Class 8 Nso Paper

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    MDXNNX VJGEP ? 486= jc `gccnrnetkdssns drn mjeenmtn` hy cjur g`netgmdi strgebs] 4, ] 8, ] = de` ] 0 ds sljwe ge tln cgburn. Plnydrn puiin` hy d stnd`giy gemrndsgeb cjrmn C.Rlgml jc tln cjiijwgeb strgebs gs kjst iganiytj hrnda:

    (D) ] 4 (H) ] 8 (M) ] = (@) ] 0

    T.8 Plrnn hijmas, V, T de` X drn hdidemn` je d hndk wgtl tln pgvjt dt tln kg`pjget. Plnmjrrnmt jr`nr jc hijmas ge tnrks jc gemrndsgebkdss, gs -

    (D) V 9 T 9 X (H) X 9 V 9 T(M) V 9 X 9 T (@) T 9 V 9 X

    T.= D sjurmn jc igblt J gs ijmdtn` dt d `gstdemn jc

    < mk crjk d piden kgrrjr. Pln rncinmtn` rdyJ' gs `ntnmtn` 8 mk crjk tln kgrrjr dt dvnrtgmdi `gspidmnknet jc 48 mk. Pln pjget jcrncinmtgje gs dt d `gstdemn jc -

    (D) 3.6 mk crjk \ (H) 2.8 mk crjk \(M) 8.0 mk crjk W (@) =.3 mk crjk W

    T.0 ]jivn tln cjiijwgeb rg``in hy g`netgcygeb \,W, _.\ ? G dk d mjjageb gebrn`gnet de` d

    mje`umtjr jc ninmtrgmgty.W ? G dk usn` ge de ninmtrgm mgrmugt wlne d

    wnda murrnet cijws tlrjubl gt._ ? G dk mjdtn` je grje hrg`bns tj prjtnmt gt

    crjk mjrrjsgje de` cjrkdtgje jc rust.\ W _

    (D) Inkje ougmn IN@ Mlrjkguk(H) Inkje ougmn MCI Bji`(M) Sgenbdr IN@ _gem(@) Sgenbdr MCI ]givnr

    T.> Pln `gdbrdk sljws d huhhin dt tln hjttjk jcd pjji. Dssukgeb tldt tln tnkpnrdturn jc tln

    pjji gs mjestdet tlrjubljut tln wdtnr, wlgmljc tln cjiijwgeb `nsmrghns tln mldebn jc tln

    prnssurn de` tln nesgty jc dgr ge tln huhhinds gt rgsns tj tln surcdmn:

    Vrnssurn @nesgty(D) Gemrndsn Gemrndsn(H) Gemrndsn @nmrndsn(M) @nmrndsn Gemrndsn(@) @nmrndsn @nmrndsn

    T.3 D hndk jc igblt crjk d tjrml gs dgkn` dt dedrrdebnknet jc cjur piden kgrrjr. Rlgml`gdbrdk mjrrnmtiy sljws tln pdtl tldt tlnigblt hndk cjiijws:

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    MDXNNX VJGEP ? 486= 46 3 s (H) 4.=> 46 2 s(M) 4.=> 46< s (@) 4.=> 46 7 s

    T.46 De jhonmt vghrdtns 2866 tgkns ge < kgeutns. Dbgri stde`geb mijsn tj tln jhonmt lndrs

    (D) D sjue` jc crnqunemy E, 4=2 E de` 867 E wlnrnds tldt hy tlnknkhnrs jc tndk T drn 487 E, 4

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    MDXNNX VJGEP ? 486=)..... . Plgs gkkn`gdtniyrndmts wgtl .....(8)..... ge tln kdtmlstgma lnd`tj prj`umn nejubl lndt tj gbegtn .....(4).....de` stdrt tln mjkhustgje.4 8 = 0 >

    (D) detg- pjtd- bidss rn` wlgtnkjey ssguk pljs- pljs-trgsui- mlijrdtn pljrus pljrus

    plg`n

    (H) pjtd- detg- rn` bidss wlgtnssguk kjey pljs- pljs-mlijrdtn trgsui- pljrus pljrus

    plg`n(M) detg- pjtdss- bidss wlgtn rn`

    kjey guk pljs- pljs-trgsui- mlijrdtn pljrus pljrus

    plg`n(@) rn` detg- pjtd- bidss wlgtn

    pljs- kjey ssguk pljs- pljrus trgsui- mlijrdtn pljrus

    prg`n

    T.80 Deagtd, d midss < stu net drrdebn` tln bgvnenxpnrgknetdi snt-up tj stu`y tln rndmtgvgty jctlrnn `gccnrnet kntdis \, W de` _.

    Kntdis \, W de` _ drn rnspnmtgvniy(D) Mu, Di de` Cn (H) Db, Cn de` _e(M) Cn, Mu de` Di (@) Di, Mu de` Cn

    T.8> Ijja dt tln bgvne cgburn sljwgeb pntrjinukde` edturdi bds `npjsgts.

    Pln idynr mjetdgegeb pntrjinuk jgi de` bds gsdhjvn tldt jc wdtnr hnmdusn -(D) Jgi de` bds drn lndvgnr tlde wdtnr de` `j

    ejt kgx wgtl gt(H) Jgi de` bds drn igbltnr tlde wdtnr de` bnt

    kgxn` wgtl gt

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    MDXNNX VJGEP ? 486=

    (M) Rdtnr gs igbltnr tlde jgi de` bds de` `jnsejt kgx wgtl tlnk

    (@) Jgi de` bds drn igbltnr tlde wdtnr de` `jejt kgx wgtl gt

    T.83 Sdiuns jc gbegtgje tnkpnrdturns jc `gccnrnetsuhstdemns drn igstn` ge tln bgvne tdhin.

    Gemrndsgeb jr`nr jc tln gecidkkdhgigty jc tlnbgvne suhstdemns gs -(D) G 9 GS 9 GG 9 GGG (H) GGG 9 GG 9 GS 9 G(M) GS 9 G 9 GGG 9 GG (@) GG 9 GGG 9 G 9 GS

    T.82 Rlgml jc tln cjiijwgeb stdtnknets dhjuttlnrkjsnttgeb pidstgms drn mjrrnmt:4. Hdanigtn de` knidkgen drn tlnrkjsnttgeb

    pidstgms.8. Plny bnt `ncjrkn` ndsgiy je lndtgeb de`

    mde hn kjui`n` ndsgiy tj kdan tjys,mjkhs, ntm.

    =. Knidkgen rnsgsts cgrn de` mde tjinrdtnlndt hnttnr tlde jtlnr pidstgms.

    0. Rlne kjui`n` jemn, tlny mdeejt hnsjctnen h y lndtgeb.

    (D) 4, 8 de` 0 jeiy (H) 4 de` 8 jeiy(M) 4, = de` 0 jeiy (@) Dii jc tlnsn

    T.8< Xnd` tln cjiijwgeb stdtnknets mdrncuiiy.R ? G dk vnry rndmtgvn de` mdtml cgrn gc

    nxpjsn` tj dgr. Pj prnvnet tlgs, G dkstjrn` ge wdtnr.

    \ ? G dk d bjj` mje`umtjr jc lndt de`dmqugrn d rn``gsl-hrjwe mjdtgeb jenxpjsurn tj kjgst dgr.

    W ? G dk sjct de` ldvn `uii dppndrdemn. Gcjrk dmg`s je rndmtgeb wgtl jxybne de`wdtnr.

    _ ? G dk kdiindhin, `umtgin de` dmqugrn d `uiibrnne mjdtgeb je nxpjsurn tj kjgst dgr.

    G`netgcy R, \, W de` _.

    R \ W _(D) Vljspljrus Mjppnr ]uiplur Grje(H) Vljspljrus Grje ]uiplur Mjppnr(M) ]uiplur Grje Vljspljrus Mjppnr

    (@) Mjppnr Vljspljrus Grje ]uiplur

    T.87 Bnntd kdran` tln stdtnknets dhjut cgrnnxtgebugslnrs, bgvne hy lnr tndmlnr ds trun jrcdisn.

    ].Ej.

    ]tdtnknets Prun jcCdisn

    4. Rdtnr gs sugtdhin cgrn nxtgebugslnrcjr dii typns jc cgrns.

    Prun

    8. Mdrhje `gjxg`n gs tln hnst

    nxtgebugslnr cjr cgrns gevjivgebninmtrgmdi nqugpknets de`gecidkkdhin kdtnrgdis.

    Prun

    =. Cgrn nxtgebugslnr myige`nrsmjetdges MJ 8 ds d igqug` dt lgbl

    prnssurn.

    Cdisn

    0. Cgrn nxtgebugslnr muts jcc tlnsuppiy jc cuni de` hrgebs `jwetln dtkjsplnrgm tnkpnrdturn.

    Cdisn

    Rlgml jc tlnsn stdtnknets drn kdran`gemjrrnmtiy hy lnr:(D) 4 de` = jeiy (H) 8 de` 0 jeiy(M) 4 de` 0 jeiy (@) Ejen jc tlnsn

    T.=6 Krs. Egtgad, d smgnemn tndmlnr lds mjiinmtn`cnw cuni sdkpins ge `gccnrnet bidss odrs de`

    put idhnis je tlnk wgtl tlngr mdijrgcgm vdiuns(ge aO/ab).

    ]ln dsan` lnr stu`nets tj drrdebn tlnsn cunisge tln gemrndsgeb jr`nr jc cuni nccgmgnemy. Plnmjrrnmt jr`nr gs -(D) 0 9 8 9 = 9 4 (H) 4 9 = 9 8 9 0(M) 8 9 0 9 4 9 = (@) = 9 4 9 0 9 8

    ]uhstdemn Gbegtgje tnkpnrdturn

    GGGGGGGS

    46M>6M3>M=>M

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    MDXNNX VJGEP ? 486= Rlgml brdpl sljws mldebns tldt jmmur ge drgvnr dctnr hngeb pjiiutn` hy snwdbn:

    (D)

    (M)

    (H)

    (@)

    T.=3 Xnd` tln bgvne stdtnknets de` sninmt tlnmjrrnmt jptgje.]tdtnknet-4 ? Pln mlnkgmdi suhstdemns

    prj`umn` hy kgmrjjrbdegsks wlgml ge ijwmjemnetrdtgje drn detdbjegstgm tj tln brjwtljc jtlnr kgmrjjrbdegsks drn mdiin` dsdetghgjtgms.]tdtnknet-8 ? D prnpdrdtgje jc d `nd` jrdttneudtn` pdtljbne, wlgml wlne geonmtn`getj d lnditly pnrsje, prjvg`ns gkkuegtydbdgest d spnmgcgm `gsndsn jr eukhnr jc`gsndsns, gs mdiin` d vdmmgen.(D) Hjtl stdtnknets 4 de` 8 drn trun de`

    stdtnknet 8 gs tln mjrrnmt nxpidedtgje jcstdtnknet 4.

    (H) Hjtl stdtnknets 4 de` 8 drn trun hutstdtnknet 8 gs ejt tln mjrrnmt nxpidedtgjejc stdtnknet 4.

    (M) ]tdtnknet 4 gs trun hut stdtnknet 8 gscdisn.

    (@) Hjtl stdtnknets 4 de` 8 cdisn.

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    MDXNNX VJGEP ? 486=

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    MDXNNX VJGEP ? 486= Kdtml tln cjiijwgeb dbrgmuiturdi tdsas wgtltlngr rnspnmtgvn gkpinknets de` sninmt tlnmjrrnmt jptgje.

    Dbrgmuiturdi tdsas Gkpinknets (d) Pgiigeb (g) Mjkhgen(h) ]jwgeb (gg) Prjwni(m) Grrgbdtgje (ggg) ]nn` rgii(`) Rnn`geb (gv) Vijubl(n) Ldrvnstgeb (v) ]prgeainr(D) (d)-(v), (h)-(gg), (m)-(gv), (`)-(g), (n)-(ggg)(H) (d)-(gv), (h)-(ggg), (m)-(v), (`)-(gg), (n)-(g)(M) (d)-(ggg), (h)-(gv), (m)-(v), (`)-(g), (n)-(gg)(@) (d)-(gg), (h)-(ggg), (m)-(v), (`)-(gv), (n)-(g)

    DMLGNSNX] ]NMPGJE

    @grnmtgje ? Xnd` tln bgvne pdrdbrdpl mdrncuiiy de`deswnr tln qunstgjes 03 de` 02.Xncnr tj tln bgvne cgburn.

    D tlge hdr gs lgebn` tj tln wdii. Gt rnkdges genqugighrguk. Cgvn cjrmns dmtgeb je tln hdr drn sljwe getln cgburn.

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    MDXNNX VJGEP ? 486= E, > E(H) 46 E, 46 E(M) 86 E, 6 E(@) @dtd gesuccgmgnet

    T.0< Vntrjinuk mjetdges d idrbn eukhnr jcmjkpjenets ldvgeb `gccnrnet hjgigeb pjgets.Plny drn snpdrdtn` hy crdmtgjedi gstgiidtgje dssljwe ge tln bgvne cgburn ?Pln hjgigeb pjget rdebn jc cnw crdmtgjes jc

    pntrjinuk gs bgvne ge tln tdhin.

    Crdmtgje Hjgigeb pjget rdebnCuni jgiVntrji@gnsni

    Anrjsnen

    =>6 066M06 426M

    8>6 =>6M426 8>6M

    G`netgcy V, T, X de` ].V T X ]

    (D) Cuni jgi @gnsni Anrjsnen Vntrji(H) Anrjsnen Vntrji Cuni jgi @gnsni(M) Vntrji Anrjsnen @gnsni Cuni jgi(@) @gnsni Cuni jgi Vntrji Anrjsnen

    T.07 Xncnr tj tln bgvne cgburns wlgml sljw tlrnn`gccnrnet typns jc cgssgje. ]ninmt tln jptgjewlgml mjrrnmtiy kdtmlns tlnk wgtl tlnjrbdegsk ge wlgml tlny jmmur.

    (g) (gg) (ggg)(D) Nubined Vidskj`guk Dkjnhd (H) Vidskj`guk Vdrdkjnmguk Nubined

    (M) Vdrdkjnmguk Vidskj`guk Nubined (@) Nubined Vdrdkdjnmguk Dkjnhd

    T.>6 Xnd` tln bgvne pdrdbrdpl wgtl cnw hideas gegt.@urgeb tln prjmnss jc mijegeb @jiiy, d mniiwds mjiinmtn` crjk tln .............. jc d .............nwn de` de nbb wds mjiinmtn` crjk .............nwn de` wds neumindtn`. Pln euminus crjktln kdkkdry bide` mnii wds tdane, de`gesnrtn` getj tlgs neumindtn` nbb de` tln nbb(............. ) wds gkpidetn` getj tln .............nwn wlgml bdvn hgrtl tj @jiiy dctnr `un tgkn.

    Ejw sninmt tln jptgje tldt wgii mjrrnmtiy cgiitln hideas ge tln dhjvn pdrdbrdpl.(D) Jvdrgde cjiigmin, Cgee @jrsntt, ]mjttgsl

    hidmacdmn, ldpijg`, Cgee @jrsntt(H) Jvdrgde cjiigmin, ]mjttgsl hidmacdmn, Cgee

    @jrsntt, gpijg`, Cgee @jrsntt(M) Kdkkdry bide`, Cgee @jrsntt, ]mjttgsl

    hidmacdmn, `gpijg`, ]mjttgsl hidmacdmn.

    (@) Kdkkdry bide`, Cgee @jrsntt, ]mjttgsl hidmacdmn, ldpijg`, Cgee @jrsntt