NEW KVPY Stream-SA Paper Sol. (2007 t o 2010)

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    @V\U \C\K^W & WJI[]EJDW

    JF ICW] = UKC^W

    ]J MJXD IJCM VEWE] 2a}}|2**mi|m$~kwjdcdgk$cg$ed

    EE]/BKK y CE\O] y CEKKK y JIUO \ECMW y @V\U y D]WK

    http://dlpd.resonance.ac.in/
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    HKDK^CI EDW]^[G]EJDW FJ^ @V\U ]KW] \C\K^UKC^ 2 >

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    3\CHK ' 3

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    3$ Ik} w3!d% nk }ak w{o jf }ak fe~w} d }k~ow jf }ak c~e}aok}eg |~jh~kwwejd 1) 3>) 36) $$$$$$$ cdm ik} w

    >!d% nk }ak

    w{o jf }ak fe~w} d }k~ow jf c~e}aok}eg |~jh~kwwejd 38) 35) >3 $$$$$$$$$ Ef fj~ wjok vci{k jf d) w3!d% ? w

    >!d% }akd

    }aew gjoojd w{o ew 2

    !C% dj} {des{kiu mk}k~oedcnik !N% >636 !M% >$ ]ak d{onk~ jf wji{}ejdw c~k ed P_ w{ga }ac} !wed!>q%%= ? 3*1 ew

    !C% > !N% = !G% 1 !M% 36

    7$ ]ak wk} jf ~kci d{onk~w ~ wc}ewfuedh 2

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    ew

    !C% }ak wk} jf cii ~kci d{onk~w

    !N% }ak wk} jf cii |jwe}evk ~kci d{onk~w

    !G% }ak wk} jf cii ~kci d{onk~w w}~eg}iu nk}xkkd 3 cdm ;*7

    !M% }ak wk} jf cii ~kci d{onk~w xaega c~k ke}ak~ ikww }acd 3 j~ h~kc}k~ }acd ;*7

    =$ Ef c) n cdm g c~k mew}edg} ~kci d{onk~w w{ga }ac} c 2 !n + g% ? n 2 !g + c% }akd

    !C% c) n) g c~k cii |jwe}evk !N% c) n) g c~k cii dkhc}evk

    !G% c + n + g ? < !M% cn + ng + gc + 3 ? !G% = !M% edfede}k

    6$ Ik} Pq_ mkdj}k }ak h~kc}kw} ed}khk~ |c~} jf c ~kci d{onk~ q$ Ef

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    !C% ;8< !G% ;8=< !M% 33 + nq + g

    acw 7 mew}edg} ~jj}w fj~ g ?

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    1$ Hevkd c wkoege~gik jf ~cme{w 3) ik} c nk }ak wemk jf cd ks{eic}k~ci }~ecdhik xaega ew edwg~enkm ed }ak

    wkoege~gik xe}a e}w vk~}egkw jd }ak nj{dmc~u jf }ak wkoege~gik !nj{dmc~u edgi{mkw }ak nj{dmedh mecok}k~

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    >

    !M% }ak wk} jf cii ~kci d{onk~w xaega c~k h~kc}k~ }acd j~ ks{ci }j 3) n{} ikww }acd j~ ks{ci }j7

    >

    5$ C ~cu jf ieha} j~ehedc}edh c} }ak vk~}kq C jf c ws{c~k CNGM |cwwkw }a~j{ha }ak vk~}kq N cf}k~ hk}}edh

    ~kfikg}km nu NG) GM cdm MC ed }ac} j~mk~$ Ef ew }ak cdhik jf }ak ede}eci |jwe}ejd jf }ak ~cu xe}a CN }akd wed

    ks{ciw$

    !C% 37*> !N% 37*7 !G% 7*; !M% =*;

    3;*7 !N% 5 !G% =1*; !M% 3 2 3 !G% > 2 3 !M% > + 3 2 3

    3>$ Ef cdm c~k cg{}k cdhikw w{ga }ac} gjw> + gjw> ? 7*> cdm wed $ wed ? 3*=) }akd + ks{ciw

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    xkci}a }ac} C waj{im mew}~en{}k nk}xkkd N cdm G ed }ak ~c}ej 3 2 > wj }ac} }ak xkci}a jf G ks{ciw }ak w{o

    jf }ac} jf C cdm N ew

    !C% 3*> !N% >*7 !G% 7*= !M% 3

    3;$ Uj{ acvk c okcw{~edh g{| xe}a gc|cge}u >; oi cdm cdj}ak~ xe}a gc|cge}u 33< oi) }ak g{|w acvk dj

    oc~`edhw wajxedh ed}k~okmec}k vji{okw$ [wedh ic~hk gjd}cedk~ cdm cw o{ga }c| xc}k~ cw uj{ xewa$

    Xac} ew }ak wociikw} coj{d} jf xc}k~ uj{ gcd okcw{~k cgg{~c}kiu :

    !C% 3 oi !N% ; oi !G% 3< oi !M% >; oi

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    7\CHK ' 7

    36$ C |k~wjd }~cvkiw ed c gc~ f~jo aew veiichk }j c }jxd c} c w|kkm jf ;< ow*a~ fj~ fj{~ aj{~w$ ]ak~k ak w|kdmw

    cd aj{~ ojvedh cnj{} >< ow$ Ak }akd ~k}{~dw }j aew veiichk c} c w|kkm =< ow*a~$ Aew cvk~chk w|kkm jvk~

    }ak xajik bj{~dku !ed ow*a~% ew

    !C% == !N% => !G% ==5

    =!M% =6

    7

    >

    38$ ]ak~k c~k >< {de} g{nkw cii jf xajwk fcgkw c~k xae}k) cdm == {de} g{nkw cii jf xajwk fcgkw c~k ~km$ ]aku

    c~k |{} }jhk}ak~ }j fj~o c nehhk~ g{nk != = =%$ Xac} ew }ak oedeo{o d{onk~ jf xae}k fcgkw vewenik jd

    }aew ic~hk~ g{nk :

    !C% >< !N% 3= !G% 3> !M% 1

    31$ ]ak d{onk~ jf >/mehe} d{onk~w d w{ga }ac} 7 mevemkw d > cdm ; mevemkw d 7 ew

    !C% ; !N% 6 !G% 8 !M% 3d !G% o ? =d !M% o ? 1d

    >; !M% gcddj} nk mk}k~oedkm nu }ak mc}c

    \AUWEGW

    >3$ C f{iiu ijcmkm kikvc}j~ acw c ocww jf 6 ew !]c`k h ? E< ow>%

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    jf }ak ~cu c~k wajxd nkijx$

    Wicn xe}aedg~kcwedh^kf~cg}evkedmkq

    MGNC

    ]ak gj~~kg} gajegk ew 2

    !C% C !N% N !G% G ! M% M

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    =\CHK ' =

    >=$ ]ak ewj}j|k >715>[ mkgcuw }a~j{ha c gaced jf cdm koewwejdw kdmedh {| c} }ak |~jm{g}>\n $ ]aew

    gaced edvjivkw

    !C% 1 koewwejd cdm 6 koewwejdw

    !N% 1 koewwejd cdm 1 koewwejdw

    !G% 6 koewwejd cdm 1 koewwejdw

    !M% 6 koewwejd cdm 6 koewwejdw

    >;$ Feh{~k wajxw cd cwwkoniu gjdwew}edh jf c d{onk~ jf |kdm{i{ow jf vc~uedh ikdh}aw$ ]ak m~evk~ |kdm{i{o ew

    |{iikm cwemk cdm ~kikcwkm wj }ac} e} jwgeiic}kw ed c |icdk |k~|kdmeg{ic~ }j }ac} jf }ak mech~co$ E} xeii nk

    jnwk~vkm }ac}

    W}~edh

    M~evk~|kdm{i{o

    !C% cii |kdm{i{ow jwgeiic}k xe}a }ak f~ks{kdgu jf }ak m~evk~ |kdm{i{o cdm acvk }ak wcok co|ie}{mk$

    !N% |kdm{i{ow jwgeiic}k xe}a meffk~kd} f~ks{kdgekw n{} ks{ci co|ie}{mk) }ak waj~}kw} |kdm{i{o jwgeiic}edh

    xe}a }ak aehakw} f~ks{kdgu$

    !G% cii |kdm{i{ow jwgeiic}k xe}a }ak f~ks{kdgu jf }ak m~evk~ |kdm{i{o0 }ak |kdm{i{o xe}a ikdh}a ks{ci }j

    }ac} jf }ak m~evk~ acw }ak h~kc}kw} co|ie}{mk$

    !M% |kdm{i{ow jwgeiic}k xe}a meffk~kd} f~ks{kdgekw cdm meffk~kd} co|ie}{mkw$

    >6$ Uj{ c~k ~emedh jd uj{~ negugik xe}a edfic}km }u~kw$ Uj{~ f~ekdm cw`w fj~ c ief} cdm we}w jd }ak gc~~ek~ nkaedm

    uj{ 2

    !C% ]ak ce~ |~kww{~k ed }ak }u~kw edg~kcwkw$

    !N% ]ak ce~ |~kww{~k ed }ak }u~kw mkg~kcwkw$

    !G% ]ak ce~ |~kww{~k ed }ak }u~kw ~kocedw }ak wcok$

    !M% Dj}aedh ed }ak wuw}ko gacdhkw kqgk|} }ak ~kcg}ejd jf }ak h~j{dm

    >8$ ]ak ge~g{e} wajxd acw 7 emkd}egci ieha} n{inw C) N) G cdm > emkd}egci nc}}k~ekw K3) K

    >$ Xakd }ak wxe}ga ew

    j|kd) C cdm N hijx xe}a ks{ci n~eha}dkww$ Xakd }ak wxe}ga ew gijwkm2

    C

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    K3

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    !C% C cdm N xeii oced}ced }ake~ n~eha}dkww cdm G xeii nk meook~ }acd C cdm N$

    !N% C cdm N xeii nkgjok meook~ cdm G xeii nk n~eha}k~ }acd C cdm N$

    !G% C cdm N xeii oced}ced }ake~ n~eha}dkww cdm G xeii dj} hijx$!M% C) N cdm G xeii nk ks{ciiu n~eha}$

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    ;\CHK ' ;

    >1$ C njc} c} ~kw} acw }xj |k~wjdw jf {dks{ci xkeha}w wkc}km c} ke}ak~ kdm$ Ef }aku xci` cg~jww }ak njc} cdm

    ed}k~gacdhk }ake~ |jwe}ejdw)

    !C% }ak njc} xeii ojvk ed }ak me~kg}ejd jf xci`edh jf }ak ieha}k~ |k~wjd$

    !N% }ak njc} xeii ojvk ed }ak me~kg}ejd jf xci`edh jf }ak akcvek~ |k~wjd$

    !G% }ak njc} xeii dj} ojvk c} cii$

    !M% }ak njc} xeii jwgeiic}k cnj{} c okcd |jwe}ejd cdm w}j| jdgk }ak |k~wjdw acvk ojvkm }j }ak dkx

    |jwe}ejdw$

    >5$ C |auwegci s{cd}e}u }ac} ew gjdwk~vkm ed c |~jgkww

    !C% o{w} acvk }ak wcok vci{k fj~ cii jnwk~vk~w$

    !N% gcd dkvk~ }c`k dkhc}evk vci{kw$

    !G% o{w} nk meokdwejdikww$

    !M% dkkm dj} dkgkwwc~eiu nk c wgcic~$

    7< h jf Gj68 xeii ~koced ~cmejcg}evk cf}k~ >3$> ukc~w :

    !C% 3< h !N% 3$>; h !G% >$; h !M% 7$< h

    7>$ ]ak kikokd} xaega ~kcg}w nj}a xe}a cgemw cdm ncwkw }j |~jm{gk c wci} cdm aum~jhkd hcw ew /

    !C% Rd !N% Oh !G% Ie !M% W

    77$ ]ak gjo|j{dm acvedh c }~e|ik njdm ew /

    !C% Nkdrkdk !N% Gugijakqcdk !G% Cgk}uikdk !M% Hi{gjwk

    7=$ Cd kikokd} xaega acw > kikg}~jdw ikww }acd }ac} ed Dk ew /

    !C% Oh !N% Dc !G% J !M% F

    7;$ Gaij~edk hcw ew |~jm{gkm f~jo AGE nu }ak cmme}ejd jf /

    !C% @>WJ

    =!N% @Gi !G% @DJ

    7!M% @OdJ

    =

    76$ Cojdh AGi) AN~) AF) cdm AE }ak xkc`kw} cgem ed xc}k~ ew /

    !C% AGi !N% AF !G% AN~ !M% AE

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    =Gi) c~k

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    >+ DA

    =JA + A

    >

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    + >A>J !M% GcJ + DA

    =JA + A

    >

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    6\CHK ' 6

    71$ Xakd c fkx m~j|w jf gjdgkd}~c}km w{i|a{~eg cgem c~k cmmkm }j c fkx m~j|w jf c gikc~ w{hc~ !w{g~jwk%

    wji{}ejd ed c }kw} }{nk) }ak wji{}ejd

    !C% ~kocedw gjij~ikww !N% }{~dw nicg` !G% }{~dw ni{k !M% }{~dw xae}k

    75$ ]ak ~kcg}ejd RdJ + G Rd + GJ ew cd kqco|ik jf c

    !C% Gjonedc}ejd ~kcg}ejd !N% km{g}ejd/jqemc}ejd ~kcg}ejd

    !G% Mew|icgkokd} ~kcg}ejd !M% Mkgjo|jwe}ejd kcg}ejd

    =$ Mewgjvk~u jf fjwweiw acw |~jvemkm nejijhew}w xe}a wehdefegcd} gi{kw cw ed }ak w}k|w ed kvji{}ejd$ C~gackj|/

    }k~uq jdk w{ga kqco|ik) xaega ew gjddkg}ejd ied` nk}xkkd 2

    !C% \ewgkw cdm co|aenecd !N% Co|aenec cdm ~k|}eiec

    !G% k|}eiec cdm cvkw !M% Cvkw cdm ocoociecd

    =7$ Xaega jf }ak fjiijxedh ew c ncg}k~eci mewkcwk :

    !C% Wocii|jq !N% Okcwikw !G% Okdedhe}ew !M% cnekw

    ==$ M{~edh |aj}jwud}akwew) ieha} kdk~hu 2

    !C% Ew gjdvk~}km }j gakoegci kdk~hu !N% Ew gjdvk~}km }j edk}eg kdk~hu

    !G% Ew }ak gc}ciuw} !M% Mewwjgec}kw GJ>

    me~kg}iu

    =;$ Ocbj~e}u jf }ak xj~im |j|{ic}ejd mk|kdmw ic~hkiu jd }ak fjiijxedh fj~ }ake~ w}c|ik fjjm 2

    !C% F{dhe cdm cihck !N% Cdeoci |~jm{g}w

    !G% Megj}uikmkdj{w !M% Ojdjgj}uikmkdj{w |icd}w

    =6$ Ef uj{ |{} c dcei c} }ak oemmik jf c uj{dh |icd} cdm ciijx e} }j h~jx) }akd 2

    !C% Uj{ xeii fedm }ak dcei c} }ak wcok |jwe}ejd cf}k~ }ak }~kk ew f{iiu h~jxd

    !N% ]ak dcei xeii fcii j{}

    !G% ]ak dcei xeii ~ewk cijdh xe}a }ak }~kk

    !M% ]ak dcei xeii gjok gijwk~ }j }ak h~j{dm

    =8$ Ef uj{ c~k cw`km }j x~e}k jd c }j|eg jf ed}k~kw}) uj{ gcd ~kcm cw ocdu njj`w cw uj{ xcd} n{} dkvk~ gj|u

    wjokjdk kiwk(w x~e}edh jd }ak wcok }j|eg$ ]ak cg} ew gciikm |ichec~ewo cdm ew oj~ciiu edgj~~kg}) cw 2

    !C% Uj{ c~k w}kciedh wjokjdk kiwk(w icnj~ !N% E} ew c |{dewacnik jffkdgk ed gj{~}

    !G% Uj{ acvk dj} |cem ojdku }j mj wj !M% C |c}kd} kqew}w jd }ak x~e}edh

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    8\CHK ' 8

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    !C% 3*> !N% 3*= !G% 3*1 !M% 3*36

    =5$ H~c|kw xk~k |{} ed c gjdgkd}~c}km w{hc~ wji{}ejd$ Jd kqcoedc}ejd cf}k~ 3> aj{~w) }ak h~c|kw xk~k

    wa~{d`kd$ ]aew ew nkgc{wk 2

    !C% H~c|kw nkgjok wxkk}k~ !N% Xc}k~ kvc|j~c}kw f~jo }ak wji{}ejd

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    ; Oc~`%OC]AKOC]EGW

    ;3$ ]ak d{onk~ jf mew}edg} |ce~w !q) u% jf }ak ~kci d{onk~w wc}ewfuedh q ? q 7 + u= cdm u ? >qu ew 2

    !C% ; !N% 3> !G% 7 !M% 8

    ;>$ Xk xcd} }j fedm c |jiudjoeci f!q% jf mkh~kk d w{ga }ac} f!3% ? > cdm f!7% ? $ Xaega jf }ak fjiijxedh ew

    }~{k :

    !C% ]ak~k mjkw dj} kqew} w{ga c |jiudjoeci

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    !G% ]ak~k c~k edfede}kiu ocdu w{ga |jiudjoeciw fj~ kcga d 3

    !M% ]ak~k c~k edfede}kiu ocdu w{ga |jiudjoeciw fj~ kcga d > n{} dj} edfede}kiu ocdu fj~ d ? 3

    ;7$ C |jiudjoeci |!q% xakd mevemkm nu q>

    7q + > ikcvkw ~kocedmk~ >q

    7$ ]akd 2!C% |!q% o{w} acvk c ~jj} nk}xkkd < cdm 7

    !N% |!q% gcddj} acvk c ~jj} nk}xkkd < cdm 7

    !G% |!q% o{w} acvk c ~kci ~jj} n{} ocu j~ ocu dj} nk nk}xkkd < cdm 7

    !M% |!q% dkkm dj} acvk c ~kci ~jj}

    ;=$ Ed c ~kg}cdhik CNGM ) O cdm D c~k }ak oem|jed}w jf }ak wemkw NG cdm GM ~kw|kg}evkiu$ Ef CDO? 5 2 3 !N% 32> !G% 327 !M% 32 3

    ;;$ Gjdwemk~ }ak }~ecdhik JCN ed }ak qu / |icdk xak~k J ? !

    ;

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    ;6$ Ik} c wkoege~gik xe}a gkd}~k J cdm mecok}k~ CN$ Ik} \ cdm S nk |jed}w jd }ak wkoege~gik cdm nk c |jed}

    jd CN kq}kdmkm w{ga }ac} JC ? S^ 9 \^$ Ef \JC ? 3 }akd \^C ew 2

    !C% ;3 !N% 7=

    !G% >;$; !M% dj} |jwwenik }j nk mk}k~oedkm

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    1\CHK ' 1

    ;8$ Ik} C) N) G) M nk gjiiedkc~ |jed}w ed }ac} j~mk~$ W{||jwk CN 2 GM ? 7 2 > cdm NG 2 CM ? 3 2 ;$ ]akd CG 2

    NM ew 2

    !C% 3 2 3 !N% 33 2 3< !G% 36 2 33 !M% 38 2 37

    ;1$ Hevkd c w|ak~k) c gjdk ew gjdw}~{g}km wj }ac} }ak gjdk cdm }ak w|ak~k acvk }ak wcok vji{ok) n{} }ak

    }j}ci w{~fcgk c~kc jf }ak gjdk ew }eokw }ac} jf }ak w|ak~k) xak~k ew mk}k~oedkm wj }ac} }ak~k ew c {des{k

    gjdk wc}ewfuedh }aew |~j|k~}u$ ]akd ks{ciw 2

    !C% 3 !N% > !G% 7 !M% 7 >

    ;5$ Ajx ocdu =/mehe} d{onk~w c~k }ak~k xe}a }ak |~j|k~}u }ac} e} ew c ws{c~k cdm }ak d{onk~ jn}cedkm nu

    edg~kcwedh cii e}w mehe}w nu 3 ew ciwj c ws{c~k :

    !C% < !N% 3 !G% > !M% =

    6$ ]ak d{onk~ jf ~kvji{}ejdw }{~dkm nu }ak ~kc~ xakkiw

    m{~edh }ak n~c`edh |k~ejm ew cnj{}

    !C% =1 !N% 56 !G% 7> !M% 3>

    6>$ ]ak kdk~hu ~kikcwkm ed c ojmkw} werk c}joeg njon !>< `eij}jd% ew cnj{} 3

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    5\CHK ' 5

    6=$ Ieha} edgemkd} jd c ~j}c}edh oe~~j~ O ew ~kfikg}km }j c feqkm oe~~j~ D |icgkm >>$; o cxcu f~jo O$ ]ak feqkm

    oe~~j~ ~kfikg}w e} ncg` }j O !cijdh }ak wcok |c}a% xaega ed }{~d ~kfikg}w }ak ieha} chced cijdh c me~kg}ejd

    }ac} oc`kw cd cdhik jf >8 xe}a }ak edgemkd} me~kg}ejd$ ]ak w|kkm jf ~j}c}ejd jf }ak oe~~j~ ew2

    !C% >;< ~kvji{}ejdw w3 !N% ;WJ

    =!76 D% nu mei{}edh /

    !C% >< oi jf }ak gjdg$ A>WJ

    =}j >=< oi !N% 3< oi jf }ak gjdg$ A

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    \CHK ' 75

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