Page 2 - 7. Sınıf Matematik Soru Bankası
P. 2

7. SINIF




                                                                               0$7(0$7ø.




                                                                           %X NඈWDEÕQ EDVÕP  \D\ÕP YH VDWÕú KDNODUÕ (GඈW|U
                                                                         <D\ÕQHYඈQH DඈWWඈU  $QÕODQ NXUXOXúXQ ඈ]Qඈ DOÕQPDGDQ
                                                                          NඈWDEÕQ WPQGHQ YH\D E|OPOHUඈQGHQ  \|QHUJH-
                                                                          OHUඈQGHQ  |OoPH DUDoODUÕQGDQ  HWNඈQOඈNOHUඈQGHQ YH
                                                                        NඈWDSWDNඈ PRGHOOHPHOHUGHQ HVඈQOHQPHN  EXQODUÕ WDNOඈW
                                                                        HWPHN YH\D EHQ]HUඈQඈ \DSPDN VXoWXU  $\QÕ ]DPDQGD
                                 ø67ø./$/ 0$5ù,0$5ù,                     HOHNWURQඈN \ROODUOD  IRWRNRSඈ \ROX\OD  PDQ\HWඈN ND\ÕW
                                                                         \D GD EDúND \|QWHPOHUOH oR÷DOWÕODPD]  EDVÕODPD]
              .RUNPD  V|QPH] EX úDIDNODUGD \]HQ DO VDQFDN Q DO VDQFDN                YH\D GD÷ÕWÕODPD]
              6|QPHGHQ \XUGXPXQ VWQGH WWHQ HQ VRQ RFDN
              2 EHQඈP PඈOOHWඈPඈQ \ÕOGÕ]ÕGÕU  SDUOD\DFDN
                                                                                          (GඈW|U
              2 EHQඈPGඈU  R EHQඈP PඈOOHWඈPඈQGඈU DQFDN
                                                                                        7XUJXW 0(ù(
              dDWPD  NXUEDQ ROD\ÕP  oHKUHQඈ H\ QD]OÕ KඈOkO
              .DKUDPDQ ÕUNÕPD EඈU JO  1H EX úඈGGHW  EX FHOkO"                             <D]DU
              6DQD ROPD] G|NOHQ NDQODUÕPÕ] VRQUD KHOkO                                  .RPඈV\RQ
              +DNNÕGÕU  +DNN D WDSDQ  PඈOOHWඈPඈQ ඈVWඈNOkO
                                                                                        6HUWඈIඈND 1R
                                                 0HKPHW ÆNඈI (562<
                                                                                           40447
                          $7$7h5.¶h1 *(1d/øö( +ø7$%(6ø
                 (\ 7UN JHQoOඈ÷ඈ  %ඈUඈQFඈ YD]ඈIHQ  7UN ඈVWඈNODOඈQඈ  7UN FXPKXUඈ\H-   %DVNÕ YH &ඈOW
              WඈQඈ  ඈOHOHEHW PXKDID]D YH PGDIDD HWPHNWඈU                           'DWD 'ඈMඈWDO 0DWEDDFÕOÕN
                 0HYFXGඈ\HWඈQඈQ YH ඈVWඈNEDOඈQඈQ \HJkQH WHPHOඈ EXGXU  %X WHPHO
              VHQඈQ HQ NÕ\PHWOඈ KD]ඈQHQGඈU  øVWඈNEDOGH GDKඈ VHQඈ EX KD]ඈQHGHQ            $1.$5$
              PDKUXP HWPHN ඈVWH\HFHN GkKඈOv YH KDUඈFv EHGKDKODUÕQ RODFDNWÕU  %ඈU
              JQ  ඈVWඈNODO YH FXPKXUඈ\HWඈ PGDIDD PHFEXUඈ\HWඈQH GúHUVHQ  YD]ඈ-
              IH\H DWÕOPDN ඈoඈQ ඈoඈQGH EXOXQDFD÷ÕQ YD]ඈ\HWඈQ ඈPNkQ YH úHUDඈWඈQඈ
              GúQPH\HFHNVඈQ  %X ඈPNkQ YH úHUDඈW  oRN QDPVDඈW EඈU PDKඈ\HWWH
              WH]DKU HGHEඈOඈU  øVWඈNODO YH FXPKXUඈ\HWඈQH NDVWHGHFHN GúPDQODU
              EWQ GQ\DGD HPVDOඈ J|UOPHPඈú EඈU JDOඈEඈ\HWඈQ PPHVVඈOඈ RODEඈOඈU-        ø/(7øùø0
              OHU  &HEUHQ YH KඈOH ඈOH D]ඈ] YDWDQÕQ EWQ NDOHOHUඈ ]DSW HGඈOPඈú  EWQ   øYHGඈN 2UJDQඈ]H 6DQD\ඈ 0DWEDDFÕODU 6ඈWHVඈ
              WHUVDQHOHUඈQH JඈUඈOPඈú  EWQ RUGXODUÕ GD÷ÕWÕOPÕú YH PHPOHNHWඈQ KHU
              N|úHVඈ EඈOIඈඈO ඈúJDO HGඈOPඈú RODEඈOඈU  %WQ EX úHUDඈWWHQ GDKD HOඈP YH        6RN  0DW 6ඈW øú 0HUNH]ඈ 1R
              GDKD YDKඈP ROPDN ]HUH  PHPOHNHWඈQ GkKඈOඈQGH ඈNWඈGDUD VDKඈS RODQ-     <HQඈPDKDOOH   $1.$5$
              ODU  JDIOHW YH GDODOHW YH KDWWD KÕ\DQHW ඈoඈQGH EXOXQDEඈOඈUOHU  +DWWD EX
              ඈNWඈGDU VDKඈSOHUඈ  úDKVඈ PHQIDDWOHUඈQඈ PVWHYOඈOHUඈQ Vඈ\DVඈ HPHOOHUඈ\OH   7HO
              WHYKඈW HGHEඈOඈUOHU  0ඈOOHW  IDNUX]DUXUHW ඈoඈQGH KDUDS YH EඈWDS GúPú   )D[
              RODEඈOඈU
                                                                                   ZZZ HGඈWRU\D\ඈQHYඈ FRP
                 (\ 7UN ඈVWඈNEDOඈQඈQ HYODGÕ  øúWH  EX DKYDO YH úHUDඈW ඈoඈQGH GDKඈ
              YD]ඈIHQ  7UN ඈVWඈNODO YH FXPKXUඈ\HWඈQඈ NXUWDUPDNWÕU  0XKWDo ROGX÷XQ
              NXGUHW  GDPDUODUÕQGDNඈ DVඈO NDQGD PHYFXWWXU

                                             0  X  V  W  D  I  D     .  H  P  D  O     $  W  D  W    U  N
   1   2   3   4   5   6   7