlgol/ª–zf:qL’-aL=O{=÷aL=cfs{=_ pkflw k|bfg ul/g]5 .
24
!@= v08ut egf{–/f]Ssf
!@=! s'g} jif{ / v08sf] lgoldt cw{jflif{s k/LIffdf ;lDdlnt x'g k/LIff kmf/d ge/]sf]
k/LIffyL{nfO{ ;f]eGbf dflyNnf] jif{ / v08sf] sIffdf ;lDdlnt x'g lbOg]5}g .
!@=@
s'g} jif{ / v08sf] k/LIff lbPkl5 To;kl5sf] jif{ / v08df cWoog ug{ egf{
x'g'kg]{ 5 . kmf/d geg]{ k/LIffyL{nfO{ dflyNnf] txdf egf{ ul/g]5}g .
!#= 5fqj[lQ / kbs
!#=! -s_ k|To]s sfo{qmdsf] lgoldt ljBfyL{–;+Vofsf] @%% n] lq=lj= af6 k|fKt 5fqj[lQ kfpg]
5g\ .
-v_ k|To]s sfo{qmdsf] lgoldt ljBfyL{–;+Vofsf] @)% n] lgMz'Nsj[lQ kfpg] 5g\ .
-u_k|To]s sfo{qmdsf] lgoldt ljBfyL{–;+Vofsf] !%% n] k"0f{z'NsLo– af6 lbOg] lq=lj= sf] lgoldt ;/xsf]_ 5fqj[lQ kfpg] 5g\ .
-3_ k|To]s sfo{qmdsf] lgoldt ljBfyL{–;+Vofsf] !)% n] k"0f{z'NsLoaf6 lbOg] -lq=lj=
sf] lgoldt ;/xsf]_ lgMz'Nsj[lQ kfpg] 5g\ .
-ª_ k|To]s sfo{qmddf egf{ ePsf k"0f{z'NsLo ljBfyL{x¿sf] @%% n] -a'Fbf !#=! sf]
u df pNn]v ePcg';f/_ k"0f{z'NsLoaf6 lbOg] -lq=lj=sf] lgoldt ;/xsf]_ 5fqj[lQ kfpg]
5g\ .
dfly plNnlvt a'Fbf g+= !#=! sf] -s_, -v_, -u_, -3_, -ª_ sf 5fqj[lQx¿ cluNnf] cw{jflif{s
-;]d]:6/_ k/LIffsf] :sf]/sf] cfwf/df k|bfg ul/g]5 . k|yd jif{÷k|yd v08sf] xsdf k|j]z–
k/LIffsf] :sf]/nfO{ cfwf/ dflgg]5 .
!#=@ ;Dk"0f{ k"0f{z'NsLo sfo{qmdx¿sf ljBfyL{x¿dWo] k|To]s egf{– ;d"xdf
PshgfnfO{ lq=lj=sf] lgoldt ljBfyL{;/x z'Nsdf cWoog ug]{ 5fqj[lQ k|bfg ul/g]5 .
!#=# O=c=;+= sf l8Knf]df sfo{qmdx¿ /x]sf cflËs SofDk;x¿af6 ;f]xL SofDk;sf]
aL=O{=sf k"0f{z'NsLo sfo{qmdx¿df egf{ ePsf ljBfyL{x¿ dWo]af6 M
-s_ k"jf{~rn SofDk;
-v_ klZrdf~rn SofDk;
-u_ yfkfynL SofDk;
–
–
–
! hgf
@ hgf
! hgf
nfO{ k"0f{z'NsLo sfo{qmdsf] lzIf0f–z'Nsaf6 &%% /sd 5'6 x'g] 5fqj[lQ k|bfg ul/g]5 . ;f]
5fqj[lQ cw{jflif{s k/LIffsf] :sf]/sf] cfwf/df k|bfg ul/g]5 . k|yd–jif{÷k|yd–v08sf] xsdf k|j]z–
k/LIffsf] :sf]/nfO{ cfwf/ dflgg]5 .
!#=$ Ps–k|sf/sf] 5fqj[lQ jf ;'ljwf pkef]u ug]{ ljBfyL{nfO{ csf]{ k|sf/sf] 5fqj[lQ jf ;'ljwf
lbOg] 5}g .
!#=% dfly plNnlvt ;Dk"0f{ 5fqj[lQx¿ cw{ jflif{s k/LIffdf cg'QL0f{x'g] ljBfyL{nfO{ k|bfg
ul/g] 5}g .
!#=^ pko'{Qm ;a} lsl;dsf 5fqj[lQ / lgMz'Ns cWoogsf] ;'ljwf 5fqj[lQ ;ldltsf] l;kmfl/;df
k|bfg ul/g] 5 .
!#=& :gfts txdf cWoog u/L ljlzi6 >]0fLdf k|yd x'g] ljBfyL{nfO{ ‘s'n/Tg t'nfw/ kbs’
k|bfg ul/g] 5 .
!#=* s]Gb|Lo SofDk;, k'Nrf]ssf] :gfts tx d]sflgsn OlGhlgol/ª sfo{qmddf ;jf]{Qd cÍ
k|fKt ug]{ ljBfyL{nfO{ :j0f{ kbs k|bfg ul/g]5 .
!$= ljBfyL{x¿sf] cfrf/–;+lxtf
!$=! P]g / lgod kfng ug'{kg]{ M ljBfyL{n] P]g, lgod, ljZjljBfnosf] cflËs SofDk; jf
s'g} ;Ë7g jf lgsfosf] sfo{k|0ffnL, lgb]{zg, ;"rgf / kl/kq cflb kfng ug'{kg]{ 5 .
25
!$=@ z}lIfs sfo{qmddf ;l/s x'g'kg]{ M ljZjljBfnodf jf SofDk;df egf{ kfPsf lgoldt
ljBfyL{n] ;DalGwt z}lIfs sfo{qmddf tf]lsPadf]lhd ;l/s eO{ To;df ;d'QL0f{ x'g
cWoog/t Pj+ k|oTg/t /xg'kg]{ 5 .
!$=# ljZjljBfnonfO{ ;xof]u ug'{kg]{ M cfk"m cWoog/t ljZjljBfnosf] ul/df, k|lti7f /
dof{bfsf] clej[l4sf nflu ljBfyL{n] ;Sbf] of]ubfg, ;xof]u / ;b\efjgf /fVg'kg]{ 5 .
!$=$ kf/:kl/s ;DaGw / ;xof]u ug'{kg]{ M Ps ljBfyL{n] csf]{ ljBfyL{df ;';DaGw,
;b\Jojxf/, ;xof]u, ;b\efjgf tyf lzi6frf/ hfu[t u/fpg'kg]{ 5 .
!$=% ljBfyL{ cg'zf;gdf /xg'kg]{ M ljZjljBfnosf] xftf jf If]qleq / aflx/ ljBfyL{
cg'zf;gdf /xg' kg]{ 5 .
!$=^ ljBfyL{x¿n] lzIfs / kbflwsf/LnfO{ cfb/ ug'{kg]{ M ljBfyL{x¿n] kbflwsf/L,
lzIfs / sd{rf/LnfO{ cfb/;"rs ;Daf]wg / Jojxf/ ug'{kg]{ 5 .
!$=& jf:tljs tYo k|sfz ug'{kg]{ M ljZjljBfnodf egf{ kfpg, s'g} 5fqj[lQ, kbs jf ;x'lnot
jf cGo s'g} clwsf/ jf sfd kfpg ljBfyL{n] cfˆgf] hGdldlt, hGd:yfg, 7]ufgf, z}lIfs
pkflw jf cGo s'/f 9fF6\g' jf n'sfpg' jf e'm6f] ljj/0f lbg' jf cGo o:t} cjf~5gLo / cg'lrt
sfd–s'/f ug'{, u/fpg' xF'b}g .
26
!$=* ljZjljBfnosf] xftfleq ug{ gx'g] M ljBfyL{n] ljZjljBfnosf] xftfleq b]xfosf sfd–
s'/f ug'{, u/fpg' xF'b}g M
s_ SofDk; k|d'v jf clwsf/k|fKt clwsf/Lsf] k"j{:jLs[ltlagf ;fj{hlgs ;ef, k|bz{gL, v]ns'b,
gfrufg, gf6s, rnlrq k|bz{g, ;f+:s[lts jf dgf]/~hg sfo{qmdsf] cfof]hgf jf ;~rfng ug'{,
u/fpg' .
v_ s'g} 3fts xftxltof/ / cjf~5gLo jf lgif]lwt dfnj:t';lxt pkl:yt x'g' jf e]nf ug'{, u/fpg' .
u_ x'nx'Hht, bafj, k|efj, hah{:tL, tf]8kmf]8, cZnLn O;f/f / s'6lk6, x/xdnf, ufnLunf]h, ceb|
Jojxf/ / 3]/fp ug'{, u/fpg' .
3_ z}lIfs / k|fl1s jftfj/0fdf c:j:ytf jf k|lts"ntf Nofpg' jf Nofpg nufpg' .
ª_ kmf]xf]/d}nf / cGo b"lift sfd ug'{, u/fpg' .
r_ lgif]lwt If]qdf k|j]z ug'{, u/fpg' .
5_ ljZjljBfnosf] SofDk; jf s'g} –;Ë7g jf lgsfosf] k|d'vaf6 lgif]lwt egL tf]lsPsf] cGo sfd
ug'{, u/fpg' .
!$=(
SofDk;sf] sIff / k|of]uzfnf cflbdf ;lDdlnt x'g gkfpg]M Ps SofDk; jf lzIf0f
;+:yfdf egf{ lnO{ jf glnO{ lagf:jLs[lt s'g} ljBfyL{ jf JolQmn] klg csf]{ s'g}
SofDk;df cWoog jf cEof; cflbsf nflu ;lDdlnt x'g' x'Fb}g .
!$=!) ljZjljBfnosf] ;Dkltdf xfgL–gf]S;fgL k'¥ofpg' gx'g] M ljBfyL{n] ljZjljBfno
jf To;sf] s'g} ;Ë7g jf lgsfosf] ejg, kmlg{r/, k':ts, k'l:tsf, ;fdu|L, oGq, pks/0f,
cf}hf/, dfnj:t'– nufot u}/crn Pj+ rn ;Dkltsf] lxgfldgf, xfgL gf]S;fgL jf b'?kof]u
ug'{, u/fpg' x'Fb}g .
!$=!! ljZjljBfnosf kbflwsf/L tyf lzIfs–sd{rf/LnfO{ cg'lrt bjfa lbg' gx'g] M s'g}
kbflwsf/L jf lzIfs jf sd{rf/L jf ljBfyL{ cGo s'g} JolQmnfO{ dfgl;s jf zf/Ll/s si6
lbg] dg;fon] s'g} cg'lrt sfd–s'/f ug'{, u/fpg' x'Fb}g .
!$=!@ cg'dlta]u/ sIff k|j]z ug'{ / 5f]8\g' gx'g] M lzIfsn] k|fWofkg jf dfu{bz{g jf
lgb]{zg lbO{/x]sf] sIff, k|of]uzfnf jf cGo s'g} :yfgdf lghsf] cg'dlt glnO{
ljBfyL{n] k|j]z ug'{ jf ToxfFaf6 lg:sg' x'Fb}g .
!$=!# z'Ns jf cGo cltl/Qm /sd ;doleq} ltg'{kg]{ M ljZjljBfno, To;sf] SofDk; jf
cGo s'g} lgsfon] nufPsf] z'Ns jf cGo /sd ;DalGwt ljBfyL{n] tf]lsPsf] Dofbleq
lgoldt¿kn] ltg'{kg]{ 5 .
!$=!$ kl/rokq ;fydf /fVg'kg]{ M ljBfyL{n] ljZjljBfnosf] SofDk; jf s'g} ;Ë7g jf lgsfodf
k|j]z ubf{ jf /xFbfsf] ;dodf cfˆgf] kl/rokq cfk"m;fy} /fVg] ug'{kb{5 .
ljZjljBfno jf ljZjljBfnosf] s'g} ;Ë7g jf lgsfon] ljBfyL{sf nflu tf]lsPsf] kf];fs
clgjfo{¿kdf nufO{ SofDk; jf sIffdf k|j]z ug'{kg]{ 5 .
!$=!% k':ts–nufot cGo aSof}tf a'emfpg'kg]{ M SofDk; jf ljZjljBfnosf] s'g} ;Ë7g jf
lgsfodf cfˆgf] cWoog jf ;q jf cjlw ;dfKt ePkl5 ljBfyL{n] cfk"mn] k':tsfnoaf6 lnO{
/fv]sf] k':ts jf cGo j:t' jf a'emfpg afFsL /x]sf] /sd jf cGo aSof}tf tf]lsPsf] Dofbleq
a'emfpg'k5{ .
!$=!^ k/LIffsf] k|of]hgsf nflu ljBfyL{x¿sf] cfrf/ ;+lxtf;DaGwL Joj:yf M
!$=!^=!
k/LIffyL{n] k/LIff–ejg 5f8\g'cl3 cfkm\gf] pQ/k'l:tsf ;DalGwt lg/LIfsnfO{
a'emfpg'kg]{ 5 .
!$=!^=@
k/LIff ;~rfng sfo{df vl6Psf s'g} klg JolQmx¿pk/ k/LIffyL{n] ceb| Jojxf/,
x"nx'Hht, xftkft tyf s'6lk6 h:tf sfo{ ug'{ x'Fb}g . s'g} k/LIffyL{n] To; lsl;dsf] sfo{
u/]df, u/]sf] sfo{sf] cg'kftdf s]Gb|Lo k/LIff ;~rfng ;ldltn] ;DalGwt k/LIff /2 ug'{sf ;fy}
lgh k/LIffyL{nfO{ ! jif{b]lv $ jif{;Dd s'g} klg k/LIffdf ;lDdlnt x'g gkfpg] u/L lgisf;g
ug{ ;Sg]5 . To; lgisf;gsf] ;"rgf ;~rf/– dfWodaf6 k|;f/0f ul/g] 5 .
27
!$=!^=#
k/LIffyL{n] JolQmut jf ;fd"lxs ¿kdf cfkm\gf] jf c¿sf] k/LIff layf]Ng] h:tf
sfo{ ug{ kfpg] 5}g . To:tf] sfd ug]{ k/LIffyL{nfO{ sf/afxLsf lgldQ :yfgLo k|zf;gsf]
lhDdf nufOlbg ;lsg] 5 .
!$=!^=$
k/LIffyL{n] cfkm" ;lDdlnt x'g'kg]{ k/LIffdf cfkm} ;lDdlnt x'g'kg]{5 / c¿nfO{
;lDdlnt u/fpg' x'Fb}g . c¿nfO{ ;lDdlnt u/fPsf] k|dfl0ft x'g cfPdf k/LIffyL{nfO{
k/LIff ;+rfns ;ldltn] a9Ldf $ jif{;Dd lgisf;g ug]{ lg0f{osf ;fy} kmf}hbf/L cleof]usf]
sf/afxL rnfpg :yfgLo k|zf;gnfO{ lhDdf nufOg]5 / ljZjljBfnosf] s'g} klg k/LIffdf $
jif{;Dd ;lDdlnt x'gaf6 jl~rt ug{ ;lsg]5 .
!%= cfrf/–;+lxtf;DaGwL sf/afxL / ;hfo
!%=! sf/afxL / ;hfo
-!_ o; lgodsf], lq=lj=lgodsf] kl/R5]b !$ df plNnlvt s'g} cfrf/–;+lxtf / ljZjljBfno–
sf] cGo lgod / sfo{k|0ffnL s'g} ljBfyL{n] pNnª\3g u/]df pNnª\3g u/]sf] cfrf/–
;+lxtfsf] k|s[lt, lsl;d / dfqf x]/L To:tf pNnª\3gstf{ ljBfyL{nfO{ cGoyf
n]lvPsf]df afx]s sf/afxL u/L b]xfosf] s'g} Ps jf ;f]eGbf a9L ;hfo lbg ;lsg]5
.
s_ r]tfjgL .
v_ lnlvt gl;xt .
u_xfgL–gf]S;fgL jf Ifltk"lt{sf] k"/} jf cf+lzs /sd .
3_a9Ldf !% lbg;Dd sIff jf k|of]uzfnf–;d]taf6 lgnDag .
ª_ s'g} lgwf{l/t ;dosf nflu SofDk; jf ljefuaf6 lgisf;g .
r_ SofDk; jf ljefudf lglZrt cjlwsf nflu eljiodf z}lIfs sfo{qmddf k|j]zsf nflu /f]Ssf .
5_ljZjljBfnodf s'g} lglZrt cjlwsf nflu cWoog ug{ gkfpg] u/L lgisf;g .
-@_ pklgod ! sf] v08 -5_ afx]s cGo plNnlvt ;hfo ug]{ clwsf/ ;DalGwt
ljBfyL{ btf{ ePsf] jf cWoo/t SofDk; jf ljefu jf ljZjljBfnosf] s'g} ;Ë7g jf
lgsfosf] k|d'vnfO{ x'g]5 .
-#_ pklgod -!_ sf] v08 -5_ sf] ;hfo lbg'k/]df pklgod
-@_ df tf]lsPsf]
kbflwsf/L jf clwsf/Lsf] l;kmfl/;df sfo{sf/L kl/ifb\n] ug{ ;Sg]5 .
-$_ pklgod -!_ df plNnlvt ‘sf/afxL’ sf] k|lqmof jf tl/sf pklgod -@_ / -#_ df
tf]lsPsf] kbflwsf/L jf clwsf/L cfkm}Fn] tf]Sg jf Jojl:yt ug{ ;Sg]5 .
-%_ ;DjlGwt SofDk;/ sn]hx?df egf{ x'Fbf a'Fbf g+= !$ / !% dfGo x'g] u/L
egf{ ePsf] dflgg]5 .
!%=@
sfo{k|0ffnL jf ;"rgf k|sflzt ug{ ;Sg]
o; lgodsf] kl/R5]b !$ df h'g;'s} s'/f n]lvPsf] eP tfklg SofDk; k|d'v jf lk|lG;kn
jf ljefuLo k|d'v jf ;DalGwt kbflwsf/L jf clwsf/Ln] ljBfyL{n] kfngf ug'{kg]{ yk
cfrf/–;+lxtf jf kfng ug'{kg]{ zt{sf ;DaGwdf sfo{k|0ffnL jf ;"rgf hf/L ug{ ;Sg] 5
. To:tf] ;"rgfdf plNnlvt cfrf/–;+lxtf jf zt{ pNnª\3g ug]{ ljBfyL{dfly o;} lgodsf]
kl/R5]b !% df plNnlvt ;hfo lbg ;lsg]5 / To:tf] ;hfo lbg kfpg] clwsf/L ;f]xL
kl/R5]b !% df pNn]v ePadf]lhd x'g]5 .
!^= cGo hfgsf/L
!^=! cf+lus SofDk;sf ljBfyL{nfO{ ;fdfGotof Ps SofDk;af6 csf]{ SofDk;df
:yfgfGt/0f ul/g] 5}g . lgoldt l;6af6 lgoldt l;6df klg :yfgfGt/0f ul/g] 5}g . lgoldt
tkm{sf] ljBfyL{ k"0f{z"NsLo sfo{qmddf csf]{ SofDk;df :yfgfGt/0f x'g rfx]df
bf];|f] jif{ k|yd v08 / t];|f] jif{ k|yd v08df ;g{ rfx]sf] SofDk;df l;6 vfnL ePdf
:yfgfGt/0f x'g ;Sg]5 . ;Lldt l;6df w]/} ljBfyL{x¿ :yfgfGtl/t x'g rfx]df k/LIffdf
28
k|fKt pRr cª\ssf cfwf/df :yfgfGt/0fsf] nflu 5gf]6 ul/g]5 . t/ egf{sf] nflu egf{ x'g
rfx]sf] ;]d]i6/sf] sIff z'¿ x'g'eGbf !% lbg cufj} SofDk; k|zf;gnfO{ hfgsf/L u/fpg'
kg]{5 .
!^=@ ;Dk"0f{ z}lIfs ultljlwx¿ / SofDk;df x'g] labfx¿sf] ;DaGwdf OlGhlgol/ª cWoog
;+:yfgaf6 k|sflzt ul/g] z}lIfs kfqf] (Academic Calendar) af6 hfgsf/L lng ;lsg] 5 .
!^=# SofDk; cfjt hfjtsf nflu b}lgs oftfoftsf] Joa:yf ljBfyL{ :jo+n] ug'{kg]{5 .
b|i6JoM k|ltlnlk k|dfl0ft ug]{ Joj:yf SofDk;n]
ug]{ 5}g . cflwsfl/s JolQmaf6 k|dfl0ft
u/fpg] lhDd]jf/L cfj]bs :jod\sf] x'g] 5 .
o; k'l:tsfdf plNnlvt Joj:yf ;DalGwt
clVtof/jfnfn] kl/jt{g ug{ ;Sg]5 . o; k|sf/
ePsf] kl/jt{g nfu' ug{sf nflu o;
k'l:tsfdf 5flkPsf] s'/f aGb]hsf] ¿kdf
dflgg] 5}g . o; k'l:tsfdf k|sflzt ePsf]
s'g} Joj:yf lgod;Fu aflemg uPdf
aflemPsf] xb;Dd of] Joj:yf nfu' x'g]
5}g .
29
!&= kf7\oqmd tyf k/LIff k|0ffnL
IOE, B.E./B.Arch. Entrance Examination
z}lIfs aif{ @)&!/)&@ sf] B.E./B.Arch. txsf] k|a]z k/LIff å}w k/LIff k|0ffnL -;"rgf
k|lalwsf cfwf/df sDKo'6/ k/LIff k|0ffnL / lnlvt k/LIff k|0ffnL_ af6 ;rf+ng ul/g]
5.
!= k|yd r/0fsf] k"0ff{+s ^% sf] sDKo'6/ k/LIff k|0ffnL cg';f/ / låtLo r/0fsf]
k"0ff{+s !!) sf] lnlvt
k/LIff k|0ffnL cg';f/ x'g]5 / c+s laefhg lgDg cg';f/sf]
x'g]5 .
@= k|yd r/0fsf] k"0ff{+s ^% sf] sDKo'6/ k/LIff k|0ffnL cg';f/ :gfts txdf
c+u|]hL, ul0ft, ef}ltszf:q, /;fog zf:q tyf Engineering Aptitude Test ljifo u/L hDdf !
306fsf] ^% k"0ff{Ísf] k|lt k|Zg ! c+ssf b/n] hDdf ^% j6f j:t'ut (Objective Type)
k|Zgx? x'g]5g\ .
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hDdf %% j6f a:t'ut -Objective_ k|Zgx? x'g]5g .
k/LIff k|0ffnLsf] c+s laefhg lgDg cg';f/sf] x'g]5
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30
B.E./B.Arch. Entrance Examination Curriculam
1. Subject: English
Full Marks: 25
Comprehension of reading passages on a variety of topics and style with special references to (i) General
English and (ii) Technical English.
Grammar – Familiarity with the following aspects:
Parts of Speech, Basic Grammatical Patterns / Structures, Tense and Aspect, Conditional sentences, Verbals:
infinitives, Participles and Gerunds, Direct and Indirect Speech, Active and Passive Voice , Kinds of Sentences,
Transformation of sentences, Concord /Agreement, Vocabulary, Use of Prepositions, Idiomatic expressions,
Punctuation, Phonemes and phonetic symbols, Word Stress.
2. Subject: Chemistry
Full Marks: 25
Language of Chemistry & Physical Chemistry: Symbol, formulate valency and chemical questions, Problems
based on chemical equations (relation with weight and weight, and weight and volume); Atomic Structure: Study
of Cathode rays, and discovery of electrons, Rutheford's X-ray scattering experiment and discovery of nucleus.
Rutherford model of atom., Bohr model of atom, Elementary concept of quantum numbers, Electron configuration of
the elements.; Electronics Theory to Valency: Octet rule, Electrovalency, covalency and coordinate valency, General
characteristics ionic and covalent compounds; Oxidation and Reduction: Classical definitions, Electronic
interpretations of oxidation and reduction, Balancing of redox equations by oxidation number method; Periodic
Classification of Elements: Mendeleev's periodic law, anomalies of Mendeleev's periodic table, Modern periodic
Law, Periodic Properties viz. ionization potential, electronegativity and atomic radii, and their variation in the periodic
table; Equivalent Weight and Atomic Weight: Concept of equivalent weight, and its determination by hydrogen
displacement method and oxide method, Concept of atomic weight, equivalent weight and valency, determination of
atomic weight using Dulong and Petit's rule; Molecular Weight and Mole: Avogardo's hypothesis and its deductions,
Avogadro number and concept of mole, Determination of molecular weight by Victor Meyer's method; Electro–
Chemistry; Electrolytes and non-electrolytes, strong electrolytes and weak electrolytes, Faraday's laws of electrolysis,
Solubility product principle and its applications in qualitative analysis; Theories of Acids and Bases: Arrhenius theory,
Bronsted and Lowry theory, Lewis theory; Volumetric Analysis Equivalent weights of acids, base and salts, Principles
of acidimetry and alkalimetry, pH and pH scale
Non-Metals
Water: Hard water and soft water, Causes and removal of hardness of water; Nitrogen and its Compounds:
Nitrogen cycle, Preparation of ammonia and nitric acid in the lab, and their properties, Manufacture of ammonia
and nitric acid, Sulphur and its Compound.
Allotropy of sulphur, Preparation of hydrogen sulphide, sulphure dioxide in the lab, and their properties,
Manufacture of sulphuric acid by contact process; Halogens and Their Compound: Position of halogens in the
periodic table, Preparation of chlorine and hydrogen chloride in the lab, and their properties.
Metals
Compounds of Metals: General methods of preparation and properties of oxides, hydroxides, chlorides, nitrates,
sulphates and carbonates of metals; Sodium: Extraction of Sodium (Down's process), Manufacture of caustic soda
sodium carbonate; Copper: Extraction of copper from copper pyrite, Manufacture of Blue vitriol; Zinc: Extraction
of zinc from zinc blend, Galvanization; Iron: Extraction of cast iron from hematite, Cast iron, steel and wrought
iron, Types of steel, Manufacture of steel
Organic Chemistry
Sources and Purification of organic Compounds: Characteristics of organic compounds, Sources of organic
compounds, Purification of organic compounds; Classification and nomenclature of organic Compounds: Functional
group, homologous series, and isomerism (structural only), Classification of organic compounds, Common names,
and I.U.P.A.C. naming system
Saturated and unsaturated Hydrocarbons & Aromatic compound
Preparation and properties of methane, Preparation and properties of ethylene and acetylene, Alkyl Halides:
Preparation and properties of ethyl iodide; Aromatic Compounds: Structure of benzene, Preparation of benzene
in the laboratory, Properties of benzene
3. Subject: Physics
Full Marks: 50
Mechanics
Dimensions, Equations of motion, Motion of a projectile. Laws of motion. Addition and subtraction of vectors.
Relative velocity. Equilibrium of forces. Moments. Centre of mass. Centre of gravity. Solid friction. Work, power and
energy. Conservation of energy. Angular speed. Centripetal force. Moment of inertia. Torque on a body. Angular
31
momentum. Rotational kinetic energy. Laws of gravitation. Gravitational intensity, Gravitational potential. Velocity
of escape. Simple harmonic motion. Energy of SHM. Hooke’s Law. Breaking stress. Modules of elasticity. Energy
stored in stretched wire. Surface tension phenomenon. Surface energy. Capillarity. Fluid pressure. Pascal law of
transmission of fluid pressure. Archimedes' principle. Flotation Stokes' law. Terminal velocity,
Heat
Heat and temperature. Temperature scale. Measurement of heat energy. Specific heat capacity. Latent heat.
Saturated and Unsaturated vapour. Relative humidity and dew point. First law of thermodynamics. Reversible
isothermal and adiabatic changes. Gas laws. Kinetic theory of gases. Second Law of thermodynamics. Carnot's
engine. Transfer dof Heat. Conduction, convection and radiation. Expansion of solid, liquid and gas.
Optics
Formation of images by plane and curved mirrors. Refraction of light through plane surfaces. Total internal
reflection. Critical angle. Refraction through prism. Maximum and minimum deviation. formation of images by
lenses. Dispersion. Achromatic combination of lenses visual angle. Angular magnification. Defect of vision.
Telescope and microscope. Wave theory of light: introduction to Huygen's principle and its application interference
diffraction and polarization of light.
Sound
Damped vibration. Forced oscillation. Resonance. Progressive waves, Principle of superposition. Velocity of
sound in solid, liquid and gas: Laplaces correction. Characteristics of Sound wave. Beat phenomenon. Doppler
effect. Stationary waves. Waves in pipes. Waves in String.
Electricity
Electric Charge. Gold leaf electroscope. Charging by induction Faraday's ice pail experiment. Coulomb's law.
Permitivity. Electric field. Gauss's law and its application. electric potential. Capacitors. Ohm's Law. Resistance –
combination of resistances. emf. Kirchhoff's law and its application. Heating effect of current. Thermoelectricity.
Chemical effect of current. Potentiometer. Wheatstone bridge. Galvanometer. Conversion of galvanometer into
voltmeter and ammeter. Magnetic Field. Earth's magnetism. Magnetic Flux. Force on a current carrying conductor.
Ampere's law, Biot-Savart's law and their applications. Solenoid. Electromagnetic induction. AC circuits.
Atomic Physics and Electronics:
Discharge electricity through gases. Cathode rays. Electronic mass and charge Bohr's theory of atomic structure.
Energy level. X-rays. Photoelectric effect Radioactivity. Nuclear – fission and fusion.
Semiconductors. Junction Transistor.
4. Subject: Mathematics
Full Marks: 50
Set and Function
Set and relations, Functions and graphs, Algebraic, Trigonometric, Exponential, Logarithmic and hyperbolic
functions and their inverses.
Algebra
Determinats, matrices, Inverse of a matrix, uses of complex numbers, Polynomial equations, sequence and series,
Permutation and combination, Binomial theorem, exponential, Logarithmic series.
Trigonometry
Trigonometric equations and general values, Inverse trigonometric functions, Principal values, Properties of
triangles; Centroid, incentre, Orthocentre and circumcentre and their properties.
Coordinate Geometry
Coordinates in a plane, Straight lines, Pair of lines, Circles, Conic sections: Parabola, ellipse and hyperbola.
Standard equations and simple properties, Coordinates in space, Plane and its equation.
Calculus
Limit and continuity of functions, Derivatives and application of derivative – Tangent and normal, Rate of change,
differentials dy and actual change y. Maxima and Minima of a function.; Antiderivatives (Integrations): rules of
Integration, Standard Integrals, Definite integral as the limit of a sum. Application to areas under a curve and area
between two curves.
Vectors
Vectors in space, addition of vectors. Linear combination of vectors, Linearly dependent and independent set of
vectors, Scalar and vector product of two vectors, simple applications.
32
5. Subject: Engineering Aptitude Test
1.
2.
3.
4.
5.
Full Marks: 25
Concept of Polygons (Triangle, Square, Pentagon, Hexagon, Octagon), Circle, Inscribing and
Circumscribing Circle; Arcs and Tangents; Introduction to Geometrical Solids (Cylinder, Cone, Prism and
Pyramid)
Orthographic Views of Lines and Surface (Horizontal, Vertical and Inclulined), Orthographic Views of
Geometrical Solids, Objects consisting of Plane Surfaces, Curved Surfaces and Rectangular/cylindrical
holes.
Two-Stroke and Four Stroke Engines, Petrol and Diesel Engines, Renewal Energy.
Traffic Signals, Cement, Aggregates, Bricks and Stones.
Series and Parallel Electric Circuits, Energy Resources, Transformers, Electrical Energy Generation,
Measurement of Electric Current, Voltage and Power.
Number System, Diode and Transistor, Logic Gates, Memory, CPU, Input/output Devices, Operating
Systems, Internet and Email.
33
Number of Questions and Marks Distribution for Computer Based, First Phase and Paper
Based, Second Phase Entrance Examinations
The entrance examination for the academic year 2071/72 will be conducted in two phases . First phase,
computer based examination of one hour duration will contain 65 questions with one mark each. Second phase,
paper based examination of 2 hours duration will contain 55 questions with 2 marks each.Each question is of an
objective type with multiple – choice answers. Subject, Topics and marks allocated to each topics as per
entrance examination curriculum are as given below in the table.
S.N.
1.
2.
3.
4.
1.
2.
3.
1.
2.
3.
4.
5.
1.
2.
3.
4.
5.
6.
1.
2.
3.
4.
5.
Subject / Topics
English
Reading passage
Grammar
Vocabulary
Phonemes and Stress
Chemistry
Physical chemistry
Inorganic chemistry
Organic chemistry
Physics
Mechanics
Heat and Thermodynamics
Waves and Optics
Electricity and Magnetism
Modern Physics and Electronics
Mathematics
Set and function
Algebra
Trigonometry
Coordinate geometry
Calculus
Vectors
Engineering Aptitude Test
Architecture Aspects
Mechanical Aspects
Civil Aspects
Electrical Aspects
Electronics & Computer
Aspects
Total
Number of
Questions
Marks
(Total)
20
5
11
2
2
20
10
6
4
30
7
4
6
7
6
30
2
8
3
7
8
2
20
5
3
4
4
4
25
10
11
2
2
25
13
7
5
50
12
6
10
12
10
50
3
14
5
12
13
3
25
10
3
4
4
4
120
175
First Phase Exam
(Copmuter Based)
(Marks)
Marks=15
11x1=11
2x1=2
2x1=2
15
7x1=7
5x1=5
3x1=3
10
2x1=2
2x1=2
2x1=2
2x1=2
2x1=2
10
1x1=1
2x1=2
1x1=1
2x1=2
3x1=3
1x1=1
15
3x1=3
4x1=4
4x1=4
4x1=4
Second Phase Exam
(Paper Based)
No. of questions = 65
Total Marks = 65
No. of questions = 55
Total Marks = 110
Marks=10
5x2 =10
10
3x2=6
1x2=2
1x2=2
40
5x2=10
2x2=4
4x2=8
5x2=10
4x2=8
40
1x2=2
6x2=12
2x2=4
5x2=10
5x2=10
1x2=2
10
5x2=10
-
34
Tribhuvan University
Institute of Engineering
B.E./ B.Arch. ENTRANCE EXAMINATION- 2071
SAMPLE QUESTIONS
Phase I: Computer Based Examination (651=65)
Full Marks : 65
Time : 1 hour
Number of Questions: 65
Select the Best Alternative
1. Which of the following word is accented on its third syllable ?
a) cosmology b) cosmopolitan c) cosmetic
d) cosignatory
2. The word 'corrupt' is pronounced as:
a) /krpt/
b) /krpt/
c) /korpt/
d) /krupt/
3. The number of atoms of oxygen present in 11.2 litre of oxygen grs at NTP will have
a)
4.
1
 6.023  1023
2
b) 2  6.023  1023
c) 6.023  102
d) 1.6  1024
The oxidation number of sulphur in H2SO5 will be
a) 8
b) 7
c) 6
d) 4.5
5.
The equivalent weight of kmno4 in basic medium is
a) Mol wt/6 b) Mol wt/5
c) Mol wt/3
d) Mol wt/1
6.
The dimension of permittivity of a medium is
a) M-1L-3I2 b) M1L3TI2
c) MLTI-2
d) MLT-2I
An object of mass m is revolving in a vertical circle of radius r. The tension in the object at the top of the
vertical circle will be
7.
2
mv 2
 mg
r
2
mv
c) mv
d) mg 
r
r
8. When a metal sphere is heated, the percentage expansion is maximum for its
a) area
b) diameter
c) volume
d) length
9. The latent heat energy of a substance signifies
a) decrease in the internal energy of the substance
b) increase in the temperature of the substance
c) to produce the chemical changes in the substance
d) increase in the internal energy of the substance
10. Let A = (-3, 2) and B = (-2, 3) then A – B =
a) [-3, 3]
b) (-3, 3)
c) [-3, -2]
d) (-2, 2)
a) mg
b)
1 and Cosx = - 3 then x =
2
2



a) 2n 
b) 2n 
c) 2n 
6
6
3
11. If sinx =
d) 2n  5
6
2 3 
 then adj. A =
5  2
12. If A  
 2  3
 5 2 


 2  3
c) 

  5  2
a)
 2
5

 2
d) 
 5
b)
3
2
 3
 2
13. If the equation x2 + 2 (k+2) x + 9k = 0 has equal rools then k =
a) 1 or 4
b) – 1 or -4
c) 1 or -4
d) -1 or 4
14. The eccentricity of a hyperbola is
a) less than 1
b) equal to 1
c) greater than 1
d) equal to zero
35
Phase II: Paper Based Examination (552=110)
Full Marks : 110
Number of Questions : 55
Time : 2 hours
Read the passage and answer the questions..
Most people may think it's hard to follow a weight – loss diet and exercise regime. But people with diabetes ignore the
risks at their peril ! all diabetes is serious, and can lead to devastating complications that are usually irreversible and
often fatal. Too much sugar in your blood damages the vascular system and organs. That means people with diabetes
are much more pone to cardiovascular disease and are three times more likely than most people to have high
cholesterol, high blood pressure or obesity. Many people with diabetes end up dying as a result of a heart attack or
stroke.
Blood glucose can also damage the small blood vessels, which causes problems in the eyes, kidneys, feet and nerves.
That means that if the diabetes isn't well-controlled, people are looking at kidney failure or lower limb damage
requiring amputation.
Exercising losing weight can reduce the risk of all of these complications, but what many people don't realize is that their
diabetes is a progressive disease. "Only about 10% of patients are able to maintain normal glucose levels with lifestyle
modifications, and that too only up to one or two years, says Dr. Makkar. "Most patients will eventually require lifelong
medication."
15. This passage is mainly about ……….
a) Cure of diabetes
b) cause of diabetes
c) effect of diabetes
d) problem of diabetes
16. The term 'obesity' means …………
a) curiosity
b) observation
c) unhealthy weight growth d) healthy weight growth
17. 100CC of centimolar H2SO4, 50 ml of decimolar HCl and 500CC of 0.012 molar KOH is mixed, the resultant
solution will be
a) accidec b) basic
c) neutral
d) am phot……
18. A young boy requires 12000 KJ energy per day. The amount of energy evolved from 1 more of glucose is
2808 KJ. What weight of glucose be needs for a week.
a) 769.64 gms b) 2.694 kg
c) 5.39 kg
d) 10.78 kg
19. A reversible Carnot cycle engine operates between temperature of 1000 K and 250 K. If 16 kJ of heat is
transferred to the engine at 1000 K in one cycle, the heat transferred from the engine at 250 K in kJ is
a) 2
b) 4
c) 6
d) 8
20. Two identical electric bulbs rated 1 KW; 220V are connected in series and the combination is connected to
200V supply line. The power dissipated in each bulb is around.
a) 50W
b) 100W
c) 200W
d) 250W
21. If  and  are imaginary cube roots of unity then  4   4  1 is

a) 3
b) 0
c) 1
d) 2
22. The principal value of sin-1
a) 
2
3
b)

3
  2  
sin  3  is
  
4
c)
3
d)
5
3
23. An isometric view of an object is as shown below. When looking to the direction of arrow X, which of
the following elevation is correctly drawn?
X
a)
b)
c)
d)
36