Page 141 - Dört Dörtlük Konu Pekiştirme Testi - Kimya 9
P. 141

ÇÖZÜMLÜ SORULAR              0DGGHQLQ +kOOHUL  .DWÖODU  6ÖYÖODU  *D]ODU  3OD]PD                    .ÿ0<$



        39. x  9LVNR]LWH  V×Y×ODU×Q DNPD\D NDUü× J|VWHUGLÿL GLUHQoWLU   0ROHNOOHU DUDV× HWNLOHüLPOHULQ NXYYHWL
            x  6×FDNO×N  PDGGH\L ROXüWXUDQ WDQHFLNOHULQ RUWDODPD NLQH-  +LGURMHQ EDÿ× ! 'LSRO GLSRO ! /RQGRQ üHNOLQGHGLU
               WLN HQHUMLVLGLU
                                                                   2 KDOGH YLVNR]LWHOHUL DUDV×QGDNL LOLüNL = ! ; ! < üHNOLQGH ROXU
            %XQD J|UH VÖYÖODUÖQ VÖFDNOÖNODUÖ LOH YLVNR]LWHOHUL DUDVÖQGD-
                                                                                                          &HYDS  %
            NL LOLþNL\L YHUHQ LIDGH DþDāÖGDNLOHUGHQ KDQJLVLGLU"
            $  6×FDNO×N DUWW×NoD YLVNR]LWH DUWDU               42. $üDÿ×GD     . V×FDNO×NWD ED]× V×Y×ODU×Q YLVNR]LWH GHÿHUOHUL
            %  6×FDNO×N D]DOG×NoD YLVNR]LWH GHÿLüPH]               YHULOPLüWLU
                                                                         Madde       9LVNR]LWH  P3D V
            &  6×FDNO×N DUWW×NoD YLVNR]LWH D]DO×U
                                                                         $VHWRQ            0,3
            '  6×FDNO×N DUWW×NoD YLVNR]LWH |QFH DUWDU VRQUD VDELW NDO×U
                                                                          &×YD             1,5
            (  6×FDNO×N D]DOG×NoD YLVNR]LWH D]DO×U
                                                                           6X
            d|]P                                                         6W              3
            0DGGHOHULQ  DN×F×O×ÿ×  V×FDNO×N  DUWW×NoD              %XQD J|UH DþDāÖGDNLOHUGHQ KDQJLVL \DQOÖþWÖU"
                                            9LVNR]LWH
            DUWDU   $N×F×O×N  DUWW×NoD  DN×F×O×ÿD  NDUü×
            J|VWHULOHQ  GLUHQo  \DQL  YLVNR]LWH  D]D-              $  $N×F×O×ÿD NDUü× GLUHQFL HQ \NVHN RODQ VWWU
            O×U   6×FDNO×N  DUWW×NoD  YLVNR]LWH  D]DO×U            %  $VHWRQXQ DN×F×O×ÿ× VXGDQ \NVHNWLU
            gUQHÿLQ  VRÿXN  EDO×Q  V×FDNO×ÿ×  DUW×U×O-             &  &×YDQ×Q V×FDNO×ÿ× DUWW×ÿ×QGD YLVNR]LWHVL D]DO×U
            G×ÿ×QGD  YLVNR]LWHVL  D]DO×U   DN×üNDQO×ÿ×   6×FDNO×N
            DUWDU                                                  '  6X\XQ V×FDNO×ÿ× DUWW×U×ODUDN YLVNR]LWHVL DVHWRQXQ YLVNR-
                                                  &HYDS  &            ]LWHVLQH HüLWOHQHELOLU

                                                                   (  &×YDQ×Q XoXFXOXÿX HQ \NVHNWLU
                                                                   d|]P
        40. %LU PDGGHQLQ G|UW IL]LNVHO KkOL DUDV×QGD ×V× DODUDN YH\D YHUH-
            UHN JHUoHNOHüHQ IL]LNVHO GHÿLüLNOHUH KkO GHÿLüLPL GHQLU   9LVNR]LWH\H HWNL HGHQ IDNW|UOHU
            %XQD J|UH PDGGHQLQ VÖYÖ KkOLQLQ EXOXQPDGÖāÖ KkO GHāLþL-  0ROHNOOHU  DUDV×  HWNLOHüLP   0ROHNOOHU  DUDV×  HWNLOHüLP
            PL DþDāÖGDNLOHUGHQ KDQJLVLGLU"                         NXYYHWOHUL  E\N  RODQ  V×Y×ODU  GDKD  \NVHN  YLVNR]LWH\H
                                                                   VDKLSWLU
            $  (ULPH           %  %XKDUODüPD    &  <RÿXüPD
                                                                   0ROHNO NWOHVL  0ROHNO NWOHVL E\N RODQ V×Y×Q×Q YLVNR]LWH-
                      '  'RQPD             (  .×UDÿ×ODüPD
                                                                   VL \NVHNWLU    *OLNRO ! 6X
            d|]P
                                                                   6×FDNO×N  <NVHN V×FDNO×NWD PROHNOOHU DUDV× oHNLP NXYYHW-
            (ULPH             NDW× †  V×Y×
                                                                   OHUL D]DODFDÿ× LoLQ YLVNR]LWH D]DO×U
            %XKDUODüPD        V×Y×  † JD]
                                                                   9LVNR]LWH\H HWNL HGHQ IDNW|UOHU GLNNDWH DO×QG×ÿ×QGD $  %  &
            <RÿXüPD           JD] †  V×Y×                          YH ' VHoHQHNOHULQGH YHULOHQ \DUJ×ODUD XODü×O×U
            'RQPD             V×Y×  † NDW×                         8oXFXOXN LOH YLVNR]LWH DUDV×QGD GRÿUXGDQ ELU LOLüNL \RNWXU
            .×UDÿ×ODüPD       JD] † NDW×                                                                  &HYDS  (
                                                  &HYDS  (

                                                               43. 3OD]PDODU  GRÿDO YH \DSD\ SOD]PDODU RODUDN LNL JUXED D\U×O×U
        41. ;  < YH = V×Y×ODU×Q×Q VDKLS ROGXNODU× PROHNOOHU DUDV× HWNLOH-  $þDāÖGDNL VHoHQHNOHUGHQ KDQJLVLQGH \DSÖODQ HþOHþWLUPH
            üLP NXYYHWOHUL DüDÿ×GDNL JLELGLU                       \DQOÖþWÖU"
            ;  'LSRO GLSRO HWNLOHüLPOHUL                           $  .XWXS ×ü×NODU× ² GRÿDO SOD]PD
                                                                   %  )ORUHVDQ ODPED ² \DSD\ SOD]PD
            <  /RQGRQ NXYYHWOHUL
                                                                   &  ûLPüHN ² GRÿDO SOD]PD
            =  +LGURMHQ EDÿ×
                                                                   '  1HRQ ×ü×NODU× ² GRÿDO SOD]PD
            %XQD J|UH ;  < YH = PDGGHOHULQLQ YLVNR]LWHOHUL DUDVÖQGDNL
                                                                   (  3OD]PD NUH ² \DSD\ SOD]PD
            LOLþNL KDQJL VHoHQHNWH GRāUX YHULOPLþWLU"
                                                                   d|]P
            A) Y > X > Z       B) Z > X > Y     C) X > Z > Y
                                                                   'RÿDO SOD]PD  *QHü  NXWXS ×ü×NODU×  PXP DOHYL  üLPüHN
                      D) X > Y > Z         E) Z > Y > X            YRONDQ ODYODU×  \×OG×U×P  \×OG×]ODU
            d|]P                                                  <DSD\ SOD]PD  )ORUHVDQ ODPED  QHRQ ×ü×NODU×  SOD]PD NUH
            6×Y×ODU×Q VDKLS ROGXÿX PROHNOOHU DUDV× HWNLOHüLPOHULQ JF   SOD]PD 79
            DUWW×NoD DN×F×O×N D]DO×U  $N×F×O×N D]DOG×NoD YLVNR]LWH DUWDU                                  &HYDS  '
   136   137   138   139   140   141   142   143   144   145   146