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T,Gi



                        Rªr – ØRp Rôs
                             (ùNnÙs. EûWSûP)
        1
LôXm : 2 /2 U¦]                                       [U§lùTiLs: 100

A±ÜûW             : Aû]jÕ ®]ôdLÞm N¬VôL T§Yô¡ Es[Rô GuTRû] N¬TôojÕd
                    ùLôs[Üm, AfÑlT§®p Ïû«Úl©u, Aû LiLô¦lTô[¬Pm
                    EP]¥VôLj ùR¬®dLÜm,
                   Cq®]ôjRôs IkÕ ©¬ÜLû[ ùLôiPÕ


    ϱl× : ®ûPLs ùR°YôLÜm ϱjR A[®Ûm AûURp úYiÓm,


                                  ©¬Ü – I
                              (U§lùTiLs : 20)
                                  Tϧ - 1
E¬V ®ûPûVj úRokùRÝÕL,                                         6×1=6
 (1) ùNpYjûR ¨ûXVôLd LhÓm L«ôL YsÞYo áßYÕ:
     (A) JÝdLm                   (B) LôXU±Rp
     (C) APdLØûPûU               (D) ùT¬úVôûWj ÕûQdúLôPp
 (2) LiQ¡¡«u Lôt£Xm©p Es[ TWpLs:
     (A) ØjÕ       (B) TY[m      (C) Uô¦dLm         (D) UWLRm
 (3) LmTûWl ×WkRYo
     (A) J[ûYVôo (B) ×LúZk§      (C) NûPVlT Ys[p    (D) ºRdLô§
 (4) ùTi A¥ûUVô]RtÏ E¬V LôWQeLÞs Juß ___________ CpXôûU:
     (A) YôdϬûU (B) úTfѬûU     (C) ùNôjÕ¬ûU      (D) GÝjÕ¬ûU
 (5) ¸rdLôiT]Ytßs Lôk§V¥L°u U]eLYokR Ï_Wôj§l TôP−u LÚjÕ:
     (A) Cu]ôùNnVôûU (B) CuùNôp áßRp      (C) G°ûU (D) £dL]m
 (6) Öi¦V èp TX LtYodúL AûUkR A¬V LûX _________ .
     (A) K®VdLûX (B) CûNdLûX     (C) úTfÑdLûX       (D) SP]dLûX

                                 Tϧ - 2
úLô¥hP CPjûR ¨Wl×L,                                         6×1=6
  (7) RmûU AûPdLXUôLd ùLôiPY¬u ÕVûW ¿eÏYúR _________ G] St±ûQ
      ϱl©Ó¡Õ,
  (8) ùT¬V×WôQj§tÏf úNd¡Zôo ChP ùTVo _________ .
  (9) “§LrTô JÚ SôuÏg ùNnÙs YWmTôLl
       ×LrTô ®]eLs UûPl úTôdLô”
      - ClTôPX¥L°p ùNnÙ°u YWm×L[ôLd ϱl©PlTÓTûY _________ .
                                                             [§Úl×L
(10) ØmûT«p AmúTjLo £±Õ LôXm _________ úTWô£¬VôLl T¦Vôt±]ôo,
 (11) CVeÏÚl TPeLs TôolTRtÏ _________ CÚdÏm,
 (12) RªZoLs ¨XjûR _________ YûLVôLl ©¬jÕd Lôh¥«Úd¡ôoLs,
                               Tϧ - 3
ùTôÚjÕL,                                                        4×1=4
 (13) úRYôWm       -   §ÚêXo
 (14) ºôl×WôQm    -   SpXkÕY]ôo
 (15) L−jùRôûL     -   NôûX,C[k§ûWVu
 (16) éjRÕ UôàPm   -   §ÚSôÜdLWÑ
                               Tϧ - 4
ùRôPÚdÏ Ht ®]ôjùRôPo AûUdL,                                    4×1=4
 (17) CXdLQm YÏjR ©uúT CXd¡VeLs úRôu±],
 (18) CWôU−eLo RªrùUô¯úV CYôR ¨ûX RÚm Guß á±]ôo,
 (19) RªZoLs AW× SôhÓPàm Y¦Lj ùRôPo× ùLôi¥ÚkRôoLs,
 (20) ùRô¯pÖhTl T«XLj§p T«púYôodÏ ¨ûV úYûXYônl×Ls Es[],

                               ©¬Ü – II
                            (U§lùTiLs : 20)
                               Tϧ - 1

¸Ýs[ ®]ôdLÞs IkRàdÏ. êuß Y¬LÞdÏ ªLôUp ®ûPV°dL,            5 × 2 = 10
 (21) CûlTtß EûPVYoL°u ùNVp GqYôß CÚdL úYiÓùU] Uô¦dLYôNLo
      áß¡ôo?
 (22) ÏLu. CWôUu ÁÕ ùLôiP AuûT ùY°lTÓj§V ùNVpLÞs CWiPû]d
      ϱl©ÓL,
 (23) “D±pùTÚk Ri½ol TkR¬p ÖmúTo GÝRôúR
       úYùôÚúTo Øuù]ÝR úYi¥VLô WQQmGuùLôp,”- Vôo, Vô¬Pm ®]®]ôo?
 (24) LXmTLm – ϱlùTÝÕL,
 (25) T¯«Xô Uu]]ôn YôrTY²u Ti×L[ôLd L¦úURô®Vôo ϱl©ÓY] VôûY?
 (26) úTô−l ×XYoLû[j Ri¥lúTôo VôYo?
 (27) ùTôÚ[pXYûWl ùTôÚ[ôLf ùNnYÕ GÕ?
                               Tϧ - 2

¸Ýs[ ®]ôdLÞs IkRàdÏ. êuß Y¬LÞdÏ ªLôUp ®ûPV°dL,          5 × 2 = 10
 (28) TiThP EVokR £kRû] RªrùUô¯«p AûUk§ÚlTRtÏ Ko GÓjÕdLôh¥û]j
      RÚL,
 (29) ®[dLlTPm – ϱlùTÝÕL,
 (30) RªZLm ùRôuûUÙm £l×m YônkRÕ GuTRtÏ JÚ Nôuß RÚL,
 (31) EXLm Guàm ùNôp−u ùTVodLôWQm áßL,
 (32) TLhPô] YôrûY ®ÚmTôRYo Lôk§V¥Ls          –   Cdátû   ®[dÏL,   Öm
      TôPlTϧ«p AûUkÕs[ ¨LrûYd ϱl©ÓL,

                                  2
(33) UdLs NØRôVm GqYôß YôZúYiÓm Guß CWôU−eLo ®Úm©]ôo?
 (34) RtúTôÕ Y[okÕ YÚm CWiÓ ùRô¯pÖhTj ÕûLs VôûY?

                              ©¬Ü – III
                           (U§lùTiLs : 24)
                                 Tϧ - 1
¸Ýs[ ®]ôdLÞs êuàdÏ. Bß Y¬LÞdÏ ªLôUp ®ûPV°dL,              3 × 4 = 12
 (35) ApXûY   ùNnRôodÏ   AeátôÏm      –   CdLÚjûRf   £XlT§LôWm        GqYôß
    ùY°lTÓjÕ¡Õ?
 (36) ºûR. CXdÏYu B¡úVô¬Pm ÏLû]lTt± CWôUu á±VùRu]?
 (37) ×−«u ùLôÓgùNVpL[ôL EUßl×XYo áßY] VôûY?
 (38) Cuß Cû[lTôßúYôm Guß CÚdLdáPôÕ. Hu?
 (39) Nôuúôo Sh×dÏ EYûUVôLd álTÓY] VôûY?

                                 Tϧ - 2

¸rdLôÔm ®]ôdLÞs êuàdÏ. Bß Y¬LÞdÏ ªLôUp ®ûPV°dL,                    3 × 4 = 12
 (40) ûLmùTi UQjûR BR¬jRYo ùT¬Vôo – Cdátûf Nôuß Lôh¥ ¨ßÜL,
 (41) úUûPlúTf£p ùUô¯ GqYôß AûURp úYiÓm?
 (42) Ck§Vô®p U²R E¬ûUdLôL ØR−p SûPùTt úTôWôhPeLû[ GÝÕL,
 (43) RªZo CûNdLûX«p úUmTh¥ÚkR]o GuTûR ¨ßÜL,
 (44) Lôk§V¥Ls. Rm Yôr®p YônûUûVd LûPl©¥dL A¥lTûPVôL AûUkR
    ¨Lrf£ûV ®[dÏL,

                              ©¬Ü – IV
                           (U§lùTiLs : 10)

 (45) ¸rdLôÔm TôPûXl T¥jÕ ®]ôdLÞdÏ ®ûPV°dL,                                 5
    §j§dÏk ùRs[ØRônj ùRs[اu úUXô]
    Øj§d L²úVGu ØjRªúZ - ×j§dÏs
    EiQlTÓk úRú] Euú]ô ÓYkÕûWdÏm
    ®iQlTm EiÓ ®[mTdúLs,
    (i) ClTôPp CPmùTtßs[ èp GÕ?
    (ii) ØjRªr – CjùRôûLf ùNôpûX ®¬jùRÝÕL,
    (iii) ClTôP−p CPmùTtßs[ A¥ùVÕûLLû[ GÓjùRÝÕL,
    (iv) EYkÕûWdÏm - ©¬jùRÝÕL,
    (v) ®[mTdúLs – ùTôÚs áßL,
                                    3
(46) ¸rdLôÔm EûWlTϧûVl T¥jÕ ®]ôdLÞdÏ ®ûPV°dL,                5
           ®û]úV BPYodÏ«o Gu¡Õ ÏßkùRôûL, Øk¿o YZdLm ULåEúYô¥pûX
      Gu¡Õ ùRôpLôl©Vm, NeL LôXj§p ùTôÚÇhÓúYôo BiLú[ G]Üm.
      ùTiLs ÏÓmTjûRl ùTôßl×Pu SPjRúYiÓm G]Üm. ùTiLs LPpLPkÕ
      ùNpXdáPôÕ G]Üm á± YkR]o, Cuß. CkR ¨ûX Øt±Ûm Uô±®hPÕ,
      BiLÞdÏ ¨LWôLl ùTiLÞm GpXôj ÕûL°Ûm T¦×¬kÕ YÚ¡ôoLs,
      CuûV ãZ−p CÚYÚm YÚYôn Dh¥]ôpRôu ÏÓmTjûRf £lTôL SPjR
      CVÛm,
           Ts°dLp®ûV Ø¥jR JÚYo. ARtÏúUp Guù]u] T¥l×Lû[ úUtùLôiÓ
      úYûXYônl©û]l ùTXôm GuTÕ Ï±jR ®¯l×QoûY JqùYôÚYÚm
      ùTúYiÓm, RtúTôÕ úU²ûXdLp®«p úRof£ GuTÕRôu ùTÚmTôXô]
      T¦LÞdÏm A¥lTûP Guàm ¨ûX EÚYô¡Ùs[Õ,
      (i) BPYodÏ«WôLd ÏßkùRôûL GûRd ϱl©Ó¡Õ?
      (ii) Øk¿o – CjùRôûLf ùNôpûX ®¬jùRÝÕL,
      (iii) ULåE – CfùNôp−u ùTôÚs VôÕ?
      (iv) RtúTôÕ ùTÚmTôXô] T¦LÞdÏ A¥lTûPVôL AûUÙm Lp® GÕ?
      (v) CqÜûWlTϧdÏl ùTôÚjRUô] RûXlûTj RÚL,
                                 ©¬Ü – V
                              (U§lùTiLs : 26)
                                 Tϧ - 1

¸rdLôÔm ®]ôdLÞdÏ TjÕ Y¬LÞdÏ ªLôUp ®ûPV°dL,                 2 × 8 = 16
 (47) (A) £XlT§LôW YZdÏûW LôûR«p. Tôi¥V Uu]²u Uû]®
          úLôlùTÚkúR®«u Cl×. C[eúLôY¥L[ôp GqYôß ¨VôVlTÓjRlTÓ¡Õ?
                               (ApXÕ)
      (B) T¬VôûWj ÕûQdúLôP−]ôp ®û[Ùm SuûULs ϱjÕ YsÞYo áßY]
          VôûY?
 (48) (A) RªrùUô¯ EVoR²f ùNmùUô¯ Guàm átû ùUn©dL IkÕ NôußLs
          RÚL,
                               (ApXÕ)
      (B) úU²ûXdLp®. TXÕûL°p úYûXYônl©û]l ùT A¥lTûPVôL
          AûUYûR E¬V GÓjÕdLôhÓLs RkÕ ¨ßÜL,


                                 Tϧ - 2
 (49) ùNnÙs Y¥®p ®ûPV°dL,                                   2 + 2 + 6 = 10
      (A) ‘ùNnL ùTôÚû[‘ - G]j ùRôPeÏm Ïs,
      (B) ‘ùNVp’ – G] Ø¥Ùm Ïs,
      (C) ‘Yô«t LûPU¦ _______ ×LôùWuT§úV’ - £XlT§LôWl TôPX¥Ls,




                                    4
T,Gi



                  Rªr – CWiPôm Rôs
              (CXdLQm. ÕûQlTôPm. L¥Rm. LhÓûW. ùUô¯lT«t£)
        1
LôXm : 2 /2 U¦]                                      [U§lùTiLs: 100

A±ÜûW        : Aû]jÕ ®]ôdLÞm N¬VôL T§Yô¡ Es[Rô GuTRû] N¬TôojÕd
               ùLôs[Üm, AfÑlT§®p Ïû«Úl©u, Aû LiLô¦lTô[¬Pm
               EP]¥VôLj ùR¬®dLÜm,
               Cq®]ôjRôs SôuÏ ©¬ÜLû[ ùLôiPÕ
    ϱl× : ®ûPLs ùR°YôLÜm ϱjR A[®Ûm AûURp úYiÓm,

                              ©¬Ü – I
                          (U§lùTiLs : 20)
                              Tϧ - 1
                    Aû]jÕ ®]ôdLÞdÏm ®ûPV°dL,

E¬V ®ûPûV úRokùRÝÕL                                            5×1=5
 (1) ®û]jùRôûL T«uß YkÕs[ ùNôtùôPûWj úRokùRÝÕL,
     (A) ùNnùRô¯p              (B) Uôô C[ûU
     (C) 鬡ZeÏ                (D) úRÚm §Ú®ZôÜm

  (2) ¸rYÚY]Ytßs EmûUjùRôûLûVj úRokùRÝÕL,
      (A) ùRÚdLûP (B) ùYt±ûXTôdÏ (C) ®[dùLiùQn        (D) RôÙmúNÙm

  (3) JÚùTôÚh TuùUô¯ûVj úRokùRÝÕL,
      (A) ®Úl×m ùYßlתu± YôrkRôu   (B) CWÜTLp TôWôÕ EûZjRôu
      (C) EVokúRôe¡V UûXûVd LiúPu  (D) L«ß §¬d¡ôu

  (4) ‘ùY[Yôp’ – CfùNôp−p T«ußYÚm ÏßdLm VôÕ?
      (A) ILôWdÏßdLm             (B) J[LôWdÏßdLm
      (C) ULWdÏßdLm              (D) BnRdÏßdLm

  (5) CkRLôX CûP¨ûX AûUkÕs[ ®û]Øtûj úRokùRÝÕL,
      (A) YÚ¡ôu (B) YÚYôu (C) YÚ¡uôu           (D) YkRôu

                                Tϧ - 2

úLô¥hP CPeLû[ ¨ûÜ ùNnL,                                       5×1=5
  (6) UWúYo GuTÕ ________ ®LôWm BÏm,
  (7) ‘úYn×ûW úRôs’ – CfùNôp−p AûUkÕs[ EYûU EÚ× ________ ,
                                                              [§Úl×L
(8) SiTLp GuTÕ ________ §ûQdϬV £ßùTôÝÕ,
 (9) ‘BÓYôVô’ Guàm ®]ôÜdÏl ‘TôÓúYu’ G]d áßYÕ ________ ®ûP,
 (10) ùUô¯VªrÕ – CqÜÚYLj§tLô] EYûU _______ .
                             Tϧ - 3

ÑÚdLUôL ®ûPV°dL                                              10 × 1 = 10
 (11) Yp−]m ªÏm CPeLÞs JuàdÏf Nôuß RÚL,
 (12) ùTß – CfùNôpûX ®û]ùVfNUôdÏL,
 (13) C[ûU«p Lp – CjùRôPûWf ùNn§j ùRôPWôL UôtßL,
 (14) ¸rdLôÔm ùRôP¬Ûs[ JÚûU TuûUl ©ûZ¿d¡ GÝÕL,
      T¥jÕ Ø¥jRYÚdÏ AYWYo RϧdúLtT             EsSôh¥Ûm   ùY°Sôh¥Ûm
    T¦T¬Ùm Yônl×Ls Es[Õ,
 (15) ¸rdLôÔm ùRôP¬p Nk§l©ûZLû[ ¿d¡ GÝÕL,
       E¬ûUdÏWp ùLôÓjR SpúXôoLû[Rôu Sôm ºo§ÚjRf ùNmUpLs G] £kûR
    U¡Zl TôWôhÓ¡úôm,
 (16) ùTônVô ®[dÏ – CXdLQd ϱl×j RÚL,
 (17) ¸rdLôÔm ùRôP¬Ûs[ YïEf ùNôtLû[ ¿d¡ GÝÕL,
    YXÕTdL ÑYt±p GÝRôúR
 (18) ¸rdLôÔm EûWlTϧdÏl ùTôÚjRUô] ¨ßjRdϱ«hÓ GÝÕL,
       Ui Guôp ¨Xm GuTÕ ùTôÚs RªZoLs ¨XjûRd ϱg£ ØpûX UÚRm
    ùSnRp TôûX G] IYûLVôLl ©¬jRôoLs,
 (19) ¸rdLôÔm UW×jùRôPo ϱdÏm ùTôÚû[ GÝÕL,
       TôW§RôNu Rª¯Xd¡V Yô²p ùLô¥Lh¥l TkRôo,
 (20) Sô²Xm – CjùRôûLf ùNôpûX ®¬jùRÝÕL,

                            ©¬Ü – II
                         (U§lùTiLs : 10)
                   Aû]jÕ ®]ôdLÞdÏm ®ûPV°dL,

¸rdLôÔm ®]ôdLÞs IkRàdÏ ®ûPV°dL,                               5 × 2 = 10
 (21) ùTtúu – TÏTR Eßl©XdLQm RÚL,
 (22) AÓdÏjùRôPÚm CWhûPd¡[®Ùm GqYôùpXôm úYßTÓ¡u]?
 (23) UÚRj§ûQdϬV LÚlùTôÚsLs Bû] GÝÕL,
 (24) G«p LôjRp GqYûLj§ûQ? ARtÏ G§Wô] §ûQûV ®[dÏL,
 (25) BnRdÏßdLj§tÏ GÓjÕdLôhÓj RkÕ ®[dÏL,
 (26) ®ûP GjRû] YûLlTÓm? AûY VôûY?
 (27) ùNmùUô¯ - ©¬jÕl ×Qof£ ®§ RÚL,


                                 2
©¬Ü – III
                            (U§lùTiLs : 50)

                                Tϧ - 1

¸rdLôÔm ®]ôdLÞs CWiPàdÏ ®ûPV°dL,                                 2 × 5 = 10

 (28) ¸úZ Es[ TôP−p T«ußYÚm TôYûLûVd ϱl©hÓ. ARu CXdLQm GÝÕL,

        RônùUô¯ Y[ojRp RªZoRe LPú]

        YônùUô¯ ×WjRp UtYo LPú]

        LônùUô¯ R®ojRp LtYo LPú]

        BnùUô¯ ÙûWjRp A±OoRe LPú],

 (29) YgNl×Lrf£ A¦ ApXÕ EYûU A¦ûVf NôußRkÕ ®[dÏL,

 (30) ¸rdLôÔm ÏhTô®tÏ AX¡hÓ YônTôÓ RÚL,

        Su±dÏ ®jRôÏm SpùXôÝdLm ¾ùVôÝdLm

        Gußm CÓmûT RÚm,

                                Tϧ - 2

GûYúVàm CWiPàdÏ JqùYôußdÏm AûWlTdL A[®p ®ûPV°dL,                 2 × 5 = 10

 (31) T¬§UôtLûXO¬u RªrlTtû ùY°lTÓjÕm AYoRm ùNVpLs IkRû]d
    ϱl©ÓL,

 (32) ùTôeLt ×ÕSô°u Uôi©û]l Tt±. A±Oo AiQô áßY]Ytû GÝÕL,

 (33) “Gu]¥VmUô. CkRd Ïh¥ùVpXôm ClT¥d LjÕúR, LY²dLd áPôRô. TôYm,
    Guôs ¡Z®. “AkR Sôn LôûX«úX úTô]Õ. Cuàm YW®pûX AjûR. Tôp
    CpXôUp Ïh¥ GpXôm LjÕÕ”Guôs UÚULs, - ÏhûP J− Guàm
    CdLûR«p CPmùTßm UÚUL°u LÚûQ Es[jûR GÓjÕdLôhÓL,

                                Tϧ - 3

 (34) (A) ¸rdLôÔm Tj§«p AûUkÕs[ Be¡Xf ùNôtLû[j RªZôdLm ùNnL,      3+2=5

          ‘Tv    Hu     CqY[Ü   Wx`ôL     CÚd¡Õ?   ¨tLdáP     Ø¥V®pûX,
       EhLôÚYRtÏ JÚ ºh ¡ûPjRôp SuôL CÚdÏm, úXhPôLl úTô]ôp.
       BÀvX úUú]_o úLh¡ úLs®dÏl T§p ùNôpX Ø¥VôÕ,’

    (B) ¸Ýs[ AW× GiLû[j RªùZiL[ôL UôtßL,

        75, 39, 148, 260.
                                   3
(35) (A) ¸rdLôÔm Be¡X EûWlTj§ûVj RªZôdLm ùNnL,                                          3+2=5

           Educational Institutions are the true seats of learning. The students, who are really
       anxious to learn, can develop healthy habits only in the schools. In a school we are taught
       how to move in society, how to behave with others and how to progress in life.

    (B) ¸rdLôÔm Be¡Xl TZùUô¯L°p GûYúVàm CWiPàdÏ CûQVô]
       Rªrl TZùUô¯Lû[ GÝÕL,

       (i) Health is wealth

       (ii) Make hay while the sun shines

       (iii) Self-help is the best help
       (iv) Work is worship

                                            Tϧ - 4

¸rdLôÔm ®]ôdLÞs JuàdÏ ®ûPV°dL,                                                                 5
 (36) (A) ¸úZ ùLôÓdLlThÓs[ LûRûV ¨ûÜ ùNnÕ ùTôÚjRUô] RûXlûTj RÚL,
       ¸rYô]m £YdLj ùRôPe¡«ÚkRÕ, TûYLs J−ùVÝl©VYôú RjRm
    áÓLû[ ®hÓl TdLj ùRôPe¡], AkR ®¥VtLôûX úSWj§p §¼ùWuß Yô²p
    Ko J° úRôu±VÕ, AlúTôÕ _____________________________________ .
                                            (ApXÕ)
    (B) ¸rdLôÔm RûXl©p GhÓ Y¬LÞdÏd ÏûVôUp L®ûR Juß GÝÕL,
       UûZ ApXÕ LPp

                                            Tϧ - 5

 (37) ¸rdLôÔm TôP−u §WiP LÚjûR Gݧ. AlTôP−p AûUkÕs[
    HúRàm IkÕ SVeLû[ GÓjùRÝÕL,                                                                  5

       úNôtûAs ÞeLôp ÕYsYôûZj Ri¥Ûßm
       NôtûlúTô úXY¥Vj RdLYiQm – FtßùSnûV
       YôûZ CûX«u A¥EiTôo YXl×j§p
       ÅZ ®¬jÕd L±YûLLs – ãZûYjÕj
       Ri½oùYk ¿ûWj R²jR²úV ùNm©−hÓ
       ùYiúNô ±ÓØu ªLC²dÏm – Ti¦VØm
       ØdL²Ùm úR²p SßùSn«p êrÏ®júR
       JdL¨uú EiP©u úNô±hÓj RdLT¥
       úLhÏm ϱlT±kÕm ùLg£Ùm ªgÑUuTôp
       FhÓRpúYi ÓmRônúTôp JiùPô¥úV!                                - TôW§RôNu

                                               4
Tϧ - 6
     (38) ¸Ýs[ T¥YjûR ¨Wl×L,                                                                                                                                                                                                                      5
                       Ye¡d LQd¡p TQm ùNÛjÕm T¥Ym

,,,,, , ,,,,,,,,,,,,,,,, , , ,,,, , , ¡û[        Sôs,,,,, , ,,,,,,,,,,,,,   ,,,,, , ,,,,,,,,,,,,,,,, , , ,,,, , ,,,,,,,,, ,,,,,, , , ,,,,,,,,, ¡û[                                                           Sôs,,,,, ,,,,,,,,,,,,,,,,,, , ,,,, , ,,,
CPm,,,, , , ,,,,,,,,,,,,,,,, , , ,,,, ,                                     CPm,,,, , ,,,,,,,,,,,,,,,,,, , ,,,,,, ,,,,,,,,, ,,,,,, , , ,,,,,,,,,,,,,,
úNªl×d LQdùLi,,,,,,,,,,,,,,,,,, , ,,,, , ,,,,,,,,,,, , ,,,,,,,,             úNªl×d LQdùLi,,,,,,,,,,,,,,,, , , ,,,, , ,,,,,,,,, , , ,,,,,,,,,,,,,,,, , ,,,, , , ,,
ùTVo,,,,,,,,,,,,,,,,, , ,,,,,, ,,,,,,,,,,,,,,,,
ìTôn,,, ,,,, , ,,,,,,,,,,,,,,,, , , ,,,,,,,,,,,,,       ì.                                                                                                                                     ¨ûXVô] LQdùLi (PAN)
   LôúNôûX                               ùTlThP      ùRôûL
   Gi/Sôs                                Ye¡/¡û[      ì.                    ùTVo,,,,,,,,,,,,,,, , , ,,,,,, ,,,,,,,,, ,,,,,, , , ,,,,,,,,,,,,,,,, , ,,,, , ,,,,,,,,,,,,,,,,,,,,,,, , ,,,, , ,   ì.
                                                                            ìTôn,,,,,,,, ,,,,,,,,, ,,,,,, , , ,,,,,,,,,,,,,,,, , ,,,, , , ,,,,,,,,,,,,,,,, , , ,,,,,, ,,,, , ,,,,,,,,,,,,,,,
                                                                            LôúNôûX ®YWm:                                                                                                            TQ ®YWm :
                                                                             LôúNôûX                               ùTlThP ùRôûL
                                                                             Gi/Sôs                                Ye¡/¡û[ ì.

LôúNôûX ®YWm:
ùRôûL

LôNô[o                            GÝjRo / úUtTôoûYVô[o



                                                                                ùNÛjÕSo ûLùVôlTm                                                                                                       Sôs              ùRôûL
                                                                                                                                                                                                    1000 ×
                                                                                                                                                                                                    500 ×
                                                                                                                                                                                                    100 ×
                                                                                                                                                                                                    50 ×
                                                                                                                                                                                                    20 ×
                                                                                                                                                                                                    10 ×
                                                                                                                                                                                                    5×
                                                                                                                                                                                                    LôÑLs
                                                                                                                                                                                                    ùUôjRm
                                                                                            Tϧ - 7
     (39) (A) ¸rdLôÔm Yôr®Vp ãZûXl T¥jÕ ®ûPV°dL                                                                                                                                                                            3+2=5
                                    Uôu, Y[Y²u ùSÚe¡V SiTu, £X Sô[ôL EPpSXªpXôUp CÚkR
                                  Uôu  úStß   G§oTôWôR®RUôL Uô¥lT¥«−ÚkÕ   ¸úZ  ®ÝkR§p
                                  Øt±ÛUôLj Ru ¨û]ûY CZkÕ®hPôu, Uô²u ¨ûXLiÓ Y[Yu ªLÜm
                                  YÚjRUûPkRôu, EQÜ EiTRtÏdáP AYàdÏl ©¥dL®pûX, AYàûPV
                                  U]YÚjRm ùTtúôÚdÏj ùR¬k§ÚkRÕ, AYoLs GqY[ÜRôu BßRp
                                  ùUô¯Ls á±]ôÛm AY]ôp SiTàdÏ HtThP ÕuTjûRj Rôe¡d ùLôs[
                                  CVX®pûX,
                                   (i) Y[Yu. Hu U]YÚjRjúRôÓ CÚkRôu?
                                   (ii) SUdÏj RôeL CVXôR ÕuTm HtTÓmúTôÕ A§−ÚkÕ Á[ Y¯ VôÕ?
                                   (iii) CfãZ−p TVuTÓjRúYi¥V Yôr®Vp §uLs VôûY?
                                                                                                          5
(B) ¸rdLôÔm ãZûXl T¥jÕ ®]ôdLÞdÏ Öm LÚjûR GÝÕL,
             ®¯Uôtßj §]ô° JÚYo NôûXûVd LPlTRtLôL ùSÓúSWUôLd LôjÕd
        ùLôiÓ CÚd¡ôo, AkR Y¯VôLl TXÚm LPkÕ ùNp¡u]o, B]ôp.
        AYÚdÏ ERY JÚYÚm ØuYW®pûX,
        (i) CÕúTôuùRôÚ ãZ−p ¿ GqYôß ùNVpTÓYôn?
        (ii) ©ÚdÏ ERÜYRôp ùY°lTÓm Ti× VôÕ?

                             ©¬Ü – IV
                          (U§lùTiLs : 20)

                              Tϧ - 1

¸rdLôÔm ®]ôdLÞs JuàdÏ ®ûPV°dL,                           10
 (40) (A) Öm FÚdÏd Ï¥¿o YN§ ùNnÕ RÚUôß UôYhP Bh£VÚdÏ ®iQlTm
          YûWL,
                             (ApXÕ)
      (B) RhPfNo T¦dÏ ®iQl©dL. Ru ®YWlTh¥Vp EÚYôdÏL,

                              Tϧ - 2

¸Ýs[ ®]ôdLÞs HúRàm JuàdÏd ϱl×Lû[d ùLôiÓ
JÚ TdL A[®p LhÓûW GÝÕL, RûXl× Juß RÚL,                           10
 (41) (A) L²¦ - úRôtm – Y[of£ - CûQVm – CûQVjR[ YN§ - L²¦ Y¯d Lp®
          - L²¦«u ®VjRÏ ùNVpLs – TVuTÓm ÕûLs – EXLm Es[eûL«p,
                                 (ApXÕ)
      (B) Ñtßl×f ãZp – UôÑdLhÓlTôÓ – CVtûLûV A¯jRp – Lôtß UôÑ –
          SfÑl×ûL - ¿oUôÑ – ùRô¯tNôûXL°u L¯Ü – UôNûPkR ¿o – J−UôÑ –
          J−ùTÚd¡ - CûWfNp – SWm×UiPXl Tô§l× - LhÓlTÓjÕm Y¯Ls,




                                 6
Reg.No.



                                     ENGLISH – PAPER I
                    1
Time Allowed : 2 /2 Hours]                                                           [Maximum Marks : 100

INSTRUCTION             : Check the question paper for fairness of printing. If there is any lack of
                          fairness, inform the Hall Supervisor immediately.
                         This question paper contains FIVE SECTIONS.
                                           SECTION − I
                                     (VOCABULARY − 20 MARKS)
                                                    PART − I
(1) Choose the appropriate synonym of the underlined word:                                         (5 × 1 = 5)
     Even as a child Bharat had enjoyed playing with bricks. He would place one on top of the
other and make a soaring (i) tower. He liked to help the workers when they renovated (ii) a house
on his street and would try to figure out (iii) the plan of the house. Now as a man, he runs his
own construction company and is involved in the exacting (iv) work of building offices and guest
houses for large international companies .These companies are convinced that his
accomplishment (v) is the best that is available in the city.
     (i) (a) wounding           (b) rising              (c) increasing      (d) flying
     (ii) (a) repaired          (b) constructed         (c) decorated       (d) destroyed
     (iii) (a) calculate        (b) understand          (c) guess           (d) decide
     (iv) (a) tiring            (b) perfect             (c) accurate        (d) challenging
     (v) (a) skill              (b) achievement         (c) establishment   (d) work

(2) Choose the appropriate antonym of the underlined word:                                         (5 × 1 = 5)
                                               th
     Besides the two World wars, the 20 century saw several (i) regional wars which were full of
brutality (ii) with an irreverent (iii) attitude towards life in general. However, with the world economy
having improved in the 21st century we tend to feel we are living now as a privileged generation with
more comfort and less wars. But are we really a privileged lot? Do we not tremble in panic (iv) every time
we hear of a bomb blast in a public place and are we not deeply worried when we hear of kidnappings and
murders for material gain? We will, and can be, a privileged (v) generation only if all of us make a
meaningful attempt to respect human life and aim at living in peace, harmony and contentment with one
another, without fear and without ill-will or hatred towards anyone.
     (i)     (a)   many             (b)   no                   (c)   insignificant    (d)   few
     (ii)    (a)   humaneness       (b)   dignity              (c)   generosity       (d)   kindness
     (iii)   (a)   involved         (b)   considerate          (c)   spiritual        (d)   respectful
     (iv)    (a)   joy              (b)   indifference         (c)   calmness         (d)   bravery
     (v)     (a)   deprived         (b)   empowered            (c)   abandoned        (d)   incapable
                                                                                                [TURN over
PART − II
                                     Answer any ten of the following:                        (10 × 1 = 10)
 (3) The common expansion of CCTV is
     (a) Charged channel television                (b) Closed channel television
     (c) Closed-circuit television                 (d) Checked-circuit television
 (4) Choose the sentence that is correct in its meaning:
     (a) We will set sail for Japan next week.
     (b) We will set sale for Japan next week.
 (5) Replace the underlined word with its equivalent American English word:
     If you take the lift to the tenth floor you will find the office you are looking for on your right.
 (6) Which of the words given below can be placed after the word car to form a compound word?
     (a) street             (b) park               (c) house             (d) top
 (7) What is the plural form of the word ‘locus’?
     (a) locuses            (b) loci               (c) locae
 (8) Attach a prefix to the word ‘taken’ from the list given below to complete the sentence.
     She was __taken for his mother as the child looked just like her.
     (a) un-                (b) en-                (c) mis-              (d) dis-
 (9) Replace the underlined word in the sentence with one of the phrasal verbs given below to convey
     the same meaning.
     I will search the dictionary for the meaning of this word.
     (a) look upon          (b) look up to         (c) look up           (d) look at
(10) Separate the syllables of any one of the following words:
     (a) agriculture        (b) monument           (c) duties
(11) Choose the appropriate word to make a meaningful sentence:
     He likes to ________ his favourite TV serial the whole hour.
     (a) see                (b) watch
(12) Construct a sentence using one of the words given below:
     (a) earnest            (b) earnestly          (c) earnestness
(13) Reframe the sentence using the underlined word as a verb:
     The teacher gave a definition of the formula through an illustration.
(14) Which of the two sentences given below conveys the following meaning?
     ‘They did not succeed in any other subject’
     (a) These are the only students successful in the Mathematics test.
     (b) These are the students successful only in the Mathematics test.

                                                    2
SECTION − II
                                      (GRAMMAR − 25 MARKS)
                                            PART − I
                                        Answer ALL the questions                          (10 × 1 = 10)
Respond to the following as directed
 (15) Which of the options given below will suit the following sentence?
      (If the driver had been alert).
      (a) the accident can be avoided
      (b) the accident could be avoided
      (c) the accident could have been avoided

 (16) Identify the pattern of the following sentence:
      He answered my question instantly
      (a) S V O A                          (b) S V C A                       (c) S V IO DO

 (17) Choose the correct question tag for the following statement:
      Students should be allowed to use the library everyday ………………?
      (a) Should they                      (b) Isn’t it                      (c) Shouldn’t they

 (18) Complete the sentence:
      No other girl in the class is ………………………. Kamala.
      (a) most clever as                   (b) more cleverer as              (c) as clever as

 (19) Choose the sentence which correctly conveys the meaning of the sentence given below:
      Nobody can forget how India won her freedom.
      (a) Everyone cannot forget how India won her freedom.
      (b) Everyone can remember how India won her freedom.
      (c) Everyone cannot remember how India won her freedom.

 (20) Complete the sentence :
      ……………………… the rain, the match continued.
      (a) In the event of                  (b) In spite of                   (c) Because of

 (21) Choose the correct verb form to complete the sentence:
      He agreed ……………………. me a computer.
      (a) buy                              (b) buying                        (c) to buy

 (22) Choose the correct phrase to complete the sentence:
      The farmers were keen ……………………. the fields before the monsoon.
      (a) for harvesting                   (b) on harvesting                 (c) to harvesting
                                                      3
(23) Choose the appropriate article to complete the sentence:

      I have brought you a collection of …………. award winning books of this year.

      (a) a                                (b) an                               (c) the

 (24) Choose the appropriate preposition to complete the sentence:

      The people stood ………… the road to watch the procession go by.

      (a) across                           (b) along                            (c) on

                                                PART − II
                                      Answer ALL the questions                              (5 × 2 = 10)
Rewrite as directed.

 (25) From the context of the two sentences given below form a single sentence.

      Anand heard that he had won the first prize.
      Anand jumped with joy .
 (26) Rewrite this sentence using the passive voice:

      I had sharpened my pencil and I had used it to sketch the diagram.
 (27) Rewrite this sentence in direct speech:

      Pritam asked the shopkeeper whether he would exchange the defective torch which he had
      bought from him the previous day.
 (28) From the context of the two sentences given below form a single sentence using the ‘ If ‘ clause.

      The glass falls. The glass breaks.
 (29) Read the following sentences about Smitha’s family and write an observation in a single sentence
      using any one of the degrees of comparison.

      Smitha is 5 feet tall
      Kumar is 4.5 feet tall.
      Prem is 5.5 feet tall.
      Nina is 3.5 feet tall.

      Mohan is 6 feet tall.
                                                PART − III
 (30) Punctuate the following sentence :                                                     (5 × 1 = 5)
      The teacher said be sure to turn off the lights when you leave the room

                                                       4
SECTION − III
                                         (PROSE − 15 MARKS)
                                              PART − I
                          Answer briefly any five of the following questions.
                             (Your answer should not exceed 30 words)                    (5 × 2 = 10)

 (31) What was the beggar’s true identity? Why did Hughie mistake him to be a beggar?

 (32) Why did art find a place even in concentration camps?

 (33) What quality of character is expected to be inherent in a student?

 (34) What will the future be if the Himalayan glaciers become ice-free?

 (35) How is the world of domestic workers ‘invisible’?

 (36) Describe how ringing of migrant birds is done.

 (37) What were the contributions of the Cholas towards art and culture?

                                                PART − II
                     Answer in a paragraph any one of the following questions.
                         Your paragraph should NOT exceed 120 words                       (1 × 5 = 5)
 (38) (a) How does Baron Hausburg prove to be a ‘model millionaire’?
                                                    (OR)
      (b) Write a short note on ‘Bird Migration’
                                                    (OR)
      (c) Trace the plight of domestic workers in our country and state what change in the employer’s
           attitude could make their lives better


                                            SECTION − IV
                                        (POETRY − 20 MARKS)
                                              PART − I

Quote from memory one of the following extracts.                                           (1 × 5 = 5)
 (39) (a) The first five lines of the poem ‘Migrant Bird’;

                                                    (OR)

      (b) Five lines of the poem ‘Going for water

           from ‘we heard, we knew……..’ to ‘…… a silver blade’.

                                                     5
PART − II

Read the following sets of poetic lines and answer the questions given below each set          (5 × 1 = 5)

 (40) “A child sitting under the piano, in the boom of the tingling strings And pressing the small, poised
      feet of a mother who smiles as she Sings”.
      (i) Who is the child referred to here?
      (ii) What emotion does the mother display?
 (41) “If you can meet with triumph and disaster;
       And treat those two impostors just the same”
      Why are ‘triumph’ and ‘disaster’ portrayed as impostors?
 (42) “Now drops that floated on the pool
       Like pearls, and now a silver blade”.
      By these lines would you say that the poet and his friends saw the brook or heard the brook?

 (43) “Our knees tremble sorely in the stooping….
      We fall upon our faces, ……….”
      Why do the children’s knees tremble?


                                               PART − III
Read the following lines from the poems you have studied and
answer the questions given below                                                               (5 × 1 = 5)
 (44) “The globe’s my world. The cloud’s my kin.
       I care not where the world begins.
       I spread my wings through all the din….”
      Pick out the rhyming words in these lines.

 (45) “If you can dream and not make dreams your master;
       If you can think and not make thoughts your aim;
       If you can meet with triumph and disaster;
       And treat those two impostors just the same;”
      Bring out the rhyme scheme used in these lines.

 (46) “But once with in the wood, we paused”
      Identify the words which make this sentence an example of the figure of speech called Alliteration.
 (47) “The reddest flower would look as pale as snow”.
      Identify the figure of speech employed in this line.
                                                    6
(48) ‘O ye wheels
      Stop! Be silent for to-day!’
      Name the figure of speech used in the above line.

                                               PART − IV
Answer in a paragraph any one of the following questions:
Your paragraph should not exceed 120 words.                                                     (1 × 5 = 5)
 (49) (a) How does Lampman picturise a millionaire?
                                                   (OR)
      (b) Describe the experience of the children who went to fetch water from the woods.
                                                   (OR)
      (c) Bring out the efforts of the Shilpi in his attempt at shaping a raw stone into a sculpture.


                                       SECTION − V
                              (LANGUAGE FUNCTIONS − 20 MARKS)
                                         PART − I
 (50) Read the passage given below and answer the questions that follow :                      (5 × 2 = 10)

      Discipline is the most essential virtue you should acquire when you are young. It is a complex
quality. It shapes your mind to religious, social and economic patterns when you grow up to be an active

citizen. At a young age, we do not realize the value of discipline, As children, we merely long for
unlimited freedom, without understanding the meaning of discipline. An athlete disciplines himself and
keeps himself fit.    He refrains from smoking, observes good food habits and keeps good health..

Discipline increases the human energy and implies control, resistance and adjustment. Our energy is
saved and made vital for a good output.

Questions :

  (a) The word ‘essential’ means:

      (i) necessary    (ii) important       (iii) compulsory

  (b) How does discipline aid a citizen?

  (c) Why don’t children want discipline?

  (d) Mention some ways in which an athlete maintains discipline.

  (e) How is discipline beneficial to human beings?

                                                     7
(51) Identify and correct the errors in the following sentences:                          (5 × 1 = 5)
 (a) My uncle is richest man in the village.

 (b) Many people behaves rudely now-a-days.
 (c) A American lives near my house.
 (d) The dog fell along the river.

 (e) Each of the cycles are damaged.


(52) Look at the picture given below and answer the following                             (5 × 1 = 5)
     questions in one or two sentences of your own:




 (a) What do you see in the picture?
 (b) How many persons are on the bike?
 (c) Do you think a bike should carry more than two persons? Give a reason for your answer.
 (d) What would be the danger of riding triples on a bike?
 (e) What would you do if you saw your friend riding a bike in this manner?




                                                  8
Reg.No.



                                   ENGLISH – PAPER II
                   1
Time Allowed : 2 /2 Hours]                                                  [Maximum Marks : 100

INSTRUCTION            : Check the question paper for fairness of printing. If there is any lack of
                         fairness, inform the Hall Supervisor immediately.
                        This question paper contains FOUR SECTIONS.


                                             SECTION − I
                                   (NON-DETAILED − 35 MARKS)


 (1) Fill in the blanks with the appropriate phrases given below to
     form a complete meaningful paragraph:                                      (5 × 1 = 5)
     Kumar watched (i) __________________ flying in a (ii) ________________ and
remembered the time when he had see (iii) ____________________ and his father had told him
that the birds had come there to stay only (iv) _______ and would soon leave the
(v) ____________ and return to their home in the Artic.
     (i) for a short while
     (ii) the migratory birds
     (iii) the place of their sojourn
     (iv) nestlings in Vedanthangal
     (iv) streamlined ‘V’

(2) Read the following sentences and identify the character / speaker:                  (5 × 1 = 5)
    (1) “I will call you Goldy”.
    (2)   “I shall perform some magic tricks.”
    (3)   “Help! Save me from drowning.”
    (4)   “At least we could spend some time together.”
    (5)   “I’ve been in search of a model to pose as Judas Iscariot.”

(3) Match the following appropriately:                                                  (5 × 1 = 5)
    (A) Judas        −       caught in a drain
    (B)   Kumar             −        clever little boy
    (C)   Mom               −        one of two figures for a painting
    (D)   Celine            −        young and enterprising
    (E)   Hubert            −        fond of playing the piano
                            −        hid in the cupboard

                                                                                      [TURN over
(4) Complete the following sentences choosing the correct answer
    from the options given below:                                                        (5 × 1 = 5)
    (i) Mom allowed         __________to keep the dog.
        (a) Goldy                  (b) Shelly              (c) Sam          (d) Diane
    (ii) The brothers started off the ride with __________.
        (a) a thumbs up sign       (b) a wave of the fla   (c) a whistle    (d) a gun shot
    (iii) There were _________ thieves hiding in the cupboard.
        (a) four                   (b) six                 (c) three        (d) five
    (iv) The painter was trying hard to find a model for a painting of……………
        (a) an artist              (b) Judas Iscariot      (c) a beggar     (d) a poet
    (v) Dad finally got an employment _________.
        (a) at a doctor’s clinic                           (b) as a clerk
        (c) as a lecturer                                  (d) with an auditing firm

(5) Read the passage given below and answer the questions that follow :                  (5 × 1 = 5)
         With a shudder he once again turned to the window. The sky was dotted with birds
    flying in a streamlined ‘V’! They seemed to be hurrying, every one of them of one mind as
    if they had an important goal to pursue. It was that time of the year when the migratory
    birds were returning to their homes after a five - month warm sojourn. He remembered his
    childhood picnic with his parents to Vedanthangal, where he had seen flocks of birds
    nestled among the trees. Dad had hired a telescope to give him a closer view of the nest,
    where he saw tiny little nestlings-five of them! Dad had then told him that even though
    these families resided here, they would soon go back to their homes far in the cold regions
    of the planet. His father’s words rang clear in his ears “You see Kumar, though they have
    stayed here for almost half a year and have enjoyed our climate and the food available, they
    know that their home is in the Arctic. And there’s no place like home, is there?”
         Kumar gazed at the flock flying home from where they had come. But slowly his
    vision blurred as tears filled his eyes. ‘Home is where the heart is’ Kumar thought,
    watching the birds till they were just specks on the distant horizon. Kumar left the room
    with a sure stride and a strong determination writ large on his countenance.
    (i) What was the ‘V’ shaped formation seen by Kumar?
    (ii) What did the flight remind him of ?
    (iii) Describe what Kumar had seen amidst the trees while on his picnic.
    (iv) What behaviour among the birds taught Kumar of the importance of ‘home’?
    (v) What do you think Kumar had decided to do? Give a reason for your answer.

                                                 2
(6) (1-5) Study the given mind map and fill in the incomplete details.                        (5 × 1 = 5)



                         Shelley saw a                         He brought it
                         wounded dog                           home




                                                              He loved .the
                                                              dog


               The dog too                                           ________________
     i         __________________                             ii    to trace the owner




                    One day , a lady                                           The dog’s real name
         iii        ------------------------------                     iv      ______________




                         The dog had to be given
                v
                         back, as ---------------------
                         __________________



(7) Answer in a paragraph any one of the following questions:                                 (1 × 5 = 5)

    (a) Narrate the story ‘The Face of Judas Iscariot’ in your own words

                                                     (OR)

    (b) How did the close encounter result in bringing the brothers closer to each other?

                                                     (OR)

    (c) Imagine you were Hubert and knew of the thieves’ plan to rob the house. How would
        you have dealt with the situation?


                                                          3
SECTION − II

                           (LANGUAGE FUNCTIONS − 15 MARKS)

(8) Make notes of the following passage and prepare a summary using the notes. (5+5 =10)
    No study of English can be complete without a reference dictionary of idioms. A very
useful and easily available reference material is The Collins Dictionary of English Idioms.
This dictionary contains clearly explained meanings of over three thousand common English
idioms. To make the meaning even clearer, and to show you how the idiom can be used, each
idiom is provided with a suitable sample sentence . In this dictionary, the emphasis is on ‘true’
idioms. These are expressions whose meanings cannot be easily worked out from the words they
contain. The dictionary also provides a great many variations in the way these idioms are used.
The main emphasis , however is on providing an understanding of the meaning of the idioms,
rather than attempting to be a complete guide to idiomatic usage. (145 words)


(9) Complete the following dialogue appropriately.                                    (5 × 1 = 5)
         Gautham       : May I come in Madam?
    (i) Teacher        : -------------------------------
         Gautham       : My bus broke down. So I could not come to school on time.
    (ii) Teacher       : ---------------------------------------------,
                          otherwise she will mark you absent.
    (iii) Gautham      : ---------------------------------------
    (iv) Teacher       : ---------------------------------------
    (v) Gautham        : ----------------------------------------


                                           SECTION − III
                          (COMMUNICATIVE SKILLS − 15 MARKS)


(10) Write a dialogue with at least ten utterances between a shopkeeper and a customer
     who wishes to get his defective watch exchanged.                                    (5)
(11) Ramesh wanted to write to Mr Nagaraj asking him to be the Chief Guest for a function in
     his school. He had the format of his letter ready but had yet to write the content.
     Complete the content of his letter in about 100 words.                              (5)

                                                    4
B City
                                                                          3rd November,2010
    From
        K.Ramesh
        School Pupil Leader
        XYZ Higher Secondary School
        B City
        Pin XXX XXX
    To
        Mr C.Nagaraj
        Professor of English
        ABC Arts College
        K City
        Pin YYY YYY


         Dear Sir,

              Sub: Invitation to preside over the inauguration of Literary Association
         ________________________________________________________________
         ________________________________________________________________
          ________________________________________________________________
         ________________________________________________________________
         Thank you
           Yours sincerely,
                                                                         K.Ramesh
         (SPL)
(12) Prepare an advertisement on the information given below:                             (5)
    (a) Grand look ___ clothes shop __ Aadi sale – 15% discount __ gents’ / ladies’ / kids’
         apparels
                                             (OR)
    (b) New Millennium Bike – comfortable ride – sleek look – affordable price.


                                        SECTION − IV
                            (EXPANSION OF IDEAS − 35 MARKS)


(13) Expand the following headlines:                                              (5 × 1 = 5)
     (i) S.B.I. releases new coin-Big Temple Centenary
     (ii) India Wins Medals at CWG
     (iii) Heavy floods in Bihar, crops ruined
     (iv) Students take up rally to create AIDS awareness
     (v) Obama to visit India in November
                                               5
(14) Study the pie-chart and answer the questions given below:                         (5 × 1 = 5)
     Mr. Krishnan's Expenditure

                                        32'

              52'                                                    Ucxkpiu
                                                                     Hqqf
                                                                     Gpvgtvckpogpv
                                                    52'
                                                                     Enqvjgu
                                                                     Gfwecvkqp
                                                                     Tgpv
                 42'
                                    7' 7'
     (i) Mr Krishnan spends equally on
           (a) food and education                           (b) food and clothes
           (c) food and rent                                (d) education and clothes
     (ii State whether the following statement is true:
           Expenditure on food and savings equals the sum of the expenditure on entertainment,
           clothes and rent.
     (iii) The difference between the expenditure on food and savings is equal to that on :
           (a) rent                (b) clothes and entertainment
           (c) education           (d) savings
     (iv) The expenditure on clothes is ________ that on entertainment.
           (a) greater than        (b) the same as          (c) less than (d) double
     (v) The expenditure on savings is ______ that on education.
           (a) twice               (b) half of              (c) equal to    (d) more than
(15) Write a paragraph using any one of the following outlines in about 100 words:
                                                                                               (5)
     (a) It is better to prevent something disastrous before it happens. _____ students _____
           study daily lessons _____ work ____ regularly _____ avoid scoring less ____ family
           _____ save money _____ avoid getting into debts ______ take care of health ____
           avoid diseases _____ save money _____ rather than spending on medicines
                                                (OR)
     (b) Trees ______ wealth of a nation ____ should not be cut down. Forests aid rain-fall
           ____ _____ natural resources ______ students _____ aim in life- planting of trees
           _____                                       encourage ____ in schools, colleges, create
           awareness in public _______ regarding ______ saving trees ______ preventing ____
           cutting down trees.

                                                6
(16) Match the following products and slogans:                                      (5 × 1 = 5)
     (A) Wrist watch     −    Get set, go
     (B) Jewellery       −    You are what you wear
     (C) Clothes         −    The Magic of Words
     (D) Pens            −    Dazzle and Sparkle
     (E) Slippers        −    On your guard
                         −    Wear and tear

(17) Observe the map given below and write the instructions required:              (5)
     You are near the park. A stranger asks you to direct him to a textile shop. Guide
     him with your directions in about 50 words.



                 You                                                     ABIRAMI
                 are                                                     TEXTILES
                 here                                           HOTEL




                                                   TEMPLE


                                                   MAIN




(18) Read the poem given below and complete its paraphrase with suitable phrases in the
       given blanks:                                                         (5 × 1 = 5)
     Are Dry: Environment Poem by Moses H. Barbu
     She told you to plant trees
     and you paid her no heed
     and now the taps are dry.

    They released a water rationing schedule today,
    a water conservation measure
    you say, because the taps are dry.

    You should have rationed your greed
    and paid her heed, when she told you not to cut down forest trees,
    but you did not see the wisdom of her pleas,
    and now the taps are dry.

                                               7
You did (i)___________to her when she told you to plant trees. Now there is no
    (ii)____________. You tell me that (iii) _______________________to control and
    distribute a limited supply of water in order to conserve water. You should have controlled
    your greed and paid attention when she told you (iv) __________________the forest, but
    you did not understand how (v)____________________. And now there is no water in the
    taps.

(19) (a) Translation:                                                                        (5)
     A co-passenger on the bus you travel in has slipped and sprained his ankle. He wishes to go
     to a hospital nearby. Someone gives him the instructions in Tamil. As he is new to Tamil
     Nadu, he does not understand the language.
     Translate the instructions into English to help him.
          ngUªJ ãW¤j¤ÂèUªJ c¤jk® fhªÂ rhiyæš neuhf¢ bršyΫ. äf¥ bgça
     jghš ãiya« ty¥òw« cŸsJ. mj‰F vÂnu rhiyia¡ fl¡fΫ. ϪÂa‹
     t§»¡F¥ g¡f¤Âš cŸs rªÂš EiHaΫ. ÏlJ òw¤Âš, Ïu©lhtJ f£ll« ky®
     kU¤JtkidahF«.

                                             (OR)

(b) Look at the picture given below. Express your views on it in about five sentences.
    Water scarcity and poverty –the inseparable twins




                                               8
T,Gi
                                                       Reg.No.


                                  L¦Rm /             MATHS
                     (Rªr Utßm Be¡X Y¯ / Tamil and English versions)
                 1
Time Allowed : 2 /2 Hours]                                       [Maximum Marks : 100

úSWm : 21/2 U¦]                                                      [ùUôjR U§lùTiLs: 100

A±ÜûW                : Aû]jÕ ®]ôdLÞm N¬VôL T§Yô¡ Es[Rô GuTRû] N¬TôojÕd
                       ùLôs[Üm, AfÑlT§®p Ïû«Úl©u, Aû LiLô¦lTô[¬Pm
                       EP]¥VôLj ùR¬®dLÜm,
                      Cq®]ôjRôs SôuÏ ©¬ÜLû[ ùLôiPÕ,,
INSTRUCTION          : Check the question paper for fairness of printing. If there is any lack of
                       fairness, inform the Hall Supervisor immediately.
                      This question paper contains Four sections.

                                     ©¬Ü - I / SECTION − I

                               (U§lùTiLs : 15) / (MARKS : 15)

        ϱl× (i)         Cl©¬®p Es[ 15 ®]ôdLÞdÏm ®ûPV°dLÜm,
             (ii)        ùLôÓdLlThÓs[ SôuÏ ®ûPL°p ªLÜm N¬Vô] ®ûPûVj
                         úRokùRÓjÕ GÝRÜm,
        Note :    (i) Answer all the 15 questions.
                  (ii) Choose the correct answer in each question. Each of these questions
                        contains four options with just one correct option.     15 × 1 = 15
  (1) Let A = {1, 3, 4, 7, 11} Utßm B = {− 1, 1, 2, 5, 7, 9}GuL,
      f = {(1, −1, (3, 2), (4, 1), (7, 5), (11, 9)} GuYôß AûUkR Nôo× f : A → B GuTÕ
      (A) JußdÏ Juô] Nôo×                           (B) úUp Nôo×
      (C) CÚ×f Nôo×                                 (D) Nôo× ApX
      Let A = {1, 3, 4, 7, 11}, B = {− 1, 1, 2, 5, 7, 9} and f : A → B be given by
      f = {(1, −1, (3, 2), (4, 1), (7, 5), (11, 9)}. Then f is
      (a) one-one             (b) onto               (c) bijective       (d) not a function
      2     6 18 54
  (2) 5 , 25 , 125 , 625 ..... Gu ùTÚdÏj ùRôPo Y¬ûN«u ùTôÕ ®¡Rm
            2                                 3                4
      (A)                 (B) 5          (C)               (D)
            5                                 5                5
                                   2 6 18      54
      The common ratio of the G.P. ,   ,    ,     ..... is
                                   5 25 125 625
          2                                  3                 4
      (a) 5               (b) 5          (c) 5             (d) 5

                                                                           [§Úl×L / TURN over
a4  3
(3) a1 , a2, a3, .... GuT] JÚ áhÓj ùRôPo Y¬ûN«Ûs[], úUÛm a = 2 G²p, 13YÕ
                                                          7
    Eßl×
       3
   (A) 2                 (B) 0                 (C) 12a1                (D) 14a2

                                           a4  3
   If a1 , a2, a3, .... are A.P. such that a = 2 , then the 13th term of the A.P. is
                                            7

       3
   (a) 2                 (b) 0                 (c) 12a1                (d) 14a2


(4) 6x2y, 9x2yz, 12x2y2z B¡VYt±u Á,ùTô,U,

   (A) 36x2y2z           (B) 48xy2z2           (C) 96x2y2z2            (D) 72xy2z

   The LCM of 6x2y, 9x2yz, 12x2y2z is

   (a) 36x2y2z           (b) 48xy2z2           (c) 96x2y2z2            (d) 72xy2z


(5) b = a + c G²p ax2 + bxc + c = 0 Gu NUuTôh¥tÏ
   (A) ùUnùVi êXeLs EiÓ                        (B) êXeLs CpûX
   (C) NU êXeLs EiÓ                            (D) êXeLs ùUnùViLs ApX

   If b = a + c, then the equation ax2 + bxc + c = 0 has
   (a) real roots        (b) no roots          (c) equal roots         (d) no real roots


        1 1
(6) A ×     = (1 2) G²p, A-u Y¬ûN
        0 2
   (A) 2 × 1             (B) 2 × 2             (C) 1 × 2               (D) 3 × 2

          1 1
   If A ×     = (1 2) then the order of A is
          0 2
   (a) 2 × 1             (b) 2 × 2             (c) 1 × 2               (d) 3 × 2


(7) 7y − 2x = 11 Gu úSodúLôh¥u NônÜ
         7                   7                     2                         2
   (A) − 2               (B) 2                 (C) 7                   (D) − 7

   The slope of the straight line 7y − 2x = 11 is equal to
           7                   7                     2                         2
   (a) −                 (b)                   (c)                     (d) −
           2                   2                     7                         7



                                                     2
(8) (0, 0), (1, 0), (0, 1) Gu ×s°Lû[ Øû]L[ôLd ùLôiP ØdúLôQj§u Ñt[Ü
     (A) 2                 (B) 2                 (C) 2 + 2                (D) 2 − 2
     The perimeter of a triangle formed by the points (0, 0), (1, 0), (0, 1) is
     (a) 2                 (b) 2                 (c) 2 + 2                (d) 2 − 2


 (9) ∆ PQR-p RS GuTÕ ∠R-u Eh× CÚ NUùYh¥, PQ = 6 ùN,Á, QR = 8 ùN,Á, RP = 4
     ùN,Á G²p PS =
     (A) 2 ùN,Á            (B) 4 ùN,Á            (C) 3 ùN,Á               (D) 6 ùN,Á
     In ∆ PQR, RS is the bisector of ∠R. If PQ = 6cm, QR = 8cm, RP = 4 cm then PS is equal to
     (a) 2 cm              (b) 4 cm              (c) 3 cm                 (d) 6 cm


(10) AB Utßm CD Gu CÚ SôiLs JÚ YhPj§u Eh×UôL P Gu ×s°«p
     ùYh¥d ùLôs¡u], AB = 7, AP = 4, CP = 2 G²p, CD =
     (A) 4                 (B) 8                 (C) 6                    (D) 10
     Chords AB and CD cut at P inside the circle. If AB = 7, AP = 4, CP = 2, then CD =
     (a) 4                 (b) 8                 (c) 6                    (d) 10


(11) JÚ úLô×Wj§−ÚkÕ 28.5 Á çWj§p ¨uß ùLôi¥ÚdÏm JÚYo úLô×Wj§u
     Ef£ûV 45° Htd úLôQj§p Lôi¡ôo, AYÚûPV ¡ûP¨ûXl TôoûYd úLôÓ
     RûW«−ÚkÕ 1.5Á EVWj§p Es[Õ G²p, úLô×Wj§u EVWm
     (A) 30 Á              (B) 27.5 Á            (C) 28.5 Á               (D) 27 Á
     A man is 28.5 m away from a tower. His eye level above the ground is 1.5m. The angle of
     elevation of the tower from his eyes is 45°. Then the height of the tower is
     (a) 30 m              (b) 27.5m             (c) 28.5 m               (d) 27 m
           1
(12)               =
     tan θ + cot θ
     (A) sin θ + cos θ     (B) sin θ cos θ       (C) sin θ − cos θ        (D) cosec θ + cot θ
           1
                   =
     tan θ + cot θ
     (a) sin θ + cos θ     (b) sin θ cos θ       (c) sin θ − cos θ        (d) cosec θ + cot θ
                 2
(13) 12π ùN,Á ùUôjR TWl× ùLôiP §iU AûWdúLô[j§u Yû[TWl×
                     2                       2                        2                  2
     (A) 6π ùN,Á           (B) 24π ùN,Á          (C) 26π ùN,Á             (D) 8π ùN,Á
                                                                  2
     If the total surface area of a solid hemisphere is 12π cm then its curved surface area is equal to
                2                      2                      2                      2
     (a) 6π cm             (b) 24π cm            (c) 26π cm               (d) 8π cm
(14) £X ®YWeL°u áhÓfNWôN¬ Utßm §hP ®XdLm ØûúV 48, 12 G²p,
     UôßTôhÓdùLÝ
     (A) 42                (B) 25q               (C) 28                   (D) 48
     Mean and standard deviation of a date are 48 and 12 respectively. The coefficient of variation is
     (a) 42                (b) 25q               (c) 28                   (d) 48
                                                    3
(15) A Utßm B GuT] CWiÓ JuûùVôuß ®XdÏm ¨Lrf£Ls GuL, Ak¨Lrf£«u
                     1
     áßùY° S, P(A) = 3 P(B) Utßm S = A ∪ B G²p P(A) =

         1                     1                    3                      3
     (A) 4                 (B) 2                (C) 4                  (D) 8

                                                                                                1
     If A and B are mutually exclusive events and S is the sample space such that P(A) =          P(B) and S
                                                                                                3
     = A ∪ B, then P(A) =
         1                     1                    3                      3
     (a) 4                 (b) 2                (c) 4                  (d) 8


                                     ©¬Ü - II / SECTION − II

       ϱl× (i)         TjÕ ®]ôdLÞdÏ ®ûPV°dLÜm,
                 (ii)   ®]ô  Gi  30dÏ  Li¥lTôL    ®ûPV°dLÜm,     ØRp                                     14
                        ®]ôdL°−ÚkÕ HúRàm 9 ®]ôdLû[j úRoÜ ùNnVÜm,
                 (iii) JqùYôÚ ®]ô®tÏm CWiÓ U§lùTiLs,                                             10 × 2 = 20
       Note :    (i)    Answer 10 questions.
                 (ii) Question No. 30 is Compulsory. Select any 9 questions from the first 14
                      questions.
                 (iii) Each question carries Two marks                                           10 × 2 = 20


(16) A = {4, 6, 7, 8, 9}, B = {2, 4, 6} Utßm C = {1, 2, 3, 4, 5, 6} G²p A ∪ (B ∩ C) LôiL,
     If A = {4, 6, 7, 8, 9}, B = {2, 4, 6} and C = {1, 2, 3, 4, 5, 6}, then find A ∪ (B ∩ C).


(17) X = {1, 2, 3, 4} GuL. g = {(3, 1), (4, 2), (2, 1)} Gu EÜ X-−ÚkÕ X-dÏ JÚ NôoTôÏUô
     G] BWônL, Eu ®ûPdÏ Ht ®[dLm RÚL,
     Let X = {1, 2, 3, 4}. Examine whether the relation g = {(3, 1), (4, 2), (2, 1)} is a function from X
     to X or not. Explain.


(18) êuß GiL°u ®¡Rm 2 : 5 : 7 GuL, ØRXôm Gi. CWiPôm Gi¦−ÚkÕ 7-Id
     L¯jÕl ùTlTÓm Gi Utßm êuôm Gi B¡V] JÚ áhÓj ùRôPoY¬ûNûV
     HtTÓj§]ôp, AqùYiLû[d LôiL,
     Three numbers are in the ratio 2 : 5 : 7. If 7 is subtracted from the second, the resulting numbers
     form an arithmetic sequence. Determine the numbers.

       2
(19) 2x − 3x − 1 = 0 Gu NUuTôh¥u êXeLs α Utßm β , G²p α − β -u U§lûTd
     LôiL,
                                                2
     If α and β are the roots of the equation 2x − 3x − 1 = 0, find the value of α − β if a > β.
                                                    4
 2 3    1 5 
(20) A =         −       G²p A-u áhPp úSoUôß A¦ûVd LôiL.
           − 9 5   7 − 1
              2 3    1 5 
       If A =      −       , then find the additive iverse of A.
             − 9 5   7 − 1


     2 9 − 3        4 2
(21)         
     4 − 1 0 
                     − 6 7 Gu A¦L°u ùTÚdLûXd LôiL, (ùTÚdL Ø¥ÙUô]ôp)
                      −2 1
                                                   2 9 − 3       
                                                                 4 2
       Find the product of the matrices, if exists          − 6 7
                                                   4 − 1 0 
                                                               −2 1

(22) JÚ YhPj§u ûUVm (− 6, 4). AqYhPj§u JÚ ®hPj§u JÚ Øû]. B§l×s°
     G²p. UtùôÚ Øû]ûVd LôiL,


       The centre of a circle is at (− 6, 4). If one end of a diameter of the circle is at the origin, then find
       the other end.


                          AD 2
(23) ∆ABC-p DE || BC Utßm DB = 3 . AE = 3.7 ùN,Á G²p. EC-I LôiL,

                             AD 2
       In ∆ABC, DE || BC and DB = 3 . If AE = 3.7 cm, find EC.


(24) ÑY¬p NônjÕ ûYdLlThP JÚ H¦Vô]Õ RûWÙPu 60° úLôQjûR
     HtTÓjÕ¡Õ, H¦«u A¥ ÑYt±−ÚkÕ 3.5 Á çWj§p Es[Õ G²p. H¦«u
     ¿[jûRd LôiL,
       A ladder leaning against a vertical wall, makes an angle of 60° with the ground. The foot of the
       ladder 3.5m away from the wall. Find the length of the ladder.


        sin θ    cos θ
(25)           +       = 1 Gu ØtùôÚûUûV ¨ßÜL,
       cosec θ   sec θ
                             sin θ    cos θ
       Prove the identity           +       =1
                            cosec θ   sec θ


(26) JÚ §iU úSo YhP EÚû[«u BWm 14 ùN,Á Utßm EVWm 8 ùN,Á G²p, ARu
     Yû[TWl× LôiL,
       A right circular cylinder has radius of 14cm and height of 8cm. Find its curved surface area.



                                                      5
(27) UWj§]Xô] JÚ §iUd ám©u A¥fÑt[Ü 44 Á Utßm ARu EVWm 12 Á G²p
     Aj§iUd ám©u L] A[ûYd LôiL,
    The circumference of the base of a 12m high wooden solid come is 44m. Find the volume.


(28) ØRp 13 CVp GiL°u §hP ®XdLjûRd LQd¡ÓL,
    Calculate the standard deviation of the first 13 natural numbers.


(29) CÚ SôQVeLû[ JúW NUVj§p                            ÑiÓmúTôÕ.        A§LThNUôL         JÚ   RûX
     ¡ûPlTRtLô] ¨LrRL®û]d LôiL,
    Two coins are tossed together. What is the probability of getting at most one head.

                                 2
                              6x − 54
(30) (A) ÑÚdÏL :            2          .
                           x + 7x + 12
                                                 [ApXÕ]
    (B) 2y = 4x + 3 Utßm x + 2y = 10 Gu úSodúLôÓLs JußdùLôuß ùNeÏjÕ G]d
        LôhÓL,
                             2
                        6x − 54
    (a) Simplify :     2          .
                      x + 7x + 12
                                                  [OR]
    (b) Show that the lines 2y = 4x + 3 and x + 2y = 10 are perpendicular.


                                       ©¬Ü - III / SECTION − III

      ϱl× (i)              9 ®]ôdLÞdÏ ®ûPV°dLÜm,
                (ii)        ®]ô  Gi  45dÏ  Li¥lTôL    ®ûPV°dLÜm,     ØRp                          14
                            ®]ôdL°−ÚkÕ HúRàm 8 ®]ôdLû[j úRoÜ ùNnVÜm,
                (iii) JqùYôÚ ®]ô®tÏm IkÕ U§lùTiLs,                                         9 × 5 = 45


      Note :    (i)        Answer 9 questions.
                (ii) Question No. 45 is Compulsory. Select any 8 questions from the first 14
                     questions.
                (iii) Each question carries Five marks                                     9 × 5 = 45

(31) ùYuTPeLû[l TVuTÓj§ A  (B ∩ C) = (A  B) ∪ (A  C) Guàm ¥ UôoL²u LQ
     ®j§VôN ®§«û]f N¬TôodLÜm,
    Use Venn diagrams to verify De Morgan’s law for set difference A  (B ∩ C) = (A  B) ∪ (A  C).


                                                   6
(32) Nôo× f : [− 7, 6 ⇒ R ¸rdLiPYôß YûWVßdLlThÓs[Õ,
                 2
            x + 2x + 1
                                         −7≤x<−5
     f(x) = x + 5                        − 5 ≤ x ≤ 2 . ©uYÚY]Ytûd LôiL,
            x − 1
                                         2<x<6

                                                                            4 f(− 3) + 2 f(4)
     (i) 2 f(− 4) + 3 f(2)               (ii) f(− 7) − f(− 3)       (iii)
                                                                             f(− 6) − 3 f(1)
                                                                                           2
                                                             x + 2x + 1
                                                                                                           −7≤x<−5
     A function f : [− 7, 6 ⇒ R is defined as follows f(x) = x + 5                                         −5≤x≤2 .
                                                             
                                                             x − 1                                         2<x<6

                                                                                        4 f(− 3) + 2 f(4)
     Find (i) 2 f(− 4) + 3 f(2)                  (ii) f(− 7) − f(− 3)       (iii)
                                                                                         f(− 6) − 3 f(1)


      2      2       2       2
(33) 1 − 2 + 3 − 4 + ..... Gu ùRôP¬u ØRp 2n Eßl×L°u áÓRp LôiL,
                                                                        2           2      2    2
     Find the sum of the first 2n terms of the series 1 − 2 + 3 − 4 + .....

                                     3           2
(34) LôW¦lTÓjÕL : x − 5x − 2x + 24
                                             3        2
     Factorize the polynomial x − 5x − 2x + 24

                         2       3          4
(35) m − nx + 28x + 12x + 9x B]Õ JÚ ØÝ YodLm G²p. m, n B¡VYt±u U§l×Lû[d
     LôiL.
                             2       3           4
     If m − nx + 28x + 12x + 9x is a perfect square, then find the values of m and n.

(36) AûNYt ¿¬p JÚ CVk§WlTP¡u úYLm U¦dÏ 15 ¡,Á GuL. AlTPÏ
     ¿úWôhPj§u §ûN«p 30 ¡,Á çWm ùNuß. ©Ï G§oj §ûN«p §Úm© 4 U¦ 30
     ¨ªPeL°p ÁiÓm ×lThP CPj§tÏ §Úm© YkRôp ¿¬u úYLjûRd LôiL,
     The speed of a boat in still water is 15 km / hr. It goes 30 km upstream and return downstream to
     the original point in 4 hrs 30 minutes. Find the speed of the stream.


          5 2              2 − 1              T   T T
(37) A =      Utßm B =           G²p (AB) = B A GuTûR N¬TôodLÜm,
          7 3             − 1 1 
            5 2          2 − 1                  T   T T
     If A =     and B =         verify that (AB) = B A .
            7 3         − 1 1 

(38) (− 4, − 2), (− 3, − 5), (3, − 2) Utßm (2, 3) B¡V ×s°Lû[ Øû]L[ôLd ùLôiP
     SôtLWj§u TWlûTd LôiL,
     Find the area of the quadrilateral formed by the points (− 4, − 2), (− 3, − 5), (3, − 2) and (2, 3).



                                                                    7
(39) ∆ABC-u Øû]Ls A(2, 1), B(6, − 1), C(4, 11) GuL,                          A-«−ÚkÕ YûWVlTÓm
     ÏjÕdúLôh¥u NUuTôhûPd LôiL.
    The vertices of ∆ABC are A(2, 1), B(6, − 1) and C(4, 11). Find the equation of the straight line
    along the altitude from the vertex A.


(40) JÚ £ßYu ûYWj§u ÏßdÏ ùYhÓj úRôt Y¥®p. TPj§p Lôh¥VYôß JÚ
     ThPm ùNnRôu, CeÏ AE = 16 ùN,Á, EC = 81 ùN,Á. AYu BD Gu ÏßdÏd
     Ïf£«û]l TVuTÓjR ®Úmסôu. AdÏf£«u ¿[m GqYôß CÚdL úYiÓm?
    A boy is designing a diamond shaped kite, as shown in the figure where AE = 16 cm, EC = 81 cm.
    He wants to use a straight cross bar BD. How long should it be?
(41) úSodÏjRô] JÚ UWj§u úUpTôLm Lôt±]ôp رkÕ, AmرkR Tϧ ¸úZ
     ®ÝkÕ ®PôUp. UWj§u Ef£ RûWÙPu 30° úLôQjûR HtTÓjÕ¡Õ, UWj§u
     Ef£ ARu A¥«−ÚkÕ 30 Á ùRôûX®p RûWûVj ùRôÓ¡Õ G²p. UWj§u ØÝ
     EVWjûRd LôiL,
    A vertical tree is broken by the wind. The top of the tree touches the ground and makes an angle
    30° with it. If the top of the free touches the ground 30m away from its foot, then find the actual
    height of the tree.
(42) L°UiûQl TVuTÓj§ JÚ UôQYu 48 ùN,Á EVWØm 12 ùN,Á BWØm ùLôiP
     úSo YhP §iUd ámûTf ùNnRôo, AdámûT UtùôÚ UôQYo JÚ §iUd
     úLô[UôL Uôt±]ôo, AqYôß UôtlThP קV úLô[j§u BWjûRd LôiL,
    Using clay, a student made a right circular cone of height 48cm and base radius 12cm. Another
    student reshapes it in the form of a sphere. Find the radius of the sphere.
(43) ¸rdLiP AhPYûQ«p ùLôÓdLlThÓs[ ×s° ®YWj§u §hP ®XdLjûRd
     LQd¡ÓL,

                                x       3      8        13    18      23

                                f       7      10       15    10       8

    Calculate the standard deviation of the following data.

                                x       3      8        13    18      23

                                f       7      10       15    10       8


(44) JÚ ×§V U¡rÜkÕ (car) ARàûPV Y¥YûUl©tLôL ®ÚÕ ùTßm ¨LrRLÜ 0.25
     GuL, £kR Øû«p G¬ùTôÚs TVuTôh¥tLô] ®ÚÕ ùTßm ¨LrRLÜ 0.35
     Utßm CÚ ®ÚÕLÞm ùTßYRtLô] ¨LrRLÜ 0.15 G²p. AmU¡rÜkÕ
    (i) ÏûkRÕ HRôYÕ JÚ ®ÚÕ ùTßRp
    (ii) JúW JÚ ®ÚÕ UhÓm ùTßRp B¡V ¨Lrf£LÞdLô] ¨LrRLÜLû[d LôiL,
    The probability that a new car will get an award for its design is 0.25., the probability that it will
    get an award for efficient use of fuel is 0.35 and the probability that it will get both the awards is
    0.15. Find the probability that
    (i) it will get atleast one of the two awards (ii) it will get only one of the awards.

                                                    8
(45) (A) JÚ áhÓØj ùRôPo Y¬ûN«u AÓjRÓjR êuß Eßl×L°u áÓRp − 6
         Utßm AYt±u ùTÚdLtTXu 90, Amêuß GiLû[d LôiL,
                                            [ApXÕ]
   (B) 14 ùN,Á ®hPØm. 20 ùN,Á EVWØm EûPV JÚ EÚû[ Y¥Y ØLûY«p
       Tô§V[Ü Ri½o Es[Õ, A§p JúW A[®Xô] 300 DV ÏiÓLû[ êrLf
       ùNnÙm úTôÕ ¿o UhPm 2.8 ùN,Á EVo¡Õ, DVd ÏiÓ JqùYôu±u ®hPm
       LôiL,
   (a) The sum of three consecutive term in an A.P. is − 6 and their product is 90. Find the three
       numbers.
                                              [OR]
   (b) A cylindrical jar of diameter 14cm and depth 20cm is half-full of water. 300 leadshots of same
       size are dropped into the jar and the level of water raises by 2.8 cm. Find the diameter of each
       leadshots.


                                  ©¬Ü - IV / SECTION − IV
     ϱl× (i)         Cl©¬®p Es[ JqùYôÚ ®]ô®Ûm CWiÓ Uôtß ®]ôdLs
                      ùLôÓdLlThÓs[],
               (ii)   JqùYôÚ ®]ô®Ûm Es[ CWiÓ Uôtß ®]ôdL°−ÚkÕ JÚ
                      ®]ôûY úRokùRÓjÕ CÚ ®]ôdLÞdÏm ®ûPV°dLÜm,

               (iii) JqùYôÚ ®]ô®tÏm TjÕ U§lùTiLs,                                          2 × 10 = 20

     Note :    (i)    This section contains Two questions, each with two alternatives.

               (ii) Answer both the questions choosing either of the alternatives.

               (iii) Each question carries Ten marks                                       2 × 10 = 20


(46) (A) 6 ùN,Á BWØs[ JÚ YhPm YûWkÕ ARu ûUVj§−ÚkÕ 10 ùN,Á
         ùRôûX®Ûs[ JÚ ×s°ûVd ϱdL, Al×s°«−ÚkÕ YhPj§tÏ
         ùRôÓúLôÓLs YûWkÕ ARu ¿[eLû[ LQd¡ÓL,
                                            (ApXÕ)
   (B) BC = 5 ùN,Á ∠BAC = 40° Utßm Ef£ A-−ÚkÕ BC-dÏ YûWVlThP
       SÓdúLôh¥u ¿[m 6 ùN,Á Gu A[ÜLs ùLôiP ∆ABC YûWL, A-−ÚkÕ
       YûWVlThP ÏjÕdúLôh¥u ¿[m LôiL,
   (a)   Draw the two tangents from a point which is 10cm away from the centre of a circle of radius
         6cm. Also, measure the lengths of the tangents.
                                              (OR)
   (b)   Construct ∆ABC in which the base BC = 5cm, ∠BAC = 40° and the median from A to BC
         is 6cm. Also measure the length of the altitude from A.


                                                9
(47) (A) y = x2 − x − 8-u YûWTPm YûWkÕ. ARû]l TVuTÓj§ x2 − 2x − 15 = 0 Gu
          NUuTôhûPj ¾odLÜm,
                                                   (ApXÕ)
     (B) JÚ ª§Yi¥ KhÓTYo A Gu CPj§−ÚkÕ B Gu CPj§tÏ JÚ ºWô]
         úYLj§p JúW Y¯«p ùYqúYß SôhL°p TVQm ùNn¡ôo, AYo TVQm
         ùNnR úYLm. AjçWj§û]d LPdL GÓjÕd ùLôiP úSWm B¡VY]Ytûl
         Tt±V ®YWeLs (úYL – LôX) ©uYÚm AhPYûQ«p ùLôÓdLlThÓs[],
             úYLm (¡,Á,/U¦ x               2         4        6        10    12
             úSWm (U¦«p) y                60        30        20       12    10
     úYL – LôX YûWTPm YûWkÕ A§−ÚkÕ
     (i)    AYo U¦dÏ 5 ¡.Á úYLj§p ùNuôp çWjûRd LPdL BÏm TVQ úSWm
     (ii)   AYo Cdϱl©hP çWjûR 40 U¦ úSWj§p LPdL GkR úYLj§p TV¦dL
            úYiÓm
B¡VY]Ytûd LôiL,
     (a)    Draw the graph of y = x2 − x − 8 and hence find the roots of x2 − 2x − 15 = 0.
                                                    (OR)
     (b)    A cyclist travels from a place A to a place B along the same route at a uniform speed on
            different days. The following table gives the speed of his travel and the corresponding time
            he took to cover the distance.
             Speed in km/hr x         2        4         6        10    12
             Time in hrs             60        30        20       12    10
     Draw the speed-time graph and use it to find.
     (i)    The number of hours he will take if he travels at a speed of 5 km/hr.
     (ii)   The speed with which he should travel if he has to cover the distance in 40 hrs.




                                                     10
T,Gi
                                                         Reg.No.


                              A±®Vp / SCIENCE
                    (Rªr Utßm Be¡X Y¯ / Tamil and English versions)
Time Allowed : 2.30 Hours]                                       [Maximum Marks : 75

úSWm : 2.30 U¦]                                                                 [ùUôjR U§lùTiLs: 75

A±ÜûW              : Aû]jÕ ®]ôdLÞm N¬VôL T§Yô¡ Es[Rô GuTRû] N¬TôojÕd
                     ùLôs[Üm,  AfÑlT§®p Ïû«Úl©u, Aû LiLô¦lTô[¬Pm
                     EP]¥VôLj ùR¬®dLÜm,
                        Cq®]ôjRôs êuß ©¬ÜLû[d ùLôiPÕ


INSTRUCTION        : Check the question paper for fairness of printing. If there is any lack of
                     fairness, inform the Hall Supervisor immediately.
                        This question paper contains THREE SECTIONS.

                                      ©¬Ü − I / SECTION − I

                                (U§lùTiLs : 15) / (MARKS : 15)

        ϱl×      (i)     Cl©¬®p Es[ 15 ®]ôdLÞdÏm ®ûPV°dLÜm,

                  (ii)    AûPl×d ϱ«às ùLôÓdLlThÓs[ SôuÏ Uôtß ®ûPL°p ªLÜm
                          N¬Vô] ®ûPûVj úRokùRÓjÕ GÝRÜm,

        Note :    (i) Answer all the 15 questions.
                  (ii) Choose the correct answer from the four alternatives given in the brackets.
                                                                                         15 × 1 = 15
(1)   CVtûL úRoÜ úLôhTôhûP ùY°«hPYo___________________ .
      (NôoXv Pôo®u,            ¶ëúLô-¼-Yô¬v,           ¡¬Lo ú_ôLu ùUiPp,               Ëu TôlûPv
      XôUôod )
      Theory of natural selection was proposed by
      (Charles Darwin, Hugo de Vries, Gregor Johann Mendel, Jean Baptise Lamarck)
(2)   ©kR ÏZkûRdÏ ØR−p ùLôÓdLlTÓm úSônj RÓlé£
      (Yôn Y¯ úTô−úVô,           D.P.T., D.P.T. Utßm úTô−úVô,            BCG)
      The first vaccine injected into a just born baby is __________ .
      (Oral polio, D.P.T., D.P.T. and oral polio, BCG)
                                                                                 [§Úl×L / TURN over
(3)   édÏm RôYWeL°u Tô−]l ùTÚdL Øû«p SûPùTßm ØRp ¨LrÜ
      (LÚÜßRp,         Øû[jRp,      ÁiÓm EÚYôRp,               ULWkRf úNodûL)

      In sexual reproduction of flowering plants the first event involved in this is

      (fertilization, germination, regeneration, polination)
(4)   RôYWeL°p ûNXj§u T¦
      (¿ûWd LPjÕRp,          EQûYd LPjÕRp,                Aªú]ô AªXjûR LPjÕRp,                 Bd£_û]
      LPjÕRp)
      The xylem in the plants are responsible for
      (transport of water, transport of food, transport of amino acids, transport of oxygen)
(5)   __________TÑûUVL YôÙ, ùYlT¨ûX Uôtm Utßm ×® ùYlTUôRûX HtTÓjÕ¡Õ,
      (ûahW_u,         Bd£_u,       ûShW_u,         LôoTuûP VôdûNÓ)
      ____________ green house gas which causes climate change and global warming.
      (hydrogen, oxygen, nitrogen, carbon di oxide)
(6)   JÚ LûWN−u ÕLsLs                 ªÖiúQôd¡              Y¯úV     UhÓm      ùR¬YR]ôp        AdLûWNp
      ___________ G]lTÓm,
      (EiûUd LûWNp,              árUdLûWNp,              ùRôeLp,    ¿o)
      The particles in various forms are visible only under ultramicroscope. A solution containing such
      particles is called ________ .
      (True solution, collaidal solution, suspension, water)
(7)   pH = − log10(H+).JÚ LûWN−u ûahW_u AV¦«u ùN±Ü 0.001m G²p ARu U§l×
      __________
      (1, 3, 11, 14)
      pH = − log10(H+). The pH of a solution containing hydrogen ion, concentration of 0.001m
      solution is __________
      (1, 3, 11, 14)
(8)   ReLm Gu R²UUô]Õ úNoUUôL ¡ûPlTÕ CpûX,     CÕ Lôtß ApXÕ ¿ÚPu
      ®û]׬YÕ CpûX, CÕ ____________ ¨ûX«p Es[Õ,
      (R²jR ¨ûX,        úNokR ¨ûX,         LXkR ¨ûX,         YôÙ ¨ûX)
      Gold does not occur in the combined form. It does not react with air (or) water. It is in ________.
      (native state, combined state, mixed state, gaseous state)
(9)   CWiPôm ùRôϧ R²UeLs ____________ EúXôLeLs G]lTÓm.
      (LôW,   LôWUi,      CûP¨ûX,         Es CûP)
      Second group elements are called __________ .
      (alkali, alkaline earth metals, transition elements, minor transition elements)

                                                     2                                 [§Úl×L / Turn over
(10)   ApûLu ÏÓmTj§p Es[ ØRp úNoUj§u IUPAC ùTVo __________ .

       (Dj¾u,     DjûRu,      DjúRu,         A£h¥−u)
       IUPAC name of first member of alkyne is ___________ .

       (ethene, ethyne, ethane, acetylene)

(11)   ×®lTWl©p 50 ¡.¡. ¨ûÙs[ U²R²u GûP ____________ .

       (50N, 35N, 380N, 490N))

       The weight of 50 kg person at the surface of earth is __________ .

       (50N, 35N, 380N, 490N))

(12)   20Km ªuRûPÙs[ Lm©«p 0.2A ªuú]ôhPm EÚYôdLj úRûYlTÓm ªu]ÝjR
       úYßTôÓ__________ .

       (100V, 4V, 0.01V, 40V)

       The potential difference required to pass a current 0.2A in a wire of resistance 20 ohm is
       _________ .

       (100V, 4V, 0.01V, 40V)

(13)   ªu§²u SI AXÏ_________ .

       (_øp,    úYôph,     Yôh,       áÛm)

       The SI units of electric power is _________ .

       (Joule, volt, watt, coulomb)

(14)   EúXôLd LPj§«p TôÙm ªuú]ôhPm ARû]f Ñt± _________I EÚYôdÏm.

       (ùYlTm, J°, LôkRl×Xm, Gk§W®ûN)

       An electric current through a metalic conductor produces __________ around it.

       (heat, light, magnetic field, mechanical force)

(15)   al×s ùRôûXúSôd¡«p Es[ B¥_____________ .

       (NUR[ B¥, ¿sYû[V B¥, Ï® B¥, ϯ B¥)

       The Hubble space telescope design with two __________ is known for good imaging performance
       over a wide field of view.

       (plane mirrors, hyperbolic mirrors, concave mirrors, convex mirrors)


                                                   3                           [§Úl×L / Turn over
©¬Ü − II / SECTION − II

                                 (U§lùTiLs : 40) / (MARKS : 40)

         ϱl× : HúRàm CÚTÕ ®]ôdLÞdÏ ®ûPV°dLÜm
         Note :   Answer any twenty questions.                                              20 × 2 = 40

(16)   úSônLû[Ùm ARu LôW¦Lû[Ùm ùTôÚjÕL :

       (A) ¨dúPôúXô©Vô                 −     A§L CWjR CZl×

       (B) ùToÉ£Vv A²ªVô               −     DßL°p CWjRm L£Rp

       (C) vLo®                        −     UôûXdLi

       (D)   CWjRm EûVôûU             −     CWjR £YlTÔ £ûRÜ

       Match the following : Diseases with simptoms

       (a)   Nyctalopia                 −    Profuse loss of blood

       (b)   Pernicious anemia          −    Bleeding gums

       (c)   Scurvy                     −    Night blindness

       (d)   Haemorrhage                −    Destruction of RBC
(17)   JúW Uô§¬Vô] CWhûPVoLs, ÏúWôúUôúNôm AûUl©Ûm Jj§ûNkRYoLs. ¸úZ
       ϱl©hPûYLû[ RÏkR YôojûR ùLôiÓ ØÝûUlTÓjÕ.
       (i)  JúW Uô§¬Vô] CWhûPVoLs _____________ .
            (CVtûLVô] CWhûPVoLs, FdÏ®dLlThP CWhûPVoLs)
       (ii) JúW Uô§¬Vô] CWhûPVoLs _____________ .
            (úYßTôÓLÞPu LôQlTÓYo, JúW Uô§¬Vô] AûUlûT EûPVYoLs)
       Identical twins are syngenic with similar chromosomal contents. Natural clones are those who
       possess identical chromosomes. Fill up with suitable word given in brackets.
       (i) Identical twins are _____________ (natural clone, induced clones)
       (ii) Identical twins are ____________(dissimilar to each other, similar to each other)


(18) ùLôÓdLlThÓs[          U²R        êû[«p            ©uYÚm
       ùNVpLû[ LhÓlTÓjÕm TϧLû[ "A' Utßm "B'
       Guß Ï±dL.

       (A) ÖLoRp EQÚm Tϧ

       (B) TôoûY EQÚm Tϧ
       Human brain and the functions of different parts are given above. Mark the diagram (a) and (b)
       (a) seat ofsmell       (b) seat of vision
(19)   ¸rdLiP átßLs RYôL CÚl©u N¬Vô] át±û] GÝÕL.
                                                   4                            [§Úl×L / Turn over
(A) BpTô ùNpLs CuÑ−û] EtTj§                               ùNn¡u]      Utßm     ÀhPô   ùNpLs
            ÏÞdúLôLôû] EtTj§ ùNn¡u]
        (B) Lôo¥úNôu úSôn G§ol× RuûUûV Ïûd¡Õ
        (C) ûRUv ÑWl© JÚ ¨Q¿o ùRôϧ
        (D)    AiPLm ØhûPLû[Ùm BihúWô_û]Ùm EtTj§ ùNn¡Õ
        Correct the statement if they are wrong.
        (a)    Alpha cells produce insulin and beta cells produce glucogon
        (b) Cortisone supress the immune reponse
        (c)    Thymus gland is a lymphoid mass
        (d) Ovary produces eggs and androgen

(20)    ùRôPo©u A¥lTûP«p úLô¥hP CPjûR ¨Wl×L:
        ûRWôd³u _____________ BÞûU aôoúUôu
        Ah¬]−u _____________.
        Based on relationship fill in the blanks :
        Thyroxine____________ personality harmone.
        Adrenalin ____________ .

(21) ùLôÓdLlThÓs[ TPjûR YûWkÕ TôLeLû[ ϱdLÜm.

       Draw the diagram and label the parts.


(22)    £ß¿WL ÖiÏZp Tϧ«p Es[ êuß Ød¡V TôLeLû[d áß.

        Write the three important parts of uriniferons tubules.

(23) ùLôÓdLlTh¥ÚdÏm TPjûR LY²dL.

       (1) TPm       "A'    Utßm        "B'-Cp       LôQlTÓm
              CVdLeLû[d ϱl©ÓL.
                                                                             A/A    B/B
       (2) GqYôß           CVdLeLs        ùRôhPôp         £Ôe¡
              CûXL°u                         CVdLeL°−ÚkÕ
              úYßTÓ¡u]?

        Observe the diagram

        (a) Mention the type of movements shown in Fig A and B.

        (b) How does the movement differ from the movement of mimosa.

(24)    JtßûU«u A¥lTûP«p LiP±L:

                                                      5                            [§Úl×L / Turn over
§ªeLXm : TÄu RLÓLs.                      ùY[Yôp : ________________ .
       Based on relationship fill up :
       Whale : Baleen plates. Bat : ________________ .
(25)   éoj§ ùNnL:
       L¯Ü ¿dL Eßl×                           ùY°úVtßm L¯Ü                    L¯Ül ùTôÚhLs
       (1) £ß¿WLm                       −     _________________      −       ________________
       (2) ÖûWÂWp                       −     _________________      −       ________________
       Fill in the blanks :
       Excretory organ                  −      Excretory products    −            Sent out as
       (1) Kidneys                      −      _______________       −      _________________
       (2) Lungs                        −      _______________       −      _________________
                 Y°UiPXm
(26)               CO2                                         (A) 1 Utßm 3p LôQlTÓm ¨Lrf£Lû[
                               1
                     3                                              GÝÕL.

         £ûRRp     ®XeÏLs      RôYWeLs                         (B) ¨LrÜ 1I YûWVß.

                                                               (C) HúRàm        JÚ       T¥U      G¬ùTôÚû[
                                   2
                   ×ûR T¥Y                                          ϱl©ÓL.
                   RôYWeLs
                  Atmosphere
                     CO2
                                1
                      3                                        (a) Name the process noted as No.1 and 3.
       Decomposition Animals   Green plants
                                                               (b) Define the process.

                                    2                          (c) Name anyone fossil fuel
                     Fossil
                     plants


(27)   “§ÚmTl ùTôR Y[m GuTÕ JÚ CVtûL Y[m.                                         CRû]         U²R   ÖLo®u
       úYLjûR®P úYLUôL CVtûL ¨Lr®]ôp UôtXôm”.
       úUtLiP átû T¥jÕ, RYô]Rô ApXÕ N¬Vô]Rô GuTûR EߧùNn. RYôL
       CÚkRôp N¬Vô] át±û]d áß.
       A non renewable resource is a natural resource. If it is replaced by natural process at a rate
       comparable or faster than its rate of consumption by humans.
       Read this statement and confirm whether it is correct or incorrect. If it is incorrect give correct
       statement.
(28)   Btp úUXôiûUûV ®Y¬.
       Describe : Energy conservation.
(29)   úTôdÏYWjÕ YôL]eL°p TVuTÓjÕm G¬ùTôÚsLs VôûY?
       What are the bio fuels for transportation?


                                                           6                             [§Úl×L / Turn over
(30)   25°C ùYlT¨ûX«p ùR®h¥V      LûWNÛdÏm, ùR®hPôR                              LûWNÛdÏm          Es[
       úYßTôÓLû[ ¸r ùLôÓdLlThÓs[ ϱl×Ls êXm GÝÕL.
       (A) 16g NaCl 100¡ ¿¬p                             (B) 36g NaCl 100¡ ¿¬p
       (ϱl×: NaCl -u LûW§u 36¡)
       Distinguish between the saturated and unsaturated solution using the data given below at a
       temperature of 25°C. (..... NaCl is 36g)
       (A) 16g NaCl in 100g water    (B) 36g NaCl in 100g water
(31)   20¡ NûUVp ElûT 50¡ ¿¬p LûWj§ÚkRôp AdLûWNp ùN±®u NRÅR ¨ûûVd
       LQd¡ÓL.
       Find the concentration of solution in terms of weight percent if 20 gram of common salt is
       dissolved in 50 gram of water.
(32)   ¨Wl×L:
       AÔdLhÓ Gi                                    G.Lô.
       (1) KWÔ êXdáß                  −      _________________
       (2) DWÔ êXdáß                  −      _________________
       (3) êYÔ êXdáß                  −      _________________
       (4) TuU AÔ êXdáß               −      _________________
       Fill in :
       Atomicity                            E.g.
       (1) Monoatomic      −       _________________
       (2) Diatomic        −       _________________
       (3) Triatomic       −       _________________
       (4) Polyatomic −  _________________
(33)   CÚm× B¦ûV RôªW NpúTh LûXN−às ûYdÏmúTôÕ, RôªW NpúTh Hu ¨m
       Uôß¡Õ? E.m. T§ÛdLô] ®[dLjûR RWÜm.
       Why does the colour of copper sulphate change when an iron nail is kept in it? Justify your
       answer.
(34)   JÚ LûWN−u ûahWôdûNÓ AV¦«u ùN±Ü 1.0 × 10−9m G²p, LûWN−u pH
       U§lûT LiÓ©¥dLÜm.
       The hydroxide ion concentration of a solution is 1.0 × 10−9m. What is the pH of the solution?
(35)   (I) GkR EúXôLm TôRWNjÕPu úNokRôÛm ARtÏ CWNdLXûY Guß ùTVo
            TtϯLû[ AûPlTRtÏ TVuTÓm CWNdLXûY____________ .
            (A) Ag−Sn CWNdLXûY                           (B) Cu-Sn CWNdLXûY
       (II) ©jRû[«p Es[ EúXôLeLs __________ .
            (Zn, Cu / Cu, Fe / Fe, Al / Al, Cu)
       (I) Any metal mixed with mercury is called amalgam. The amalgam used for dental filling is
           __________ .
            (a) Ag−Sn amalgam                            (b) Cu-Sn amalgam
       (II) Metals present in brass are ____________ .
            (Zn, Cu / Cu, Fe / Fe, Al / Al, Cu)
                                                   7                              [§Úl×L / Turn over
(36)   APo HCl, APo H2SO4 EPu                         ®û]׬Ùm     CÚm×      APo      HNO3 AªXjÕPu
       ®û]׬Y§pûX. Hu?
       Iron reacts with cone HCl and Conc.H2SO4 acids. But, it does not react with Conc.HNO3. Why?
(37)   ûYWm LôoTàûPV ×úYtßûU Y¥YeL°p JuôÏm. ARu L¥]jRuûUdLô]
       LôWQjûRd áßL.
       Diamond is the hardest allotrope of carbon. Give reason for its hardness.
(38)   ¨û, GûP CûY Ju±−ÚkÕ Utùôuß GqYôß úYßTÓ¡uÕ?
       Differentiate mass and weight.
(39)   (A) EߧlTÓjÕ : §WY ûShW_u TX Ï°¬ TVuTôÓL°p Ød¡VUô]RôÏm.
       (R) LôWQm : CÕ SôÓL°ûPúV G°§p ùT CVÛY§pûX.
            C§p N¬Vô] Y¬ûN GÕ?
            (i) (A) Utßm (R) CWiÓm N¬.
            (ii) (A) RYß (R) N¬
            (iii) (A) Utßm (R) CWiÓm RYß
            (iv) (A) N¬ (R) RYß
       (A) Assertion : Liquid nitrogen is the most commonly used element in cryogenics.
       (R) Reason : It is not legally purchaseable around the world.
            Write
            (i)     Both (A) and (R) are correct
            (ii)    (A) is wrong but (R) is correct
            (iii) Both (A) and (R) are wrong
            (iv) (A) is correct but (R) is wrong
                                                                               +    −
                                                                                ∨   ∧




(40) ClTPj§û] YûWkÕ ARu TϧLû[ ϱl©ÓL.
       Draw this diagram and label the parts.
                                                                         úYôpPô ªuLXm /
                                                                             Volta Cell
(41)   UW×NôWô Btp êXeL°u ùTVoLs ¸úZ RWlThÓs[]. B]ôp AYtßs £X RYß.
       RYô]Ytû Th¥V−ÓL.
       (Lôtß Btp, ã¬V Btp, ¿oªu Btp, AÔdLÚ Btp, AûX Btp,
       úTWûX Btp, ×® - A]p Btp)
       In the list of non conventional sources of energy given below, some of them are wrong. List out
       the wrong ones.
       (wind energy, solar energy, hydro electric power, nuclear energy, tidal energy, wave energy,
       geo thermal energy)
(42)   1.5V ªu²VdÏ ®ûN ùLôiP CÚ ªuLXuLs 5Km, 10Km, 15Km ªuRûPLs
       Utßm Nô® CYtûj ùRôPWôLd ùLôiP JÚ ªu Ñtßl TPj§û] YûWL.
       Draw the schematic diagram of an electric circuit consisting of a battery of two cells of 1.5V each,
       three resistance of 5ohm, 10ohm and 15ohm respectively and a plug key, all connected in series.


                                                       8                            [§Úl×L / Turn over
Sslc model-question-papers-released-by-dge
Sslc model-question-papers-released-by-dge
Sslc model-question-papers-released-by-dge
Sslc model-question-papers-released-by-dge
Sslc model-question-papers-released-by-dge
Sslc model-question-papers-released-by-dge
Sslc model-question-papers-released-by-dge
Sslc model-question-papers-released-by-dge
Sslc model-question-papers-released-by-dge
Sslc model-question-papers-released-by-dge
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  • 1. T,Gi Rªr – ØRp Rôs (ùNnÙs. EûWSûP) 1 LôXm : 2 /2 U¦] [U§lùTiLs: 100 A±ÜûW : Aû]jÕ ®]ôdLÞm N¬VôL T§Yô¡ Es[Rô GuTRû] N¬TôojÕd ùLôs[Üm, AfÑlT§®p Ïû«Úl©u, Aû LiLô¦lTô[¬Pm EP]¥VôLj ùR¬®dLÜm, Cq®]ôjRôs IkÕ ©¬ÜLû[ ùLôiPÕ Ï±l× : ®ûPLs ùR°YôLÜm ϱjR A[®Ûm AûURp úYiÓm, ©¬Ü – I (U§lùTiLs : 20) Tϧ - 1 E¬V ®ûPûVj úRokùRÝÕL, 6×1=6 (1) ùNpYjûR ¨ûXVôLd LhÓm L«ôL YsÞYo áßYÕ: (A) JÝdLm (B) LôXU±Rp (C) APdLØûPûU (D) ùT¬úVôûWj ÕûQdúLôPp (2) LiQ¡¡«u Lôt£Xm©p Es[ TWpLs: (A) ØjÕ (B) TY[m (C) Uô¦dLm (D) UWLRm (3) LmTûWl ×WkRYo (A) J[ûYVôo (B) ×LúZk§ (C) NûPVlT Ys[p (D) ºRdLô§ (4) ùTi A¥ûUVô]RtÏ E¬V LôWQeLÞs Juß ___________ CpXôûU: (A) YôdϬûU (B) úTfѬûU (C) ùNôjÕ¬ûU (D) GÝjÕ¬ûU (5) ¸rdLôiT]Ytßs Lôk§V¥L°u U]eLYokR Ï_Wôj§l TôP−u LÚjÕ: (A) Cu]ôùNnVôûU (B) CuùNôp áßRp (C) G°ûU (D) £dL]m (6) Öi¦V èp TX LtYodúL AûUkR A¬V LûX _________ . (A) K®VdLûX (B) CûNdLûX (C) úTfÑdLûX (D) SP]dLûX Tϧ - 2 úLô¥hP CPjûR ¨Wl×L, 6×1=6 (7) RmûU AûPdLXUôLd ùLôiPY¬u ÕVûW ¿eÏYúR _________ G] St±ûQ ϱl©Ó¡Õ, (8) ùT¬V×WôQj§tÏf úNd¡Zôo ChP ùTVo _________ . (9) “§LrTô JÚ SôuÏg ùNnÙs YWmTôLl ×LrTô ®]eLs UûPl úTôdLô” - ClTôPX¥L°p ùNnÙ°u YWm×L[ôLd ϱl©PlTÓTûY _________ . [§Úl×L
  • 2. (10) ØmûT«p AmúTjLo £±Õ LôXm _________ úTWô£¬VôLl T¦Vôt±]ôo, (11) CVeÏÚl TPeLs TôolTRtÏ _________ CÚdÏm, (12) RªZoLs ¨XjûR _________ YûLVôLl ©¬jÕd Lôh¥«Úd¡ôoLs, Tϧ - 3 ùTôÚjÕL, 4×1=4 (13) úRYôWm - §ÚêXo (14) ºôl×WôQm - SpXkÕY]ôo (15) L−jùRôûL - NôûX,C[k§ûWVu (16) éjRÕ UôàPm - §ÚSôÜdLWÑ Tϧ - 4 ùRôPÚdÏ Ht ®]ôjùRôPo AûUdL, 4×1=4 (17) CXdLQm YÏjR ©uúT CXd¡VeLs úRôu±], (18) CWôU−eLo RªrùUô¯úV CYôR ¨ûX RÚm Guß á±]ôo, (19) RªZoLs AW× SôhÓPàm Y¦Lj ùRôPo× ùLôi¥ÚkRôoLs, (20) ùRô¯pÖhTl T«XLj§p T«púYôodÏ ¨ûV úYûXYônl×Ls Es[], ©¬Ü – II (U§lùTiLs : 20) Tϧ - 1 ¸Ýs[ ®]ôdLÞs IkRàdÏ. êuß Y¬LÞdÏ ªLôUp ®ûPV°dL, 5 × 2 = 10 (21) CûlTtß EûPVYoL°u ùNVp GqYôß CÚdL úYiÓùU] Uô¦dLYôNLo áß¡ôo? (22) ÏLu. CWôUu ÁÕ ùLôiP AuûT ùY°lTÓj§V ùNVpLÞs CWiPû]d ϱl©ÓL, (23) “D±pùTÚk Ri½ol TkR¬p ÖmúTo GÝRôúR úYùôÚúTo Øuù]ÝR úYi¥VLô WQQmGuùLôp,”- Vôo, Vô¬Pm ®]®]ôo? (24) LXmTLm – ϱlùTÝÕL, (25) T¯«Xô Uu]]ôn YôrTY²u Ti×L[ôLd L¦úURô®Vôo ϱl©ÓY] VôûY? (26) úTô−l ×XYoLû[j Ri¥lúTôo VôYo? (27) ùTôÚ[pXYûWl ùTôÚ[ôLf ùNnYÕ GÕ? Tϧ - 2 ¸Ýs[ ®]ôdLÞs IkRàdÏ. êuß Y¬LÞdÏ ªLôUp ®ûPV°dL, 5 × 2 = 10 (28) TiThP EVokR £kRû] RªrùUô¯«p AûUk§ÚlTRtÏ Ko GÓjÕdLôh¥û]j RÚL, (29) ®[dLlTPm – ϱlùTÝÕL, (30) RªZLm ùRôuûUÙm £l×m YônkRÕ GuTRtÏ JÚ Nôuß RÚL, (31) EXLm Guàm ùNôp−u ùTVodLôWQm áßL, (32) TLhPô] YôrûY ®ÚmTôRYo Lôk§V¥Ls – Cdátû ®[dÏL, Öm TôPlTϧ«p AûUkÕs[ ¨LrûYd ϱl©ÓL, 2
  • 3. (33) UdLs NØRôVm GqYôß YôZúYiÓm Guß CWôU−eLo ®Úm©]ôo? (34) RtúTôÕ Y[okÕ YÚm CWiÓ ùRô¯pÖhTj ÕûLs VôûY? ©¬Ü – III (U§lùTiLs : 24) Tϧ - 1 ¸Ýs[ ®]ôdLÞs êuàdÏ. Bß Y¬LÞdÏ ªLôUp ®ûPV°dL, 3 × 4 = 12 (35) ApXûY ùNnRôodÏ AeátôÏm – CdLÚjûRf £XlT§LôWm GqYôß ùY°lTÓjÕ¡Õ? (36) ºûR. CXdÏYu B¡úVô¬Pm ÏLû]lTt± CWôUu á±VùRu]? (37) ×−«u ùLôÓgùNVpL[ôL EUßl×XYo áßY] VôûY? (38) Cuß Cû[lTôßúYôm Guß CÚdLdáPôÕ. Hu? (39) Nôuúôo Sh×dÏ EYûUVôLd álTÓY] VôûY? Tϧ - 2 ¸rdLôÔm ®]ôdLÞs êuàdÏ. Bß Y¬LÞdÏ ªLôUp ®ûPV°dL, 3 × 4 = 12 (40) ûLmùTi UQjûR BR¬jRYo ùT¬Vôo – Cdátûf Nôuß Lôh¥ ¨ßÜL, (41) úUûPlúTf£p ùUô¯ GqYôß AûURp úYiÓm? (42) Ck§Vô®p U²R E¬ûUdLôL ØR−p SûPùTt úTôWôhPeLû[ GÝÕL, (43) RªZo CûNdLûX«p úUmTh¥ÚkR]o GuTûR ¨ßÜL, (44) Lôk§V¥Ls. Rm Yôr®p YônûUûVd LûPl©¥dL A¥lTûPVôL AûUkR ¨Lrf£ûV ®[dÏL, ©¬Ü – IV (U§lùTiLs : 10) (45) ¸rdLôÔm TôPûXl T¥jÕ ®]ôdLÞdÏ ®ûPV°dL, 5 §j§dÏk ùRs[ØRônj ùRs[اu úUXô] Øj§d L²úVGu ØjRªúZ - ×j§dÏs EiQlTÓk úRú] Euú]ô ÓYkÕûWdÏm ®iQlTm EiÓ ®[mTdúLs, (i) ClTôPp CPmùTtßs[ èp GÕ? (ii) ØjRªr – CjùRôûLf ùNôpûX ®¬jùRÝÕL, (iii) ClTôP−p CPmùTtßs[ A¥ùVÕûLLû[ GÓjùRÝÕL, (iv) EYkÕûWdÏm - ©¬jùRÝÕL, (v) ®[mTdúLs – ùTôÚs áßL, 3
  • 4. (46) ¸rdLôÔm EûWlTϧûVl T¥jÕ ®]ôdLÞdÏ ®ûPV°dL, 5 ®û]úV BPYodÏ«o Gu¡Õ ÏßkùRôûL, Øk¿o YZdLm ULåEúYô¥pûX Gu¡Õ ùRôpLôl©Vm, NeL LôXj§p ùTôÚÇhÓúYôo BiLú[ G]Üm. ùTiLs ÏÓmTjûRl ùTôßl×Pu SPjRúYiÓm G]Üm. ùTiLs LPpLPkÕ ùNpXdáPôÕ G]Üm á± YkR]o, Cuß. CkR ¨ûX Øt±Ûm Uô±®hPÕ, BiLÞdÏ ¨LWôLl ùTiLÞm GpXôj ÕûL°Ûm T¦×¬kÕ YÚ¡ôoLs, CuûV ãZ−p CÚYÚm YÚYôn Dh¥]ôpRôu ÏÓmTjûRf £lTôL SPjR CVÛm, Ts°dLp®ûV Ø¥jR JÚYo. ARtÏúUp Guù]u] T¥l×Lû[ úUtùLôiÓ úYûXYônl©û]l ùTXôm GuTÕ Ï±jR ®¯l×QoûY JqùYôÚYÚm ùTúYiÓm, RtúTôÕ úU²ûXdLp®«p úRof£ GuTÕRôu ùTÚmTôXô] T¦LÞdÏm A¥lTûP Guàm ¨ûX EÚYô¡Ùs[Õ, (i) BPYodÏ«WôLd ÏßkùRôûL GûRd ϱl©Ó¡Õ? (ii) Øk¿o – CjùRôûLf ùNôpûX ®¬jùRÝÕL, (iii) ULåE – CfùNôp−u ùTôÚs VôÕ? (iv) RtúTôÕ ùTÚmTôXô] T¦LÞdÏ A¥lTûPVôL AûUÙm Lp® GÕ? (v) CqÜûWlTϧdÏl ùTôÚjRUô] RûXlûTj RÚL, ©¬Ü – V (U§lùTiLs : 26) Tϧ - 1 ¸rdLôÔm ®]ôdLÞdÏ TjÕ Y¬LÞdÏ ªLôUp ®ûPV°dL, 2 × 8 = 16 (47) (A) £XlT§LôW YZdÏûW LôûR«p. Tôi¥V Uu]²u Uû]® úLôlùTÚkúR®«u Cl×. C[eúLôY¥L[ôp GqYôß ¨VôVlTÓjRlTÓ¡Õ? (ApXÕ) (B) T¬VôûWj ÕûQdúLôP−]ôp ®û[Ùm SuûULs ϱjÕ YsÞYo áßY] VôûY? (48) (A) RªrùUô¯ EVoR²f ùNmùUô¯ Guàm átû ùUn©dL IkÕ NôußLs RÚL, (ApXÕ) (B) úU²ûXdLp®. TXÕûL°p úYûXYônl©û]l ùT A¥lTûPVôL AûUYûR E¬V GÓjÕdLôhÓLs RkÕ ¨ßÜL, Tϧ - 2 (49) ùNnÙs Y¥®p ®ûPV°dL, 2 + 2 + 6 = 10 (A) ‘ùNnL ùTôÚû[‘ - G]j ùRôPeÏm Ïs, (B) ‘ùNVp’ – G] Ø¥Ùm Ïs, (C) ‘Yô«t LûPU¦ _______ ×LôùWuT§úV’ - £XlT§LôWl TôPX¥Ls, 4
  • 5. T,Gi Rªr – CWiPôm Rôs (CXdLQm. ÕûQlTôPm. L¥Rm. LhÓûW. ùUô¯lT«t£) 1 LôXm : 2 /2 U¦] [U§lùTiLs: 100 A±ÜûW : Aû]jÕ ®]ôdLÞm N¬VôL T§Yô¡ Es[Rô GuTRû] N¬TôojÕd ùLôs[Üm, AfÑlT§®p Ïû«Úl©u, Aû LiLô¦lTô[¬Pm EP]¥VôLj ùR¬®dLÜm, Cq®]ôjRôs SôuÏ ©¬ÜLû[ ùLôiPÕ Ï±l× : ®ûPLs ùR°YôLÜm ϱjR A[®Ûm AûURp úYiÓm, ©¬Ü – I (U§lùTiLs : 20) Tϧ - 1 Aû]jÕ ®]ôdLÞdÏm ®ûPV°dL, E¬V ®ûPûV úRokùRÝÕL 5×1=5 (1) ®û]jùRôûL T«uß YkÕs[ ùNôtùôPûWj úRokùRÝÕL, (A) ùNnùRô¯p (B) Uôô C[ûU (C) 鬡ZeÏ (D) úRÚm §Ú®ZôÜm (2) ¸rYÚY]Ytßs EmûUjùRôûLûVj úRokùRÝÕL, (A) ùRÚdLûP (B) ùYt±ûXTôdÏ (C) ®[dùLiùQn (D) RôÙmúNÙm (3) JÚùTôÚh TuùUô¯ûVj úRokùRÝÕL, (A) ®Úl×m ùYßlתu± YôrkRôu (B) CWÜTLp TôWôÕ EûZjRôu (C) EVokúRôe¡V UûXûVd LiúPu (D) L«ß §¬d¡ôu (4) ‘ùY[Yôp’ – CfùNôp−p T«ußYÚm ÏßdLm VôÕ? (A) ILôWdÏßdLm (B) J[LôWdÏßdLm (C) ULWdÏßdLm (D) BnRdÏßdLm (5) CkRLôX CûP¨ûX AûUkÕs[ ®û]Øtûj úRokùRÝÕL, (A) YÚ¡ôu (B) YÚYôu (C) YÚ¡uôu (D) YkRôu Tϧ - 2 úLô¥hP CPeLû[ ¨ûÜ ùNnL, 5×1=5 (6) UWúYo GuTÕ ________ ®LôWm BÏm, (7) ‘úYn×ûW úRôs’ – CfùNôp−p AûUkÕs[ EYûU EÚ× ________ , [§Úl×L
  • 6. (8) SiTLp GuTÕ ________ §ûQdϬV £ßùTôÝÕ, (9) ‘BÓYôVô’ Guàm ®]ôÜdÏl ‘TôÓúYu’ G]d áßYÕ ________ ®ûP, (10) ùUô¯VªrÕ – CqÜÚYLj§tLô] EYûU _______ . Tϧ - 3 ÑÚdLUôL ®ûPV°dL 10 × 1 = 10 (11) Yp−]m ªÏm CPeLÞs JuàdÏf Nôuß RÚL, (12) ùTß – CfùNôpûX ®û]ùVfNUôdÏL, (13) C[ûU«p Lp – CjùRôPûWf ùNn§j ùRôPWôL UôtßL, (14) ¸rdLôÔm ùRôP¬Ûs[ JÚûU TuûUl ©ûZ¿d¡ GÝÕL, T¥jÕ Ø¥jRYÚdÏ AYWYo RϧdúLtT EsSôh¥Ûm ùY°Sôh¥Ûm T¦T¬Ùm Yônl×Ls Es[Õ, (15) ¸rdLôÔm ùRôP¬p Nk§l©ûZLû[ ¿d¡ GÝÕL, E¬ûUdÏWp ùLôÓjR SpúXôoLû[Rôu Sôm ºo§ÚjRf ùNmUpLs G] £kûR U¡Zl TôWôhÓ¡úôm, (16) ùTônVô ®[dÏ – CXdLQd ϱl×j RÚL, (17) ¸rdLôÔm ùRôP¬Ûs[ YïEf ùNôtLû[ ¿d¡ GÝÕL, YXÕTdL ÑYt±p GÝRôúR (18) ¸rdLôÔm EûWlTϧdÏl ùTôÚjRUô] ¨ßjRdϱ«hÓ GÝÕL, Ui Guôp ¨Xm GuTÕ ùTôÚs RªZoLs ¨XjûRd ϱg£ ØpûX UÚRm ùSnRp TôûX G] IYûLVôLl ©¬jRôoLs, (19) ¸rdLôÔm UW×jùRôPo ϱdÏm ùTôÚû[ GÝÕL, TôW§RôNu Rª¯Xd¡V Yô²p ùLô¥Lh¥l TkRôo, (20) Sô²Xm – CjùRôûLf ùNôpûX ®¬jùRÝÕL, ©¬Ü – II (U§lùTiLs : 10) Aû]jÕ ®]ôdLÞdÏm ®ûPV°dL, ¸rdLôÔm ®]ôdLÞs IkRàdÏ ®ûPV°dL, 5 × 2 = 10 (21) ùTtúu – TÏTR Eßl©XdLQm RÚL, (22) AÓdÏjùRôPÚm CWhûPd¡[®Ùm GqYôùpXôm úYßTÓ¡u]? (23) UÚRj§ûQdϬV LÚlùTôÚsLs Bû] GÝÕL, (24) G«p LôjRp GqYûLj§ûQ? ARtÏ G§Wô] §ûQûV ®[dÏL, (25) BnRdÏßdLj§tÏ GÓjÕdLôhÓj RkÕ ®[dÏL, (26) ®ûP GjRû] YûLlTÓm? AûY VôûY? (27) ùNmùUô¯ - ©¬jÕl ×Qof£ ®§ RÚL, 2
  • 7. ©¬Ü – III (U§lùTiLs : 50) Tϧ - 1 ¸rdLôÔm ®]ôdLÞs CWiPàdÏ ®ûPV°dL, 2 × 5 = 10 (28) ¸úZ Es[ TôP−p T«ußYÚm TôYûLûVd ϱl©hÓ. ARu CXdLQm GÝÕL, RônùUô¯ Y[ojRp RªZoRe LPú] YônùUô¯ ×WjRp UtYo LPú] LônùUô¯ R®ojRp LtYo LPú] BnùUô¯ ÙûWjRp A±OoRe LPú], (29) YgNl×Lrf£ A¦ ApXÕ EYûU A¦ûVf NôußRkÕ ®[dÏL, (30) ¸rdLôÔm ÏhTô®tÏ AX¡hÓ YônTôÓ RÚL, Su±dÏ ®jRôÏm SpùXôÝdLm ¾ùVôÝdLm Gußm CÓmûT RÚm, Tϧ - 2 GûYúVàm CWiPàdÏ JqùYôußdÏm AûWlTdL A[®p ®ûPV°dL, 2 × 5 = 10 (31) T¬§UôtLûXO¬u RªrlTtû ùY°lTÓjÕm AYoRm ùNVpLs IkRû]d ϱl©ÓL, (32) ùTôeLt ×ÕSô°u Uôi©û]l Tt±. A±Oo AiQô áßY]Ytû GÝÕL, (33) “Gu]¥VmUô. CkRd Ïh¥ùVpXôm ClT¥d LjÕúR, LY²dLd áPôRô. TôYm, Guôs ¡Z®. “AkR Sôn LôûX«úX úTô]Õ. Cuàm YW®pûX AjûR. Tôp CpXôUp Ïh¥ GpXôm LjÕÕ”Guôs UÚULs, - ÏhûP J− Guàm CdLûR«p CPmùTßm UÚUL°u LÚûQ Es[jûR GÓjÕdLôhÓL, Tϧ - 3 (34) (A) ¸rdLôÔm Tj§«p AûUkÕs[ Be¡Xf ùNôtLû[j RªZôdLm ùNnL, 3+2=5 ‘Tv Hu CqY[Ü Wx`ôL CÚd¡Õ? ¨tLdáP Ø¥V®pûX, EhLôÚYRtÏ JÚ ºh ¡ûPjRôp SuôL CÚdÏm, úXhPôLl úTô]ôp. BÀvX úUú]_o úLh¡ úLs®dÏl T§p ùNôpX Ø¥VôÕ,’ (B) ¸Ýs[ AW× GiLû[j RªùZiL[ôL UôtßL, 75, 39, 148, 260. 3
  • 8. (35) (A) ¸rdLôÔm Be¡X EûWlTj§ûVj RªZôdLm ùNnL, 3+2=5 Educational Institutions are the true seats of learning. The students, who are really anxious to learn, can develop healthy habits only in the schools. In a school we are taught how to move in society, how to behave with others and how to progress in life. (B) ¸rdLôÔm Be¡Xl TZùUô¯L°p GûYúVàm CWiPàdÏ CûQVô] Rªrl TZùUô¯Lû[ GÝÕL, (i) Health is wealth (ii) Make hay while the sun shines (iii) Self-help is the best help (iv) Work is worship Tϧ - 4 ¸rdLôÔm ®]ôdLÞs JuàdÏ ®ûPV°dL, 5 (36) (A) ¸úZ ùLôÓdLlThÓs[ LûRûV ¨ûÜ ùNnÕ ùTôÚjRUô] RûXlûTj RÚL, ¸rYô]m £YdLj ùRôPe¡«ÚkRÕ, TûYLs J−ùVÝl©VYôú RjRm áÓLû[ ®hÓl TdLj ùRôPe¡], AkR ®¥VtLôûX úSWj§p §¼ùWuß Yô²p Ko J° úRôu±VÕ, AlúTôÕ _____________________________________ . (ApXÕ) (B) ¸rdLôÔm RûXl©p GhÓ Y¬LÞdÏd ÏûVôUp L®ûR Juß GÝÕL, UûZ ApXÕ LPp Tϧ - 5 (37) ¸rdLôÔm TôP−u §WiP LÚjûR Gݧ. AlTôP−p AûUkÕs[ HúRàm IkÕ SVeLû[ GÓjùRÝÕL, 5 úNôtûAs ÞeLôp ÕYsYôûZj Ri¥Ûßm NôtûlúTô úXY¥Vj RdLYiQm – FtßùSnûV YôûZ CûX«u A¥EiTôo YXl×j§p ÅZ ®¬jÕd L±YûLLs – ãZûYjÕj Ri½oùYk ¿ûWj R²jR²úV ùNm©−hÓ ùYiúNô ±ÓØu ªLC²dÏm – Ti¦VØm ØdL²Ùm úR²p SßùSn«p êrÏ®júR JdL¨uú EiP©u úNô±hÓj RdLT¥ úLhÏm ϱlT±kÕm ùLg£Ùm ªgÑUuTôp FhÓRpúYi ÓmRônúTôp JiùPô¥úV! - TôW§RôNu 4
  • 9. Tϧ - 6 (38) ¸Ýs[ T¥YjûR ¨Wl×L, 5 Ye¡d LQd¡p TQm ùNÛjÕm T¥Ym ,,,,, , ,,,,,,,,,,,,,,,, , , ,,,, , , ¡û[ Sôs,,,,, , ,,,,,,,,,,,,, ,,,,, , ,,,,,,,,,,,,,,,, , , ,,,, , ,,,,,,,,, ,,,,,, , , ,,,,,,,,, ¡û[ Sôs,,,,, ,,,,,,,,,,,,,,,,,, , ,,,, , ,,, CPm,,,, , , ,,,,,,,,,,,,,,,, , , ,,,, , CPm,,,, , ,,,,,,,,,,,,,,,,,, , ,,,,,, ,,,,,,,,, ,,,,,, , , ,,,,,,,,,,,,,, úNªl×d LQdùLi,,,,,,,,,,,,,,,,,, , ,,,, , ,,,,,,,,,,, , ,,,,,,,, úNªl×d LQdùLi,,,,,,,,,,,,,,,, , , ,,,, , ,,,,,,,,, , , ,,,,,,,,,,,,,,,, , ,,,, , , ,, ùTVo,,,,,,,,,,,,,,,,, , ,,,,,, ,,,,,,,,,,,,,,,, ìTôn,,, ,,,, , ,,,,,,,,,,,,,,,, , , ,,,,,,,,,,,,, ì. ¨ûXVô] LQdùLi (PAN) LôúNôûX ùTlThP ùRôûL Gi/Sôs Ye¡/¡û[ ì. ùTVo,,,,,,,,,,,,,,, , , ,,,,,, ,,,,,,,,, ,,,,,, , , ,,,,,,,,,,,,,,,, , ,,,, , ,,,,,,,,,,,,,,,,,,,,,,, , ,,,, , , ì. ìTôn,,,,,,,, ,,,,,,,,, ,,,,,, , , ,,,,,,,,,,,,,,,, , ,,,, , , ,,,,,,,,,,,,,,,, , , ,,,,,, ,,,, , ,,,,,,,,,,,,,,, LôúNôûX ®YWm: TQ ®YWm : LôúNôûX ùTlThP ùRôûL Gi/Sôs Ye¡/¡û[ ì. LôúNôûX ®YWm: ùRôûL LôNô[o GÝjRo / úUtTôoûYVô[o ùNÛjÕSo ûLùVôlTm Sôs ùRôûL 1000 × 500 × 100 × 50 × 20 × 10 × 5× LôÑLs ùUôjRm Tϧ - 7 (39) (A) ¸rdLôÔm Yôr®Vp ãZûXl T¥jÕ ®ûPV°dL 3+2=5 Uôu, Y[Y²u ùSÚe¡V SiTu, £X Sô[ôL EPpSXªpXôUp CÚkR Uôu úStß G§oTôWôR®RUôL Uô¥lT¥«−ÚkÕ ¸úZ ®ÝkR§p Øt±ÛUôLj Ru ¨û]ûY CZkÕ®hPôu, Uô²u ¨ûXLiÓ Y[Yu ªLÜm YÚjRUûPkRôu, EQÜ EiTRtÏdáP AYàdÏl ©¥dL®pûX, AYàûPV U]YÚjRm ùTtúôÚdÏj ùR¬k§ÚkRÕ, AYoLs GqY[ÜRôu BßRp ùUô¯Ls á±]ôÛm AY]ôp SiTàdÏ HtThP ÕuTjûRj Rôe¡d ùLôs[ CVX®pûX, (i) Y[Yu. Hu U]YÚjRjúRôÓ CÚkRôu? (ii) SUdÏj RôeL CVXôR ÕuTm HtTÓmúTôÕ A§−ÚkÕ Á[ Y¯ VôÕ? (iii) CfãZ−p TVuTÓjRúYi¥V Yôr®Vp §uLs VôûY? 5
  • 10. (B) ¸rdLôÔm ãZûXl T¥jÕ ®]ôdLÞdÏ Öm LÚjûR GÝÕL, ®¯Uôtßj §]ô° JÚYo NôûXûVd LPlTRtLôL ùSÓúSWUôLd LôjÕd ùLôiÓ CÚd¡ôo, AkR Y¯VôLl TXÚm LPkÕ ùNp¡u]o, B]ôp. AYÚdÏ ERY JÚYÚm ØuYW®pûX, (i) CÕúTôuùRôÚ ãZ−p ¿ GqYôß ùNVpTÓYôn? (ii) ©ÚdÏ ERÜYRôp ùY°lTÓm Ti× VôÕ? ©¬Ü – IV (U§lùTiLs : 20) Tϧ - 1 ¸rdLôÔm ®]ôdLÞs JuàdÏ ®ûPV°dL, 10 (40) (A) Öm FÚdÏd Ï¥¿o YN§ ùNnÕ RÚUôß UôYhP Bh£VÚdÏ ®iQlTm YûWL, (ApXÕ) (B) RhPfNo T¦dÏ ®iQl©dL. Ru ®YWlTh¥Vp EÚYôdÏL, Tϧ - 2 ¸Ýs[ ®]ôdLÞs HúRàm JuàdÏd ϱl×Lû[d ùLôiÓ JÚ TdL A[®p LhÓûW GÝÕL, RûXl× Juß RÚL, 10 (41) (A) L²¦ - úRôtm – Y[of£ - CûQVm – CûQVjR[ YN§ - L²¦ Y¯d Lp® - L²¦«u ®VjRÏ ùNVpLs – TVuTÓm ÕûLs – EXLm Es[eûL«p, (ApXÕ) (B) Ñtßl×f ãZp – UôÑdLhÓlTôÓ – CVtûLûV A¯jRp – Lôtß UôÑ – SfÑl×ûL - ¿oUôÑ – ùRô¯tNôûXL°u L¯Ü – UôNûPkR ¿o – J−UôÑ – J−ùTÚd¡ - CûWfNp – SWm×UiPXl Tô§l× - LhÓlTÓjÕm Y¯Ls, 6
  • 11. Reg.No. ENGLISH – PAPER I 1 Time Allowed : 2 /2 Hours] [Maximum Marks : 100 INSTRUCTION : Check the question paper for fairness of printing. If there is any lack of fairness, inform the Hall Supervisor immediately. This question paper contains FIVE SECTIONS. SECTION − I (VOCABULARY − 20 MARKS) PART − I (1) Choose the appropriate synonym of the underlined word: (5 × 1 = 5) Even as a child Bharat had enjoyed playing with bricks. He would place one on top of the other and make a soaring (i) tower. He liked to help the workers when they renovated (ii) a house on his street and would try to figure out (iii) the plan of the house. Now as a man, he runs his own construction company and is involved in the exacting (iv) work of building offices and guest houses for large international companies .These companies are convinced that his accomplishment (v) is the best that is available in the city. (i) (a) wounding (b) rising (c) increasing (d) flying (ii) (a) repaired (b) constructed (c) decorated (d) destroyed (iii) (a) calculate (b) understand (c) guess (d) decide (iv) (a) tiring (b) perfect (c) accurate (d) challenging (v) (a) skill (b) achievement (c) establishment (d) work (2) Choose the appropriate antonym of the underlined word: (5 × 1 = 5) th Besides the two World wars, the 20 century saw several (i) regional wars which were full of brutality (ii) with an irreverent (iii) attitude towards life in general. However, with the world economy having improved in the 21st century we tend to feel we are living now as a privileged generation with more comfort and less wars. But are we really a privileged lot? Do we not tremble in panic (iv) every time we hear of a bomb blast in a public place and are we not deeply worried when we hear of kidnappings and murders for material gain? We will, and can be, a privileged (v) generation only if all of us make a meaningful attempt to respect human life and aim at living in peace, harmony and contentment with one another, without fear and without ill-will or hatred towards anyone. (i) (a) many (b) no (c) insignificant (d) few (ii) (a) humaneness (b) dignity (c) generosity (d) kindness (iii) (a) involved (b) considerate (c) spiritual (d) respectful (iv) (a) joy (b) indifference (c) calmness (d) bravery (v) (a) deprived (b) empowered (c) abandoned (d) incapable [TURN over
  • 12. PART − II Answer any ten of the following: (10 × 1 = 10) (3) The common expansion of CCTV is (a) Charged channel television (b) Closed channel television (c) Closed-circuit television (d) Checked-circuit television (4) Choose the sentence that is correct in its meaning: (a) We will set sail for Japan next week. (b) We will set sale for Japan next week. (5) Replace the underlined word with its equivalent American English word: If you take the lift to the tenth floor you will find the office you are looking for on your right. (6) Which of the words given below can be placed after the word car to form a compound word? (a) street (b) park (c) house (d) top (7) What is the plural form of the word ‘locus’? (a) locuses (b) loci (c) locae (8) Attach a prefix to the word ‘taken’ from the list given below to complete the sentence. She was __taken for his mother as the child looked just like her. (a) un- (b) en- (c) mis- (d) dis- (9) Replace the underlined word in the sentence with one of the phrasal verbs given below to convey the same meaning. I will search the dictionary for the meaning of this word. (a) look upon (b) look up to (c) look up (d) look at (10) Separate the syllables of any one of the following words: (a) agriculture (b) monument (c) duties (11) Choose the appropriate word to make a meaningful sentence: He likes to ________ his favourite TV serial the whole hour. (a) see (b) watch (12) Construct a sentence using one of the words given below: (a) earnest (b) earnestly (c) earnestness (13) Reframe the sentence using the underlined word as a verb: The teacher gave a definition of the formula through an illustration. (14) Which of the two sentences given below conveys the following meaning? ‘They did not succeed in any other subject’ (a) These are the only students successful in the Mathematics test. (b) These are the students successful only in the Mathematics test. 2
  • 13. SECTION − II (GRAMMAR − 25 MARKS) PART − I Answer ALL the questions (10 × 1 = 10) Respond to the following as directed (15) Which of the options given below will suit the following sentence? (If the driver had been alert). (a) the accident can be avoided (b) the accident could be avoided (c) the accident could have been avoided (16) Identify the pattern of the following sentence: He answered my question instantly (a) S V O A (b) S V C A (c) S V IO DO (17) Choose the correct question tag for the following statement: Students should be allowed to use the library everyday ………………? (a) Should they (b) Isn’t it (c) Shouldn’t they (18) Complete the sentence: No other girl in the class is ………………………. Kamala. (a) most clever as (b) more cleverer as (c) as clever as (19) Choose the sentence which correctly conveys the meaning of the sentence given below: Nobody can forget how India won her freedom. (a) Everyone cannot forget how India won her freedom. (b) Everyone can remember how India won her freedom. (c) Everyone cannot remember how India won her freedom. (20) Complete the sentence : ……………………… the rain, the match continued. (a) In the event of (b) In spite of (c) Because of (21) Choose the correct verb form to complete the sentence: He agreed ……………………. me a computer. (a) buy (b) buying (c) to buy (22) Choose the correct phrase to complete the sentence: The farmers were keen ……………………. the fields before the monsoon. (a) for harvesting (b) on harvesting (c) to harvesting 3
  • 14. (23) Choose the appropriate article to complete the sentence: I have brought you a collection of …………. award winning books of this year. (a) a (b) an (c) the (24) Choose the appropriate preposition to complete the sentence: The people stood ………… the road to watch the procession go by. (a) across (b) along (c) on PART − II Answer ALL the questions (5 × 2 = 10) Rewrite as directed. (25) From the context of the two sentences given below form a single sentence. Anand heard that he had won the first prize. Anand jumped with joy . (26) Rewrite this sentence using the passive voice: I had sharpened my pencil and I had used it to sketch the diagram. (27) Rewrite this sentence in direct speech: Pritam asked the shopkeeper whether he would exchange the defective torch which he had bought from him the previous day. (28) From the context of the two sentences given below form a single sentence using the ‘ If ‘ clause. The glass falls. The glass breaks. (29) Read the following sentences about Smitha’s family and write an observation in a single sentence using any one of the degrees of comparison. Smitha is 5 feet tall Kumar is 4.5 feet tall. Prem is 5.5 feet tall. Nina is 3.5 feet tall. Mohan is 6 feet tall. PART − III (30) Punctuate the following sentence : (5 × 1 = 5) The teacher said be sure to turn off the lights when you leave the room 4
  • 15. SECTION − III (PROSE − 15 MARKS) PART − I Answer briefly any five of the following questions. (Your answer should not exceed 30 words) (5 × 2 = 10) (31) What was the beggar’s true identity? Why did Hughie mistake him to be a beggar? (32) Why did art find a place even in concentration camps? (33) What quality of character is expected to be inherent in a student? (34) What will the future be if the Himalayan glaciers become ice-free? (35) How is the world of domestic workers ‘invisible’? (36) Describe how ringing of migrant birds is done. (37) What were the contributions of the Cholas towards art and culture? PART − II Answer in a paragraph any one of the following questions. Your paragraph should NOT exceed 120 words (1 × 5 = 5) (38) (a) How does Baron Hausburg prove to be a ‘model millionaire’? (OR) (b) Write a short note on ‘Bird Migration’ (OR) (c) Trace the plight of domestic workers in our country and state what change in the employer’s attitude could make their lives better SECTION − IV (POETRY − 20 MARKS) PART − I Quote from memory one of the following extracts. (1 × 5 = 5) (39) (a) The first five lines of the poem ‘Migrant Bird’; (OR) (b) Five lines of the poem ‘Going for water from ‘we heard, we knew……..’ to ‘…… a silver blade’. 5
  • 16. PART − II Read the following sets of poetic lines and answer the questions given below each set (5 × 1 = 5) (40) “A child sitting under the piano, in the boom of the tingling strings And pressing the small, poised feet of a mother who smiles as she Sings”. (i) Who is the child referred to here? (ii) What emotion does the mother display? (41) “If you can meet with triumph and disaster; And treat those two impostors just the same” Why are ‘triumph’ and ‘disaster’ portrayed as impostors? (42) “Now drops that floated on the pool Like pearls, and now a silver blade”. By these lines would you say that the poet and his friends saw the brook or heard the brook? (43) “Our knees tremble sorely in the stooping…. We fall upon our faces, ……….” Why do the children’s knees tremble? PART − III Read the following lines from the poems you have studied and answer the questions given below (5 × 1 = 5) (44) “The globe’s my world. The cloud’s my kin. I care not where the world begins. I spread my wings through all the din….” Pick out the rhyming words in these lines. (45) “If you can dream and not make dreams your master; If you can think and not make thoughts your aim; If you can meet with triumph and disaster; And treat those two impostors just the same;” Bring out the rhyme scheme used in these lines. (46) “But once with in the wood, we paused” Identify the words which make this sentence an example of the figure of speech called Alliteration. (47) “The reddest flower would look as pale as snow”. Identify the figure of speech employed in this line. 6
  • 17. (48) ‘O ye wheels Stop! Be silent for to-day!’ Name the figure of speech used in the above line. PART − IV Answer in a paragraph any one of the following questions: Your paragraph should not exceed 120 words. (1 × 5 = 5) (49) (a) How does Lampman picturise a millionaire? (OR) (b) Describe the experience of the children who went to fetch water from the woods. (OR) (c) Bring out the efforts of the Shilpi in his attempt at shaping a raw stone into a sculpture. SECTION − V (LANGUAGE FUNCTIONS − 20 MARKS) PART − I (50) Read the passage given below and answer the questions that follow : (5 × 2 = 10) Discipline is the most essential virtue you should acquire when you are young. It is a complex quality. It shapes your mind to religious, social and economic patterns when you grow up to be an active citizen. At a young age, we do not realize the value of discipline, As children, we merely long for unlimited freedom, without understanding the meaning of discipline. An athlete disciplines himself and keeps himself fit. He refrains from smoking, observes good food habits and keeps good health.. Discipline increases the human energy and implies control, resistance and adjustment. Our energy is saved and made vital for a good output. Questions : (a) The word ‘essential’ means: (i) necessary (ii) important (iii) compulsory (b) How does discipline aid a citizen? (c) Why don’t children want discipline? (d) Mention some ways in which an athlete maintains discipline. (e) How is discipline beneficial to human beings? 7
  • 18. (51) Identify and correct the errors in the following sentences: (5 × 1 = 5) (a) My uncle is richest man in the village. (b) Many people behaves rudely now-a-days. (c) A American lives near my house. (d) The dog fell along the river. (e) Each of the cycles are damaged. (52) Look at the picture given below and answer the following (5 × 1 = 5) questions in one or two sentences of your own: (a) What do you see in the picture? (b) How many persons are on the bike? (c) Do you think a bike should carry more than two persons? Give a reason for your answer. (d) What would be the danger of riding triples on a bike? (e) What would you do if you saw your friend riding a bike in this manner? 8
  • 19. Reg.No. ENGLISH – PAPER II 1 Time Allowed : 2 /2 Hours] [Maximum Marks : 100 INSTRUCTION : Check the question paper for fairness of printing. If there is any lack of fairness, inform the Hall Supervisor immediately. This question paper contains FOUR SECTIONS. SECTION − I (NON-DETAILED − 35 MARKS) (1) Fill in the blanks with the appropriate phrases given below to form a complete meaningful paragraph: (5 × 1 = 5) Kumar watched (i) __________________ flying in a (ii) ________________ and remembered the time when he had see (iii) ____________________ and his father had told him that the birds had come there to stay only (iv) _______ and would soon leave the (v) ____________ and return to their home in the Artic. (i) for a short while (ii) the migratory birds (iii) the place of their sojourn (iv) nestlings in Vedanthangal (iv) streamlined ‘V’ (2) Read the following sentences and identify the character / speaker: (5 × 1 = 5) (1) “I will call you Goldy”. (2) “I shall perform some magic tricks.” (3) “Help! Save me from drowning.” (4) “At least we could spend some time together.” (5) “I’ve been in search of a model to pose as Judas Iscariot.” (3) Match the following appropriately: (5 × 1 = 5) (A) Judas − caught in a drain (B) Kumar − clever little boy (C) Mom − one of two figures for a painting (D) Celine − young and enterprising (E) Hubert − fond of playing the piano − hid in the cupboard [TURN over
  • 20. (4) Complete the following sentences choosing the correct answer from the options given below: (5 × 1 = 5) (i) Mom allowed __________to keep the dog. (a) Goldy (b) Shelly (c) Sam (d) Diane (ii) The brothers started off the ride with __________. (a) a thumbs up sign (b) a wave of the fla (c) a whistle (d) a gun shot (iii) There were _________ thieves hiding in the cupboard. (a) four (b) six (c) three (d) five (iv) The painter was trying hard to find a model for a painting of…………… (a) an artist (b) Judas Iscariot (c) a beggar (d) a poet (v) Dad finally got an employment _________. (a) at a doctor’s clinic (b) as a clerk (c) as a lecturer (d) with an auditing firm (5) Read the passage given below and answer the questions that follow : (5 × 1 = 5) With a shudder he once again turned to the window. The sky was dotted with birds flying in a streamlined ‘V’! They seemed to be hurrying, every one of them of one mind as if they had an important goal to pursue. It was that time of the year when the migratory birds were returning to their homes after a five - month warm sojourn. He remembered his childhood picnic with his parents to Vedanthangal, where he had seen flocks of birds nestled among the trees. Dad had hired a telescope to give him a closer view of the nest, where he saw tiny little nestlings-five of them! Dad had then told him that even though these families resided here, they would soon go back to their homes far in the cold regions of the planet. His father’s words rang clear in his ears “You see Kumar, though they have stayed here for almost half a year and have enjoyed our climate and the food available, they know that their home is in the Arctic. And there’s no place like home, is there?” Kumar gazed at the flock flying home from where they had come. But slowly his vision blurred as tears filled his eyes. ‘Home is where the heart is’ Kumar thought, watching the birds till they were just specks on the distant horizon. Kumar left the room with a sure stride and a strong determination writ large on his countenance. (i) What was the ‘V’ shaped formation seen by Kumar? (ii) What did the flight remind him of ? (iii) Describe what Kumar had seen amidst the trees while on his picnic. (iv) What behaviour among the birds taught Kumar of the importance of ‘home’? (v) What do you think Kumar had decided to do? Give a reason for your answer. 2
  • 21. (6) (1-5) Study the given mind map and fill in the incomplete details. (5 × 1 = 5) Shelley saw a He brought it wounded dog home He loved .the dog The dog too ________________ i __________________ ii to trace the owner One day , a lady The dog’s real name iii ------------------------------ iv ______________ The dog had to be given v back, as --------------------- __________________ (7) Answer in a paragraph any one of the following questions: (1 × 5 = 5) (a) Narrate the story ‘The Face of Judas Iscariot’ in your own words (OR) (b) How did the close encounter result in bringing the brothers closer to each other? (OR) (c) Imagine you were Hubert and knew of the thieves’ plan to rob the house. How would you have dealt with the situation? 3
  • 22. SECTION − II (LANGUAGE FUNCTIONS − 15 MARKS) (8) Make notes of the following passage and prepare a summary using the notes. (5+5 =10) No study of English can be complete without a reference dictionary of idioms. A very useful and easily available reference material is The Collins Dictionary of English Idioms. This dictionary contains clearly explained meanings of over three thousand common English idioms. To make the meaning even clearer, and to show you how the idiom can be used, each idiom is provided with a suitable sample sentence . In this dictionary, the emphasis is on ‘true’ idioms. These are expressions whose meanings cannot be easily worked out from the words they contain. The dictionary also provides a great many variations in the way these idioms are used. The main emphasis , however is on providing an understanding of the meaning of the idioms, rather than attempting to be a complete guide to idiomatic usage. (145 words) (9) Complete the following dialogue appropriately. (5 × 1 = 5) Gautham : May I come in Madam? (i) Teacher : ------------------------------- Gautham : My bus broke down. So I could not come to school on time. (ii) Teacher : ---------------------------------------------, otherwise she will mark you absent. (iii) Gautham : --------------------------------------- (iv) Teacher : --------------------------------------- (v) Gautham : ---------------------------------------- SECTION − III (COMMUNICATIVE SKILLS − 15 MARKS) (10) Write a dialogue with at least ten utterances between a shopkeeper and a customer who wishes to get his defective watch exchanged. (5) (11) Ramesh wanted to write to Mr Nagaraj asking him to be the Chief Guest for a function in his school. He had the format of his letter ready but had yet to write the content. Complete the content of his letter in about 100 words. (5) 4
  • 23. B City 3rd November,2010 From K.Ramesh School Pupil Leader XYZ Higher Secondary School B City Pin XXX XXX To Mr C.Nagaraj Professor of English ABC Arts College K City Pin YYY YYY Dear Sir, Sub: Invitation to preside over the inauguration of Literary Association ________________________________________________________________ ________________________________________________________________ ________________________________________________________________ ________________________________________________________________ Thank you Yours sincerely, K.Ramesh (SPL) (12) Prepare an advertisement on the information given below: (5) (a) Grand look ___ clothes shop __ Aadi sale – 15% discount __ gents’ / ladies’ / kids’ apparels (OR) (b) New Millennium Bike – comfortable ride – sleek look – affordable price. SECTION − IV (EXPANSION OF IDEAS − 35 MARKS) (13) Expand the following headlines: (5 × 1 = 5) (i) S.B.I. releases new coin-Big Temple Centenary (ii) India Wins Medals at CWG (iii) Heavy floods in Bihar, crops ruined (iv) Students take up rally to create AIDS awareness (v) Obama to visit India in November 5
  • 24. (14) Study the pie-chart and answer the questions given below: (5 × 1 = 5) Mr. Krishnan's Expenditure 32' 52' Ucxkpiu Hqqf Gpvgtvckpogpv 52' Enqvjgu Gfwecvkqp Tgpv 42' 7' 7' (i) Mr Krishnan spends equally on (a) food and education (b) food and clothes (c) food and rent (d) education and clothes (ii State whether the following statement is true: Expenditure on food and savings equals the sum of the expenditure on entertainment, clothes and rent. (iii) The difference between the expenditure on food and savings is equal to that on : (a) rent (b) clothes and entertainment (c) education (d) savings (iv) The expenditure on clothes is ________ that on entertainment. (a) greater than (b) the same as (c) less than (d) double (v) The expenditure on savings is ______ that on education. (a) twice (b) half of (c) equal to (d) more than (15) Write a paragraph using any one of the following outlines in about 100 words: (5) (a) It is better to prevent something disastrous before it happens. _____ students _____ study daily lessons _____ work ____ regularly _____ avoid scoring less ____ family _____ save money _____ avoid getting into debts ______ take care of health ____ avoid diseases _____ save money _____ rather than spending on medicines (OR) (b) Trees ______ wealth of a nation ____ should not be cut down. Forests aid rain-fall ____ _____ natural resources ______ students _____ aim in life- planting of trees _____ encourage ____ in schools, colleges, create awareness in public _______ regarding ______ saving trees ______ preventing ____ cutting down trees. 6
  • 25. (16) Match the following products and slogans: (5 × 1 = 5) (A) Wrist watch − Get set, go (B) Jewellery − You are what you wear (C) Clothes − The Magic of Words (D) Pens − Dazzle and Sparkle (E) Slippers − On your guard − Wear and tear (17) Observe the map given below and write the instructions required: (5) You are near the park. A stranger asks you to direct him to a textile shop. Guide him with your directions in about 50 words. You ABIRAMI are TEXTILES here HOTEL TEMPLE MAIN (18) Read the poem given below and complete its paraphrase with suitable phrases in the given blanks: (5 × 1 = 5) Are Dry: Environment Poem by Moses H. Barbu She told you to plant trees and you paid her no heed and now the taps are dry. They released a water rationing schedule today, a water conservation measure you say, because the taps are dry. You should have rationed your greed and paid her heed, when she told you not to cut down forest trees, but you did not see the wisdom of her pleas, and now the taps are dry. 7
  • 26. You did (i)___________to her when she told you to plant trees. Now there is no (ii)____________. You tell me that (iii) _______________________to control and distribute a limited supply of water in order to conserve water. You should have controlled your greed and paid attention when she told you (iv) __________________the forest, but you did not understand how (v)____________________. And now there is no water in the taps. (19) (a) Translation: (5) A co-passenger on the bus you travel in has slipped and sprained his ankle. He wishes to go to a hospital nearby. Someone gives him the instructions in Tamil. As he is new to Tamil Nadu, he does not understand the language. Translate the instructions into English to help him. ngUªJ ãW¤j¤ÂèUªJ c¤jk® fhªÂ rhiyæš neuhf¢ bršyΫ. äf¥ bgça jghš ãiya« ty¥òw« cŸsJ. mj‰F vÂnu rhiyia¡ fl¡fΫ. ϪÂa‹ t§»¡F¥ g¡f¤Âš cŸs rªÂš EiHaΫ. ÏlJ òw¤Âš, Ïu©lhtJ f£ll« ky® kU¤JtkidahF«. (OR) (b) Look at the picture given below. Express your views on it in about five sentences. Water scarcity and poverty –the inseparable twins 8
  • 27. T,Gi Reg.No. L¦Rm / MATHS (Rªr Utßm Be¡X Y¯ / Tamil and English versions) 1 Time Allowed : 2 /2 Hours] [Maximum Marks : 100 úSWm : 21/2 U¦] [ùUôjR U§lùTiLs: 100 A±ÜûW : Aû]jÕ ®]ôdLÞm N¬VôL T§Yô¡ Es[Rô GuTRû] N¬TôojÕd ùLôs[Üm, AfÑlT§®p Ïû«Úl©u, Aû LiLô¦lTô[¬Pm EP]¥VôLj ùR¬®dLÜm, Cq®]ôjRôs SôuÏ ©¬ÜLû[ ùLôiPÕ,, INSTRUCTION : Check the question paper for fairness of printing. If there is any lack of fairness, inform the Hall Supervisor immediately. This question paper contains Four sections. ©¬Ü - I / SECTION − I (U§lùTiLs : 15) / (MARKS : 15) ϱl× (i) Cl©¬®p Es[ 15 ®]ôdLÞdÏm ®ûPV°dLÜm, (ii) ùLôÓdLlThÓs[ SôuÏ ®ûPL°p ªLÜm N¬Vô] ®ûPûVj úRokùRÓjÕ GÝRÜm, Note : (i) Answer all the 15 questions. (ii) Choose the correct answer in each question. Each of these questions contains four options with just one correct option. 15 × 1 = 15 (1) Let A = {1, 3, 4, 7, 11} Utßm B = {− 1, 1, 2, 5, 7, 9}GuL, f = {(1, −1, (3, 2), (4, 1), (7, 5), (11, 9)} GuYôß AûUkR Nôo× f : A → B GuTÕ (A) JußdÏ Juô] Nôo× (B) úUp Nôo× (C) CÚ×f Nôo× (D) Nôo× ApX Let A = {1, 3, 4, 7, 11}, B = {− 1, 1, 2, 5, 7, 9} and f : A → B be given by f = {(1, −1, (3, 2), (4, 1), (7, 5), (11, 9)}. Then f is (a) one-one (b) onto (c) bijective (d) not a function 2 6 18 54 (2) 5 , 25 , 125 , 625 ..... Gu ùTÚdÏj ùRôPo Y¬ûN«u ùTôÕ ®¡Rm 2 3 4 (A) (B) 5 (C) (D) 5 5 5 2 6 18 54 The common ratio of the G.P. , , , ..... is 5 25 125 625 2 3 4 (a) 5 (b) 5 (c) 5 (d) 5 [§Úl×L / TURN over
  • 28. a4 3 (3) a1 , a2, a3, .... GuT] JÚ áhÓj ùRôPo Y¬ûN«Ûs[], úUÛm a = 2 G²p, 13YÕ 7 Eßl× 3 (A) 2 (B) 0 (C) 12a1 (D) 14a2 a4 3 If a1 , a2, a3, .... are A.P. such that a = 2 , then the 13th term of the A.P. is 7 3 (a) 2 (b) 0 (c) 12a1 (d) 14a2 (4) 6x2y, 9x2yz, 12x2y2z B¡VYt±u Á,ùTô,U, (A) 36x2y2z (B) 48xy2z2 (C) 96x2y2z2 (D) 72xy2z The LCM of 6x2y, 9x2yz, 12x2y2z is (a) 36x2y2z (b) 48xy2z2 (c) 96x2y2z2 (d) 72xy2z (5) b = a + c G²p ax2 + bxc + c = 0 Gu NUuTôh¥tÏ (A) ùUnùVi êXeLs EiÓ (B) êXeLs CpûX (C) NU êXeLs EiÓ (D) êXeLs ùUnùViLs ApX If b = a + c, then the equation ax2 + bxc + c = 0 has (a) real roots (b) no roots (c) equal roots (d) no real roots 1 1 (6) A ×   = (1 2) G²p, A-u Y¬ûN 0 2 (A) 2 × 1 (B) 2 × 2 (C) 1 × 2 (D) 3 × 2 1 1 If A ×   = (1 2) then the order of A is 0 2 (a) 2 × 1 (b) 2 × 2 (c) 1 × 2 (d) 3 × 2 (7) 7y − 2x = 11 Gu úSodúLôh¥u NônÜ 7 7 2 2 (A) − 2 (B) 2 (C) 7 (D) − 7 The slope of the straight line 7y − 2x = 11 is equal to 7 7 2 2 (a) − (b) (c) (d) − 2 2 7 7 2
  • 29. (8) (0, 0), (1, 0), (0, 1) Gu ×s°Lû[ Øû]L[ôLd ùLôiP ØdúLôQj§u Ñt[Ü (A) 2 (B) 2 (C) 2 + 2 (D) 2 − 2 The perimeter of a triangle formed by the points (0, 0), (1, 0), (0, 1) is (a) 2 (b) 2 (c) 2 + 2 (d) 2 − 2 (9) ∆ PQR-p RS GuTÕ ∠R-u Eh× CÚ NUùYh¥, PQ = 6 ùN,Á, QR = 8 ùN,Á, RP = 4 ùN,Á G²p PS = (A) 2 ùN,Á (B) 4 ùN,Á (C) 3 ùN,Á (D) 6 ùN,Á In ∆ PQR, RS is the bisector of ∠R. If PQ = 6cm, QR = 8cm, RP = 4 cm then PS is equal to (a) 2 cm (b) 4 cm (c) 3 cm (d) 6 cm (10) AB Utßm CD Gu CÚ SôiLs JÚ YhPj§u Eh×UôL P Gu ×s°«p ùYh¥d ùLôs¡u], AB = 7, AP = 4, CP = 2 G²p, CD = (A) 4 (B) 8 (C) 6 (D) 10 Chords AB and CD cut at P inside the circle. If AB = 7, AP = 4, CP = 2, then CD = (a) 4 (b) 8 (c) 6 (d) 10 (11) JÚ úLô×Wj§−ÚkÕ 28.5 Á çWj§p ¨uß ùLôi¥ÚdÏm JÚYo úLô×Wj§u Ef£ûV 45° Htd úLôQj§p Lôi¡ôo, AYÚûPV ¡ûP¨ûXl TôoûYd úLôÓ RûW«−ÚkÕ 1.5Á EVWj§p Es[Õ G²p, úLô×Wj§u EVWm (A) 30 Á (B) 27.5 Á (C) 28.5 Á (D) 27 Á A man is 28.5 m away from a tower. His eye level above the ground is 1.5m. The angle of elevation of the tower from his eyes is 45°. Then the height of the tower is (a) 30 m (b) 27.5m (c) 28.5 m (d) 27 m 1 (12) = tan θ + cot θ (A) sin θ + cos θ (B) sin θ cos θ (C) sin θ − cos θ (D) cosec θ + cot θ 1 = tan θ + cot θ (a) sin θ + cos θ (b) sin θ cos θ (c) sin θ − cos θ (d) cosec θ + cot θ 2 (13) 12π ùN,Á ùUôjR TWl× ùLôiP §iU AûWdúLô[j§u Yû[TWl× 2 2 2 2 (A) 6π ùN,Á (B) 24π ùN,Á (C) 26π ùN,Á (D) 8π ùN,Á 2 If the total surface area of a solid hemisphere is 12π cm then its curved surface area is equal to 2 2 2 2 (a) 6π cm (b) 24π cm (c) 26π cm (d) 8π cm (14) £X ®YWeL°u áhÓfNWôN¬ Utßm §hP ®XdLm ØûúV 48, 12 G²p, UôßTôhÓdùLÝ (A) 42 (B) 25q (C) 28 (D) 48 Mean and standard deviation of a date are 48 and 12 respectively. The coefficient of variation is (a) 42 (b) 25q (c) 28 (d) 48 3
  • 30. (15) A Utßm B GuT] CWiÓ JuûùVôuß ®XdÏm ¨Lrf£Ls GuL, Ak¨Lrf£«u 1 áßùY° S, P(A) = 3 P(B) Utßm S = A ∪ B G²p P(A) = 1 1 3 3 (A) 4 (B) 2 (C) 4 (D) 8 1 If A and B are mutually exclusive events and S is the sample space such that P(A) = P(B) and S 3 = A ∪ B, then P(A) = 1 1 3 3 (a) 4 (b) 2 (c) 4 (d) 8 ©¬Ü - II / SECTION − II ϱl× (i) TjÕ ®]ôdLÞdÏ ®ûPV°dLÜm, (ii) ®]ô Gi 30dÏ Li¥lTôL ®ûPV°dLÜm, ØRp 14 ®]ôdL°−ÚkÕ HúRàm 9 ®]ôdLû[j úRoÜ ùNnVÜm, (iii) JqùYôÚ ®]ô®tÏm CWiÓ U§lùTiLs, 10 × 2 = 20 Note : (i) Answer 10 questions. (ii) Question No. 30 is Compulsory. Select any 9 questions from the first 14 questions. (iii) Each question carries Two marks 10 × 2 = 20 (16) A = {4, 6, 7, 8, 9}, B = {2, 4, 6} Utßm C = {1, 2, 3, 4, 5, 6} G²p A ∪ (B ∩ C) LôiL, If A = {4, 6, 7, 8, 9}, B = {2, 4, 6} and C = {1, 2, 3, 4, 5, 6}, then find A ∪ (B ∩ C). (17) X = {1, 2, 3, 4} GuL. g = {(3, 1), (4, 2), (2, 1)} Gu EÜ X-−ÚkÕ X-dÏ JÚ NôoTôÏUô G] BWônL, Eu ®ûPdÏ Ht ®[dLm RÚL, Let X = {1, 2, 3, 4}. Examine whether the relation g = {(3, 1), (4, 2), (2, 1)} is a function from X to X or not. Explain. (18) êuß GiL°u ®¡Rm 2 : 5 : 7 GuL, ØRXôm Gi. CWiPôm Gi¦−ÚkÕ 7-Id L¯jÕl ùTlTÓm Gi Utßm êuôm Gi B¡V] JÚ áhÓj ùRôPoY¬ûNûV HtTÓj§]ôp, AqùYiLû[d LôiL, Three numbers are in the ratio 2 : 5 : 7. If 7 is subtracted from the second, the resulting numbers form an arithmetic sequence. Determine the numbers. 2 (19) 2x − 3x − 1 = 0 Gu NUuTôh¥u êXeLs α Utßm β , G²p α − β -u U§lûTd LôiL, 2 If α and β are the roots of the equation 2x − 3x − 1 = 0, find the value of α − β if a > β. 4
  • 31.  2 3 1 5  (20) A =   −   G²p A-u áhPp úSoUôß A¦ûVd LôiL. − 9 5 7 − 1  2 3 1 5  If A =   −   , then find the additive iverse of A. − 9 5 7 − 1 2 9 − 3  4 2 (21)   4 − 1 0  − 6 7 Gu A¦L°u ùTÚdLûXd LôiL, (ùTÚdL Ø¥ÙUô]ôp)  −2 1 2 9 − 3   4 2 Find the product of the matrices, if exists   − 6 7 4 − 1 0   −2 1 (22) JÚ YhPj§u ûUVm (− 6, 4). AqYhPj§u JÚ ®hPj§u JÚ Øû]. B§l×s° G²p. UtùôÚ Øû]ûVd LôiL, The centre of a circle is at (− 6, 4). If one end of a diameter of the circle is at the origin, then find the other end. AD 2 (23) ∆ABC-p DE || BC Utßm DB = 3 . AE = 3.7 ùN,Á G²p. EC-I LôiL, AD 2 In ∆ABC, DE || BC and DB = 3 . If AE = 3.7 cm, find EC. (24) ÑY¬p NônjÕ ûYdLlThP JÚ H¦Vô]Õ RûWÙPu 60° úLôQjûR HtTÓjÕ¡Õ, H¦«u A¥ ÑYt±−ÚkÕ 3.5 Á çWj§p Es[Õ G²p. H¦«u ¿[jûRd LôiL, A ladder leaning against a vertical wall, makes an angle of 60° with the ground. The foot of the ladder 3.5m away from the wall. Find the length of the ladder. sin θ cos θ (25) + = 1 Gu ØtùôÚûUûV ¨ßÜL, cosec θ sec θ sin θ cos θ Prove the identity + =1 cosec θ sec θ (26) JÚ §iU úSo YhP EÚû[«u BWm 14 ùN,Á Utßm EVWm 8 ùN,Á G²p, ARu Yû[TWl× LôiL, A right circular cylinder has radius of 14cm and height of 8cm. Find its curved surface area. 5
  • 32. (27) UWj§]Xô] JÚ §iUd ám©u A¥fÑt[Ü 44 Á Utßm ARu EVWm 12 Á G²p Aj§iUd ám©u L] A[ûYd LôiL, The circumference of the base of a 12m high wooden solid come is 44m. Find the volume. (28) ØRp 13 CVp GiL°u §hP ®XdLjûRd LQd¡ÓL, Calculate the standard deviation of the first 13 natural numbers. (29) CÚ SôQVeLû[ JúW NUVj§p ÑiÓmúTôÕ. A§LThNUôL JÚ RûX ¡ûPlTRtLô] ¨LrRL®û]d LôiL, Two coins are tossed together. What is the probability of getting at most one head. 2 6x − 54 (30) (A) ÑÚdÏL : 2 . x + 7x + 12 [ApXÕ] (B) 2y = 4x + 3 Utßm x + 2y = 10 Gu úSodúLôÓLs JußdùLôuß ùNeÏjÕ G]d LôhÓL, 2 6x − 54 (a) Simplify : 2 . x + 7x + 12 [OR] (b) Show that the lines 2y = 4x + 3 and x + 2y = 10 are perpendicular. ©¬Ü - III / SECTION − III ϱl× (i) 9 ®]ôdLÞdÏ ®ûPV°dLÜm, (ii) ®]ô Gi 45dÏ Li¥lTôL ®ûPV°dLÜm, ØRp 14 ®]ôdL°−ÚkÕ HúRàm 8 ®]ôdLû[j úRoÜ ùNnVÜm, (iii) JqùYôÚ ®]ô®tÏm IkÕ U§lùTiLs, 9 × 5 = 45 Note : (i) Answer 9 questions. (ii) Question No. 45 is Compulsory. Select any 8 questions from the first 14 questions. (iii) Each question carries Five marks 9 × 5 = 45 (31) ùYuTPeLû[l TVuTÓj§ A (B ∩ C) = (A B) ∪ (A C) Guàm ¥ UôoL²u LQ ®j§VôN ®§«û]f N¬TôodLÜm, Use Venn diagrams to verify De Morgan’s law for set difference A (B ∩ C) = (A B) ∪ (A C). 6
  • 33. (32) Nôo× f : [− 7, 6 ⇒ R ¸rdLiPYôß YûWVßdLlThÓs[Õ, 2 x + 2x + 1  −7≤x<−5 f(x) = x + 5 − 5 ≤ x ≤ 2 . ©uYÚY]Ytûd LôiL, x − 1  2<x<6 4 f(− 3) + 2 f(4) (i) 2 f(− 4) + 3 f(2) (ii) f(− 7) − f(− 3) (iii) f(− 6) − 3 f(1) 2 x + 2x + 1  −7≤x<−5 A function f : [− 7, 6 ⇒ R is defined as follows f(x) = x + 5 −5≤x≤2 .  x − 1 2<x<6 4 f(− 3) + 2 f(4) Find (i) 2 f(− 4) + 3 f(2) (ii) f(− 7) − f(− 3) (iii) f(− 6) − 3 f(1) 2 2 2 2 (33) 1 − 2 + 3 − 4 + ..... Gu ùRôP¬u ØRp 2n Eßl×L°u áÓRp LôiL, 2 2 2 2 Find the sum of the first 2n terms of the series 1 − 2 + 3 − 4 + ..... 3 2 (34) LôW¦lTÓjÕL : x − 5x − 2x + 24 3 2 Factorize the polynomial x − 5x − 2x + 24 2 3 4 (35) m − nx + 28x + 12x + 9x B]Õ JÚ ØÝ YodLm G²p. m, n B¡VYt±u U§l×Lû[d LôiL. 2 3 4 If m − nx + 28x + 12x + 9x is a perfect square, then find the values of m and n. (36) AûNYt ¿¬p JÚ CVk§WlTP¡u úYLm U¦dÏ 15 ¡,Á GuL. AlTPÏ ¿úWôhPj§u §ûN«p 30 ¡,Á çWm ùNuß. ©Ï G§oj §ûN«p §Úm© 4 U¦ 30 ¨ªPeL°p ÁiÓm ×lThP CPj§tÏ §Úm© YkRôp ¿¬u úYLjûRd LôiL, The speed of a boat in still water is 15 km / hr. It goes 30 km upstream and return downstream to the original point in 4 hrs 30 minutes. Find the speed of the stream. 5 2  2 − 1 T T T (37) A =   Utßm B =   G²p (AB) = B A GuTûR N¬TôodLÜm, 7 3 − 1 1  5 2  2 − 1 T T T If A =   and B =   verify that (AB) = B A . 7 3 − 1 1  (38) (− 4, − 2), (− 3, − 5), (3, − 2) Utßm (2, 3) B¡V ×s°Lû[ Øû]L[ôLd ùLôiP SôtLWj§u TWlûTd LôiL, Find the area of the quadrilateral formed by the points (− 4, − 2), (− 3, − 5), (3, − 2) and (2, 3). 7
  • 34. (39) ∆ABC-u Øû]Ls A(2, 1), B(6, − 1), C(4, 11) GuL, A-«−ÚkÕ YûWVlTÓm ÏjÕdúLôh¥u NUuTôhûPd LôiL. The vertices of ∆ABC are A(2, 1), B(6, − 1) and C(4, 11). Find the equation of the straight line along the altitude from the vertex A. (40) JÚ £ßYu ûYWj§u ÏßdÏ ùYhÓj úRôt Y¥®p. TPj§p Lôh¥VYôß JÚ ThPm ùNnRôu, CeÏ AE = 16 ùN,Á, EC = 81 ùN,Á. AYu BD Gu ÏßdÏd Ïf£«û]l TVuTÓjR ®Úmסôu. AdÏf£«u ¿[m GqYôß CÚdL úYiÓm? A boy is designing a diamond shaped kite, as shown in the figure where AE = 16 cm, EC = 81 cm. He wants to use a straight cross bar BD. How long should it be? (41) úSodÏjRô] JÚ UWj§u úUpTôLm Lôt±]ôp رkÕ, AmرkR Tϧ ¸úZ ®ÝkÕ ®PôUp. UWj§u Ef£ RûWÙPu 30° úLôQjûR HtTÓjÕ¡Õ, UWj§u Ef£ ARu A¥«−ÚkÕ 30 Á ùRôûX®p RûWûVj ùRôÓ¡Õ G²p. UWj§u ØÝ EVWjûRd LôiL, A vertical tree is broken by the wind. The top of the tree touches the ground and makes an angle 30° with it. If the top of the free touches the ground 30m away from its foot, then find the actual height of the tree. (42) L°UiûQl TVuTÓj§ JÚ UôQYu 48 ùN,Á EVWØm 12 ùN,Á BWØm ùLôiP úSo YhP §iUd ámûTf ùNnRôo, AdámûT UtùôÚ UôQYo JÚ §iUd úLô[UôL Uôt±]ôo, AqYôß UôtlThP קV úLô[j§u BWjûRd LôiL, Using clay, a student made a right circular cone of height 48cm and base radius 12cm. Another student reshapes it in the form of a sphere. Find the radius of the sphere. (43) ¸rdLiP AhPYûQ«p ùLôÓdLlThÓs[ ×s° ®YWj§u §hP ®XdLjûRd LQd¡ÓL, x 3 8 13 18 23 f 7 10 15 10 8 Calculate the standard deviation of the following data. x 3 8 13 18 23 f 7 10 15 10 8 (44) JÚ ×§V U¡rÜkÕ (car) ARàûPV Y¥YûUl©tLôL ®ÚÕ ùTßm ¨LrRLÜ 0.25 GuL, £kR Øû«p G¬ùTôÚs TVuTôh¥tLô] ®ÚÕ ùTßm ¨LrRLÜ 0.35 Utßm CÚ ®ÚÕLÞm ùTßYRtLô] ¨LrRLÜ 0.15 G²p. AmU¡rÜkÕ (i) ÏûkRÕ HRôYÕ JÚ ®ÚÕ ùTßRp (ii) JúW JÚ ®ÚÕ UhÓm ùTßRp B¡V ¨Lrf£LÞdLô] ¨LrRLÜLû[d LôiL, The probability that a new car will get an award for its design is 0.25., the probability that it will get an award for efficient use of fuel is 0.35 and the probability that it will get both the awards is 0.15. Find the probability that (i) it will get atleast one of the two awards (ii) it will get only one of the awards. 8
  • 35. (45) (A) JÚ áhÓØj ùRôPo Y¬ûN«u AÓjRÓjR êuß Eßl×L°u áÓRp − 6 Utßm AYt±u ùTÚdLtTXu 90, Amêuß GiLû[d LôiL, [ApXÕ] (B) 14 ùN,Á ®hPØm. 20 ùN,Á EVWØm EûPV JÚ EÚû[ Y¥Y ØLûY«p Tô§V[Ü Ri½o Es[Õ, A§p JúW A[®Xô] 300 DV ÏiÓLû[ êrLf ùNnÙm úTôÕ ¿o UhPm 2.8 ùN,Á EVo¡Õ, DVd ÏiÓ JqùYôu±u ®hPm LôiL, (a) The sum of three consecutive term in an A.P. is − 6 and their product is 90. Find the three numbers. [OR] (b) A cylindrical jar of diameter 14cm and depth 20cm is half-full of water. 300 leadshots of same size are dropped into the jar and the level of water raises by 2.8 cm. Find the diameter of each leadshots. ©¬Ü - IV / SECTION − IV ϱl× (i) Cl©¬®p Es[ JqùYôÚ ®]ô®Ûm CWiÓ Uôtß ®]ôdLs ùLôÓdLlThÓs[], (ii) JqùYôÚ ®]ô®Ûm Es[ CWiÓ Uôtß ®]ôdL°−ÚkÕ JÚ ®]ôûY úRokùRÓjÕ CÚ ®]ôdLÞdÏm ®ûPV°dLÜm, (iii) JqùYôÚ ®]ô®tÏm TjÕ U§lùTiLs, 2 × 10 = 20 Note : (i) This section contains Two questions, each with two alternatives. (ii) Answer both the questions choosing either of the alternatives. (iii) Each question carries Ten marks 2 × 10 = 20 (46) (A) 6 ùN,Á BWØs[ JÚ YhPm YûWkÕ ARu ûUVj§−ÚkÕ 10 ùN,Á ùRôûX®Ûs[ JÚ ×s°ûVd ϱdL, Al×s°«−ÚkÕ YhPj§tÏ ùRôÓúLôÓLs YûWkÕ ARu ¿[eLû[ LQd¡ÓL, (ApXÕ) (B) BC = 5 ùN,Á ∠BAC = 40° Utßm Ef£ A-−ÚkÕ BC-dÏ YûWVlThP SÓdúLôh¥u ¿[m 6 ùN,Á Gu A[ÜLs ùLôiP ∆ABC YûWL, A-−ÚkÕ YûWVlThP ÏjÕdúLôh¥u ¿[m LôiL, (a) Draw the two tangents from a point which is 10cm away from the centre of a circle of radius 6cm. Also, measure the lengths of the tangents. (OR) (b) Construct ∆ABC in which the base BC = 5cm, ∠BAC = 40° and the median from A to BC is 6cm. Also measure the length of the altitude from A. 9
  • 36. (47) (A) y = x2 − x − 8-u YûWTPm YûWkÕ. ARû]l TVuTÓj§ x2 − 2x − 15 = 0 Gu NUuTôhûPj ¾odLÜm, (ApXÕ) (B) JÚ ª§Yi¥ KhÓTYo A Gu CPj§−ÚkÕ B Gu CPj§tÏ JÚ ºWô] úYLj§p JúW Y¯«p ùYqúYß SôhL°p TVQm ùNn¡ôo, AYo TVQm ùNnR úYLm. AjçWj§û]d LPdL GÓjÕd ùLôiP úSWm B¡VY]Ytûl Tt±V ®YWeLs (úYL – LôX) ©uYÚm AhPYûQ«p ùLôÓdLlThÓs[], úYLm (¡,Á,/U¦ x 2 4 6 10 12 úSWm (U¦«p) y 60 30 20 12 10 úYL – LôX YûWTPm YûWkÕ A§−ÚkÕ (i) AYo U¦dÏ 5 ¡.Á úYLj§p ùNuôp çWjûRd LPdL BÏm TVQ úSWm (ii) AYo Cdϱl©hP çWjûR 40 U¦ úSWj§p LPdL GkR úYLj§p TV¦dL úYiÓm B¡VY]Ytûd LôiL, (a) Draw the graph of y = x2 − x − 8 and hence find the roots of x2 − 2x − 15 = 0. (OR) (b) A cyclist travels from a place A to a place B along the same route at a uniform speed on different days. The following table gives the speed of his travel and the corresponding time he took to cover the distance. Speed in km/hr x 2 4 6 10 12 Time in hrs 60 30 20 12 10 Draw the speed-time graph and use it to find. (i) The number of hours he will take if he travels at a speed of 5 km/hr. (ii) The speed with which he should travel if he has to cover the distance in 40 hrs. 10
  • 37. T,Gi Reg.No. A±®Vp / SCIENCE (Rªr Utßm Be¡X Y¯ / Tamil and English versions) Time Allowed : 2.30 Hours] [Maximum Marks : 75 úSWm : 2.30 U¦] [ùUôjR U§lùTiLs: 75 A±ÜûW : Aû]jÕ ®]ôdLÞm N¬VôL T§Yô¡ Es[Rô GuTRû] N¬TôojÕd ùLôs[Üm, AfÑlT§®p Ïû«Úl©u, Aû LiLô¦lTô[¬Pm EP]¥VôLj ùR¬®dLÜm, Cq®]ôjRôs êuß ©¬ÜLû[d ùLôiPÕ INSTRUCTION : Check the question paper for fairness of printing. If there is any lack of fairness, inform the Hall Supervisor immediately. This question paper contains THREE SECTIONS. ©¬Ü − I / SECTION − I (U§lùTiLs : 15) / (MARKS : 15) ϱl× (i) Cl©¬®p Es[ 15 ®]ôdLÞdÏm ®ûPV°dLÜm, (ii) AûPl×d ϱ«às ùLôÓdLlThÓs[ SôuÏ Uôtß ®ûPL°p ªLÜm N¬Vô] ®ûPûVj úRokùRÓjÕ GÝRÜm, Note : (i) Answer all the 15 questions. (ii) Choose the correct answer from the four alternatives given in the brackets. 15 × 1 = 15 (1) CVtûL úRoÜ úLôhTôhûP ùY°«hPYo___________________ . (NôoXv Pôo®u, ¶ëúLô-¼-Yô¬v, ¡¬Lo ú_ôLu ùUiPp, Ëu TôlûPv XôUôod ) Theory of natural selection was proposed by (Charles Darwin, Hugo de Vries, Gregor Johann Mendel, Jean Baptise Lamarck) (2) ©kR ÏZkûRdÏ ØR−p ùLôÓdLlTÓm úSônj RÓlé£ (Yôn Y¯ úTô−úVô, D.P.T., D.P.T. Utßm úTô−úVô, BCG) The first vaccine injected into a just born baby is __________ . (Oral polio, D.P.T., D.P.T. and oral polio, BCG) [§Úl×L / TURN over
  • 38. (3) édÏm RôYWeL°u Tô−]l ùTÚdL Øû«p SûPùTßm ØRp ¨LrÜ (LÚÜßRp, Øû[jRp, ÁiÓm EÚYôRp, ULWkRf úNodûL) In sexual reproduction of flowering plants the first event involved in this is (fertilization, germination, regeneration, polination) (4) RôYWeL°p ûNXj§u T¦ (¿ûWd LPjÕRp, EQûYd LPjÕRp, Aªú]ô AªXjûR LPjÕRp, Bd£_û] LPjÕRp) The xylem in the plants are responsible for (transport of water, transport of food, transport of amino acids, transport of oxygen) (5) __________TÑûUVL YôÙ, ùYlT¨ûX Uôtm Utßm ×® ùYlTUôRûX HtTÓjÕ¡Õ, (ûahW_u, Bd£_u, ûShW_u, LôoTuûP VôdûNÓ) ____________ green house gas which causes climate change and global warming. (hydrogen, oxygen, nitrogen, carbon di oxide) (6) JÚ LûWN−u ÕLsLs ªÖiúQôd¡ Y¯úV UhÓm ùR¬YR]ôp AdLûWNp ___________ G]lTÓm, (EiûUd LûWNp, árUdLûWNp, ùRôeLp, ¿o) The particles in various forms are visible only under ultramicroscope. A solution containing such particles is called ________ . (True solution, collaidal solution, suspension, water) (7) pH = − log10(H+).JÚ LûWN−u ûahW_u AV¦«u ùN±Ü 0.001m G²p ARu U§l× __________ (1, 3, 11, 14) pH = − log10(H+). The pH of a solution containing hydrogen ion, concentration of 0.001m solution is __________ (1, 3, 11, 14) (8) ReLm Gu R²UUô]Õ úNoUUôL ¡ûPlTÕ CpûX, CÕ Lôtß ApXÕ ¿ÚPu ®û]׬YÕ CpûX, CÕ ____________ ¨ûX«p Es[Õ, (R²jR ¨ûX, úNokR ¨ûX, LXkR ¨ûX, YôÙ ¨ûX) Gold does not occur in the combined form. It does not react with air (or) water. It is in ________. (native state, combined state, mixed state, gaseous state) (9) CWiPôm ùRôϧ R²UeLs ____________ EúXôLeLs G]lTÓm. (LôW, LôWUi, CûP¨ûX, Es CûP) Second group elements are called __________ . (alkali, alkaline earth metals, transition elements, minor transition elements) 2 [§Úl×L / Turn over
  • 39. (10) ApûLu ÏÓmTj§p Es[ ØRp úNoUj§u IUPAC ùTVo __________ . (Dj¾u, DjûRu, DjúRu, A£h¥−u) IUPAC name of first member of alkyne is ___________ . (ethene, ethyne, ethane, acetylene) (11) ×®lTWl©p 50 ¡.¡. ¨ûÙs[ U²R²u GûP ____________ . (50N, 35N, 380N, 490N)) The weight of 50 kg person at the surface of earth is __________ . (50N, 35N, 380N, 490N)) (12) 20Km ªuRûPÙs[ Lm©«p 0.2A ªuú]ôhPm EÚYôdLj úRûYlTÓm ªu]ÝjR úYßTôÓ__________ . (100V, 4V, 0.01V, 40V) The potential difference required to pass a current 0.2A in a wire of resistance 20 ohm is _________ . (100V, 4V, 0.01V, 40V) (13) ªu§²u SI AXÏ_________ . (_øp, úYôph, Yôh, áÛm) The SI units of electric power is _________ . (Joule, volt, watt, coulomb) (14) EúXôLd LPj§«p TôÙm ªuú]ôhPm ARû]f Ñt± _________I EÚYôdÏm. (ùYlTm, J°, LôkRl×Xm, Gk§W®ûN) An electric current through a metalic conductor produces __________ around it. (heat, light, magnetic field, mechanical force) (15) al×s ùRôûXúSôd¡«p Es[ B¥_____________ . (NUR[ B¥, ¿sYû[V B¥, Ï® B¥, ϯ B¥) The Hubble space telescope design with two __________ is known for good imaging performance over a wide field of view. (plane mirrors, hyperbolic mirrors, concave mirrors, convex mirrors) 3 [§Úl×L / Turn over
  • 40. ©¬Ü − II / SECTION − II (U§lùTiLs : 40) / (MARKS : 40) ϱl× : HúRàm CÚTÕ ®]ôdLÞdÏ ®ûPV°dLÜm Note : Answer any twenty questions. 20 × 2 = 40 (16) úSônLû[Ùm ARu LôW¦Lû[Ùm ùTôÚjÕL : (A) ¨dúPôúXô©Vô − A§L CWjR CZl× (B) ùToÉ£Vv A²ªVô − DßL°p CWjRm L£Rp (C) vLo® − UôûXdLi (D) CWjRm EûVôûU − CWjR £YlTÔ £ûRÜ Match the following : Diseases with simptoms (a) Nyctalopia − Profuse loss of blood (b) Pernicious anemia − Bleeding gums (c) Scurvy − Night blindness (d) Haemorrhage − Destruction of RBC (17) JúW Uô§¬Vô] CWhûPVoLs, ÏúWôúUôúNôm AûUl©Ûm Jj§ûNkRYoLs. ¸úZ ϱl©hPûYLû[ RÏkR YôojûR ùLôiÓ ØÝûUlTÓjÕ. (i) JúW Uô§¬Vô] CWhûPVoLs _____________ . (CVtûLVô] CWhûPVoLs, FdÏ®dLlThP CWhûPVoLs) (ii) JúW Uô§¬Vô] CWhûPVoLs _____________ . (úYßTôÓLÞPu LôQlTÓYo, JúW Uô§¬Vô] AûUlûT EûPVYoLs) Identical twins are syngenic with similar chromosomal contents. Natural clones are those who possess identical chromosomes. Fill up with suitable word given in brackets. (i) Identical twins are _____________ (natural clone, induced clones) (ii) Identical twins are ____________(dissimilar to each other, similar to each other) (18) ùLôÓdLlThÓs[ U²R êû[«p ©uYÚm ùNVpLû[ LhÓlTÓjÕm TϧLû[ "A' Utßm "B' Guß Ï±dL. (A) ÖLoRp EQÚm Tϧ (B) TôoûY EQÚm Tϧ Human brain and the functions of different parts are given above. Mark the diagram (a) and (b) (a) seat ofsmell (b) seat of vision (19) ¸rdLiP átßLs RYôL CÚl©u N¬Vô] át±û] GÝÕL. 4 [§Úl×L / Turn over
  • 41. (A) BpTô ùNpLs CuÑ−û] EtTj§ ùNn¡u] Utßm ÀhPô ùNpLs ÏÞdúLôLôû] EtTj§ ùNn¡u] (B) Lôo¥úNôu úSôn G§ol× RuûUûV Ïûd¡Õ (C) ûRUv ÑWl© JÚ ¨Q¿o ùRôϧ (D) AiPLm ØhûPLû[Ùm BihúWô_û]Ùm EtTj§ ùNn¡Õ Correct the statement if they are wrong. (a) Alpha cells produce insulin and beta cells produce glucogon (b) Cortisone supress the immune reponse (c) Thymus gland is a lymphoid mass (d) Ovary produces eggs and androgen (20) ùRôPo©u A¥lTûP«p úLô¥hP CPjûR ¨Wl×L: ûRWôd³u _____________ BÞûU aôoúUôu Ah¬]−u _____________. Based on relationship fill in the blanks : Thyroxine____________ personality harmone. Adrenalin ____________ . (21) ùLôÓdLlThÓs[ TPjûR YûWkÕ TôLeLû[ ϱdLÜm. Draw the diagram and label the parts. (22) £ß¿WL ÖiÏZp Tϧ«p Es[ êuß Ød¡V TôLeLû[d áß. Write the three important parts of uriniferons tubules. (23) ùLôÓdLlTh¥ÚdÏm TPjûR LY²dL. (1) TPm "A' Utßm "B'-Cp LôQlTÓm CVdLeLû[d ϱl©ÓL. A/A B/B (2) GqYôß CVdLeLs ùRôhPôp £Ôe¡ CûXL°u CVdLeL°−ÚkÕ úYßTÓ¡u]? Observe the diagram (a) Mention the type of movements shown in Fig A and B. (b) How does the movement differ from the movement of mimosa. (24) JtßûU«u A¥lTûP«p LiP±L: 5 [§Úl×L / Turn over
  • 42. §ªeLXm : TÄu RLÓLs. ùY[Yôp : ________________ . Based on relationship fill up : Whale : Baleen plates. Bat : ________________ . (25) éoj§ ùNnL: L¯Ü ¿dL Eßl× ùY°úVtßm L¯Ü L¯Ül ùTôÚhLs (1) £ß¿WLm − _________________ − ________________ (2) ÖûWÂWp − _________________ − ________________ Fill in the blanks : Excretory organ − Excretory products − Sent out as (1) Kidneys − _______________ − _________________ (2) Lungs − _______________ − _________________ Y°UiPXm (26) CO2 (A) 1 Utßm 3p LôQlTÓm ¨Lrf£Lû[ 1 3 GÝÕL. £ûRRp ®XeÏLs RôYWeLs (B) ¨LrÜ 1I YûWVß. (C) HúRàm JÚ T¥U G¬ùTôÚû[ 2 ×ûR T¥Y ϱl©ÓL. RôYWeLs Atmosphere CO2 1 3 (a) Name the process noted as No.1 and 3. Decomposition Animals Green plants (b) Define the process. 2 (c) Name anyone fossil fuel Fossil plants (27) “§ÚmTl ùTôR Y[m GuTÕ JÚ CVtûL Y[m. CRû] U²R ÖLo®u úYLjûR®P úYLUôL CVtûL ¨Lr®]ôp UôtXôm”. úUtLiP átû T¥jÕ, RYô]Rô ApXÕ N¬Vô]Rô GuTûR EߧùNn. RYôL CÚkRôp N¬Vô] át±û]d áß. A non renewable resource is a natural resource. If it is replaced by natural process at a rate comparable or faster than its rate of consumption by humans. Read this statement and confirm whether it is correct or incorrect. If it is incorrect give correct statement. (28) Btp úUXôiûUûV ®Y¬. Describe : Energy conservation. (29) úTôdÏYWjÕ YôL]eL°p TVuTÓjÕm G¬ùTôÚsLs VôûY? What are the bio fuels for transportation? 6 [§Úl×L / Turn over
  • 43. (30) 25°C ùYlT¨ûX«p ùR®h¥V LûWNÛdÏm, ùR®hPôR LûWNÛdÏm Es[ úYßTôÓLû[ ¸r ùLôÓdLlThÓs[ ϱl×Ls êXm GÝÕL. (A) 16g NaCl 100¡ ¿¬p (B) 36g NaCl 100¡ ¿¬p (ϱl×: NaCl -u LûW§u 36¡) Distinguish between the saturated and unsaturated solution using the data given below at a temperature of 25°C. (..... NaCl is 36g) (A) 16g NaCl in 100g water (B) 36g NaCl in 100g water (31) 20¡ NûUVp ElûT 50¡ ¿¬p LûWj§ÚkRôp AdLûWNp ùN±®u NRÅR ¨ûûVd LQd¡ÓL. Find the concentration of solution in terms of weight percent if 20 gram of common salt is dissolved in 50 gram of water. (32) ¨Wl×L: AÔdLhÓ Gi G.Lô. (1) KWÔ êXdáß − _________________ (2) DWÔ êXdáß − _________________ (3) êYÔ êXdáß − _________________ (4) TuU AÔ êXdáß − _________________ Fill in : Atomicity E.g. (1) Monoatomic − _________________ (2) Diatomic − _________________ (3) Triatomic − _________________ (4) Polyatomic − _________________ (33) CÚm× B¦ûV RôªW NpúTh LûXN−às ûYdÏmúTôÕ, RôªW NpúTh Hu ¨m Uôß¡Õ? E.m. T§ÛdLô] ®[dLjûR RWÜm. Why does the colour of copper sulphate change when an iron nail is kept in it? Justify your answer. (34) JÚ LûWN−u ûahWôdûNÓ AV¦«u ùN±Ü 1.0 × 10−9m G²p, LûWN−u pH U§lûT LiÓ©¥dLÜm. The hydroxide ion concentration of a solution is 1.0 × 10−9m. What is the pH of the solution? (35) (I) GkR EúXôLm TôRWNjÕPu úNokRôÛm ARtÏ CWNdLXûY Guß ùTVo TtϯLû[ AûPlTRtÏ TVuTÓm CWNdLXûY____________ . (A) Ag−Sn CWNdLXûY (B) Cu-Sn CWNdLXûY (II) ©jRû[«p Es[ EúXôLeLs __________ . (Zn, Cu / Cu, Fe / Fe, Al / Al, Cu) (I) Any metal mixed with mercury is called amalgam. The amalgam used for dental filling is __________ . (a) Ag−Sn amalgam (b) Cu-Sn amalgam (II) Metals present in brass are ____________ . (Zn, Cu / Cu, Fe / Fe, Al / Al, Cu) 7 [§Úl×L / Turn over
  • 44. (36) APo HCl, APo H2SO4 EPu ®û]׬Ùm CÚm× APo HNO3 AªXjÕPu ®û]׬Y§pûX. Hu? Iron reacts with cone HCl and Conc.H2SO4 acids. But, it does not react with Conc.HNO3. Why? (37) ûYWm LôoTàûPV ×úYtßûU Y¥YeL°p JuôÏm. ARu L¥]jRuûUdLô] LôWQjûRd áßL. Diamond is the hardest allotrope of carbon. Give reason for its hardness. (38) ¨û, GûP CûY Ju±−ÚkÕ Utùôuß GqYôß úYßTÓ¡uÕ? Differentiate mass and weight. (39) (A) EߧlTÓjÕ : §WY ûShW_u TX Ï°¬ TVuTôÓL°p Ød¡VUô]RôÏm. (R) LôWQm : CÕ SôÓL°ûPúV G°§p ùT CVÛY§pûX. C§p N¬Vô] Y¬ûN GÕ? (i) (A) Utßm (R) CWiÓm N¬. (ii) (A) RYß (R) N¬ (iii) (A) Utßm (R) CWiÓm RYß (iv) (A) N¬ (R) RYß (A) Assertion : Liquid nitrogen is the most commonly used element in cryogenics. (R) Reason : It is not legally purchaseable around the world. Write (i) Both (A) and (R) are correct (ii) (A) is wrong but (R) is correct (iii) Both (A) and (R) are wrong (iv) (A) is correct but (R) is wrong + − ∨ ∧ (40) ClTPj§û] YûWkÕ ARu TϧLû[ ϱl©ÓL. Draw this diagram and label the parts. úYôpPô ªuLXm / Volta Cell (41) UW×NôWô Btp êXeL°u ùTVoLs ¸úZ RWlThÓs[]. B]ôp AYtßs £X RYß. RYô]Ytû Th¥V−ÓL. (Lôtß Btp, ã¬V Btp, ¿oªu Btp, AÔdLÚ Btp, AûX Btp, úTWûX Btp, ×® - A]p Btp) In the list of non conventional sources of energy given below, some of them are wrong. List out the wrong ones. (wind energy, solar energy, hydro electric power, nuclear energy, tidal energy, wave energy, geo thermal energy) (42) 1.5V ªu²VdÏ ®ûN ùLôiP CÚ ªuLXuLs 5Km, 10Km, 15Km ªuRûPLs Utßm Nô® CYtûj ùRôPWôLd ùLôiP JÚ ªu Ñtßl TPj§û] YûWL. Draw the schematic diagram of an electric circuit consisting of a battery of two cells of 1.5V each, three resistance of 5ohm, 10ohm and 15ohm respectively and a plug key, all connected in series. 8 [§Úl×L / Turn over