(7.Ï1/Ï. 6218&87$+0Ï1(70((7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IGGJCKJCPGQ?WJ?PCLW?ILMLJS?WST?PJ?W?P?I_aXcLcX 1) $CXKGwLGL5- QGT?PB5- QG- 5) &AC LGL5- QGT?PB&AC LGF?PA?B(CPGWCI?_5- QGI?JB! 5- QGGJC?W?II?@?JB&AC LGLW?IJ?- II?_5- QGI?JB! [aXcK [aXcK 2) 4CJGL GL5- QGT?PB5- QGGJC 6) .?L?T$CKGJ#CWIECJK?QLL IGR?N?JB,?_5- QGI?JB! IE LQ?RR.?L?T$CKGJ#CW GL W?IJ?II?_IECJK?QI?JB! [aXcK [aXcK 3) Q?WQLLCIQGGI?_RP! 7) \\XA?L5- QGLGL5- QGLGI?W- [aXcK @CRRG\\XA?L LW?IJ?II?_5- QGI?J- B! [aXcK 4) #SICR GL 5- N?P?Q T?PB 8) Q?WQLLCIQGGW?IJ?I 5- QGLGI?PBCGLCTCPBG,?_5- QGI?JB! MJ?P?II?_RP! [aXcK [aXcK 3. SINIF 101
6218&87$+0Ï1(70((7.Ï1/Ï./(5Ï 5?FKGLGK 4MLS_ 5?FKGLGK 4MLS_ - - - - - - Q?WD?PIT?P Q?WD?PIT?P 5?FKGLGK 4MLS_ 5?FKGLGK 4MLS_ - - - - - - Q?WD?PIT?P Q?WD?PIT?P 5?FKGLGK 4MLS_ 5?FKGLGK 4MLS_ - - - - - - Q?WD?PIT?P Q?WD?PIT?P 5?FKGLGK 4MLS_ 5?FKGLGK 4MLS_ - - - - - - Q?WD?PIT?P Q?WD?PIT?P 5?FKGLGK 4MLS_ 5?FKGLGK 4MLS_ - - - - - - Q?WD?PIT?P Q?WD?PIT?P 102 SEVDİREN MATEMATİK
(7.Ï1/Ï. 352%/(0/(5 1) #GP_GDRJGIRCIGIMWSLJ?PLQ?WQ BP 5) Q?WQLLCIQGGLGLD?X- ,SXSJ?PIMWSLJ?PB?LB?F??XBP J?QI?_RP! [GDRJGIRCI?_F?WT?LT?PBP! [aXcK [aXcK 2) #CLW?LB?WK\"LLCKW?L- 6) '?PSI5cPI_CTC.?RCK?RGIIGR?NJ?P- B?#?@?K?LLCKBCLW?@cWcI- L? 5- aBCBG 5cPI_C IGR?@ RcP]_cKcXcLW?J?PRMNJ?KI?_RP! 5- GQC .?RCK?RGI IGR?@ I?_ 5- BGP! [aXcK [aXcK 7) \"WC ?LLCQGLBCL W? Ic_cIRcP TC I?PBCGLBCL W? @cWcIRcP \"W- 3) #GP _?LR?B?IG QGJEG TC I?JCKJCPGL C LGL ?LLCQG W?LB? MJBSSL? RMNJ?K BSP [?LR?B? I?- EaPC c_cLcL W?J?P RMNJ?K I?_RP! JCK MJBSSL? EaPC I?_ QGJEG T?PBP! [aXcK [aXcK 4) Q?WQLLD?XJ?QLL 8) 1 CIQGGI?_RP! + [aXcK :SI?PB?IGGJCKGLQMLSASI?_RP! [aXcK 3. SINIF 103
352%/(0/(5 9) \"JGMWSLA?I_B?LNCJc?WAI?JB \"WAIJ?PL R?LCQGLC 5- TCPBG GQC c_cLC RMNJ?K I?_ 5- aBCKGRGP! [aXcK 10) 5- QGMJ?L0P_SL5-F?P- :SI?PB?IGTCPGJCPCEaPC??B?IGQMPS- A?BWQ?I?_5- QGI?JKRP! J?P_aXcLcX [aXcK 13) \\XEcP@GJEGQ?W?PTC@GQGIJCR?JPQ? I?_5-aBCP! [aXcK 14) &ACK@GJEGQ?W?PTCR?@JCR?JB,?_ 5-aBCP! [aXcK 11) .SQR?D? LL45- QGT?PB#?@?- 15) \"QJF?L@GQGIJCRTCR?@JCR?JB Q5-TCPBG.SQR?D?5- 5-TCPBG,?_5-@MPASI?JB! F?PA?B(CPGWCI?_5- QGI?JB! [aXcK [aXcK 12) %CBCKGJCLGLCKGLW?J?PRMNJ?K 16) /CTGLwGL5- QGT?P#GJEGQ?W?PTC wRcP%CBCKW?LB?MJBSS- R?@JCR?JBLB?I?_5- QGCIQGII?JP! L?EaPCLGLCKI?_W?LB?BP! [aXcK [aXcK 104 SEVDİREN MATEMATİK
(7.Ï1/Ï. 352%/(0/(5 1) \"R?RcPIJIMISJSwLB?IGaPCLAGQ?WQ )?WT?LQGKJCPG [GDRJGIRCIG4?WJ?P BGP#SLJ?PLR?LCQGCPICI GQCIXJ?PI?_IGGBGP! \"R [aXcK &CI LCI ,MWSL 2) (cLBCCIKCIQ?R?L@GPDPLA \"?B?IGTCQMPSJ?PWSI?P- EcLBCI?_CIKCIQ?RKMJSP! B?IGR?@JMW?EaPC_aXcLcX [aXcK 5) &CIJCPGLQ?WQ?RJ?PB?LI?_R?LC ?XBP! [aXcK 3) Q?WQLLD?XJ?QLLCI- 6) ,MWSLJ?PGJCGLCIJCPGLRMNJ?KI?_RP! QGGI?_MJSP! [aXcK [aXcK 4) IE KCWTCBCL IGJMEP?- 7) \"RGJCCCIJCPGLRMNJ?KI?_RP! K CJK? IGJMEP?K K?LB?JGL?- [aXcK BP (CPGWC I?J?LJ?P GQC NMPR?I?JBP #SL? EaPC NMPR?I?JJ?P I?_ IEwBP! [aXcK 8) LCIJCPGLQ?WQCCIJCPBCLI?_R?LC D?XJ?BP! [aXcK 3. SINIF 105
352%/(0/(5 9) #GPMISJB?IXaPCLAGTCIXJ?P- 13) 'PLLDGW?R5- BGP4cNcPECLGL B?L D?XJ? CPICI aPCLAG T?P #S DGW?RB?DPLB?L5-SASXBSPIG- MISJB? RMNJ?K I?_ aPCLAG T?PBP! QGLGLRMNJ?KI?_5- BGP! [aXcK [aXcK 10) 14) (cLBCQ??RIM?L4?JGFEcLBC I?_B?IGI?IM?P! :SI?PB?IGP?I?KJ?PISJJ?L?P?I [aXcK MJSRSPSJ?@GJCACICL@cWcITCCL Ic_cIc_@?Q?K?IJBM?JQ?WJ?PL D?PII?_RP! [aXcK 11) #?RSF?LQ?WD?JIIGR?@LLaLAC 15) #SP?AKTC&PIGLAK BGP QMLP?Q?WD?QLMISBS IGQGLGL@MWJ?PRMNJ?KI?_AKMJSP! (CPGWCMISW?A?I?_Q?WD?QI?J- KRP! [aXcK [aXcK 12) #?@?KW?LB?BP\"LLCK@?- 16) #cJCLRWJaLACW?LB?GQC @?KB?LW?Ic_cIRcPWJQMLP? WJQMLP?I?_W?LB?MJSP! W?J?PRMNJ?KI?_MJSP! [aXcK [aXcK 106 SEVDİREN MATEMATİK
(7.Ï1/Ï.
(7(/(9(6,./,.7$%/268(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IGTCPGJCL_CRCJCR?@- &RIGLJGI \"?B?TCPGJCLQIJIR?@JM- JMQSL?EaPCQIJIR?@JMQSLSBMJBSPSLSX QSL?EaPC_CRCJCR?@JMQSLSBMJBSPSLSX [CRCJC5?@JMQS 4CTGJCL3CLIJCP 4IJI5?@JMQS 4CTGJCL.CQJCIJCP 3CLIJCP ,GG4?WQ .CQJCIJCP ,GG4?WQ 4?P \\PCRKCL %MIRMP 5SPSLAS \"TSI?R .?TG )?IGK :CGJ 4?TA 4GW?F ,?WK?I?K #CW?X .cFCLBGQ .MP ,?FTC 4IJI5?@JMQS 4CTGJCL3CLIJCP [CRCJC5?@JMQS 4CTGJCL.CQJCIJCP 3CLIJCP ,GG4?WQ .CQJCIJCP ,GG4?WQ 4?P \\PCRKCL %MIRMP 5SPSLAS \"TSI?R .?TG )?IGK :CGJ 4?TA 4GW?F ,?WK?I?K #CW?X .cFCLBGQ .MP ,?FTC 3. SINIF 107
(7(/(9(6,./,.7$%/268(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IGTCPGJCLJCPCEaPC_C- &RIGLJGI \"?B?IG_CRCJCR?@JMQSL? RCJCR?@JMQSLSBMJBSPSLSX EaPC?JRLB?GQRCLGJCLJCPGW?XLX. ) \\PCRKCLJGGQCTCLJCP [CRCJC5?@JMQS 4CTGJCL3CLIJCP ) .cFCLBGQJGGQCTCLJCP 3CLIJCP 4CTCL4?WQ ) %GBMIRMPJSSLSQCTCLJCP .MP ) %MIRMPJSSQCTCLJCP .?TG ) \"TSI?RJQCTCLJCP :CGJ ) 'SR@MJASJSSQCTCLJCP 4GW?F ) 5GW?RPMASJSSQCTCLJCP ,PKX ) )?ICKJGGQCTCLJCP #CW?X 4?P [CRCJC5?@JMQS 4CTGJCL.CQJCI 5SPSLAS ,?FTCPCLEG .CQJCIJCP 4CTCL4?WQ \\PCRKCL ) .MPSQCTCLJCP .cFCLBGQ ) .?TGQCTCLJCP %GBMIRMPS ) :CGJGQCTCLJCP %MIRMP ) 4GW?FQCTCLJCP \"TSI?R ) ,PKXWQCTCLJCP 'SR@MJAS ) #CW?XQCTCLJCP 5GW?RPMAS ) 4?PWQCTCLJCP )?ICK ) 5SPSLASWSQCTCLJCP ) ,?FTCPCLEGWGQCTCLJCP 108 SEVDİREN MATEMATİK
(7.Ï1/Ï. ç(.Ï/*5$)ÏÍÏ2/8ç7850$(7.Ï1/Ï./(5Ï &RIGL JGI \"?B?IG LCQLC EP?DGGLGL CIGJ EP?DGG GJC EaQRCPGKGLG GLACJCWGLGX CIGJ EP?DGGLGL?JRLB?IG@GJEGJCPCBGII?RCBGLGX CIGJ5?@JMQS 4CTGJCL0ISJ.?JXCKCJCPG 4CTCLJCPGLQ?WQ .?JXCKCJCP 4CTCLJCPGL4?WQ ,?JCK 4GJEG ,?JCKRP? ,?JCKJGI $CRTCJ .?JXCKCJCP /MR )CP IGGWGEaQRCPKCIRCBGP &RIGLJGI \"?B?_CRCJCR?@JMQSTCPGJCL@CW?XCW?J?PLCIGJEP?DGGLGMJSRSPSLSX 4CTCLJCPGLQ?WQ #CW?X 4CTCLJCPGL4?WQ &W?J?P 'PL 'PL [?K?P #SJ?I 57 %CPGL #CW?XCW? [?K?P .?IGLCQG .?IGLCQG %MLBSPSAS .?IGL?Q #SJ?I .?IGL?Q 57 %CPGL %MLBSPSAS /MR )CP IGGWGEaQRCPKCIRCBGP 3.SINIF 109
4CTCLJCPGLQ?WQ ç(.Ï/*5$)ÏÍÏ2/8ç7850$(7.Ï1/Ï./(5Ï 4CTCLJCPGLQ?WQ &JK? \"PKSR /?P .SX .CWTCJCP /MR )CP IGGWGEaQRCPKCIRCBGP /MR )CP IGGWGEaQRCPKCIRCBGP &JK?QCTCLJCPI?_IGGBGP! %MK?RCQTCQM?LQCTCLJCPI?_IGGBGP! $CT?N $CT?N \"PKSRQCTCLJCPI?_IGGBGP! 4?J?R?JIQCTCLJCPI?_IGGBGP! $CT?N $CT?N /?PQCTCLJCPI?_IGGBGP! 5SPNQCTCLJCPI?_IGGBGP! $CT?N $CT?N .SXQCTCLJCPI?_IGGBGP! &L?XTCCL_MIQC@XCQCTCLJCPGLQ?- $CT?N WQI?_RP! $CT?N 5MNJ?KI?_IGG?LICRCI?RJKRP! $CT?N 110 SEVDİREN MATEMATİK
(7.Ï1/Ï. ç(.Ï/*5$)ÏÍÏ2/8ç7850$(7.Ï1/Ï./(5Ï 4?WQ?JTCPGJCPGLPCQGKTCW?CIGJJCPJCEaQRCPGJBGGEP?DGCCIGJ EP?DGGBCLGP (P?DGIF?XPJ?LPICLTCPGR?@JMQSLB?IGQ?WJ?PISJJ?LPX (P?DGGL?JRL?FCPCIJGLI?_T?PJEaQRCPBGGLGW?X?PX &RIGLJGI \" ?B?IG_CRCJCR?@JMQSLB?LD?WB?J?L?P?IQIJIR?@JMJ?PLTCCIGJEP?- DGIJCPGLGMJSRSPSLSX 5?@JM [GDRJGIRCIGF?WT?LJ?PL_CRCJCR?@JMQS 5?@JM 5CLPCLEGQIJIR?@JMQS )?WT?LJ?P )?WT?LJ?PL4?WQ 5CL3CLEG 4CTCLJCPG ,CBG ,aNCI ,?X \\PBCI 5?TSI 5?@JM [GDRJGIRCIGF?WT?LJ?PLQIJIR?@JMQS 5?@JM 5CLPCLEG_CRCJCR?@JMQS )?WT?LJ?P )?WT?LJ?PL4?WQ 5CL3CLEG 4CTCLJCPG 4?PL &QKCP ,SKP?J 4GW?F ,CBG ,aNCI ,?X \\PBCI 5?TSI 4?PL &QKCP ,SKP?J 4GW?F /MR )CP IGGWGEaQRCPKCIRCBGP /MR )CP IGGWGEaQRCPKCIRCBGP 3.SINIF 111
ç(.Ï/*5$)ÏÍÏ2/8ç7850$(7.Ï1/Ï./(5Ï &RIGLJGI 5cJ?W LQL?TJ?PB??JBLMR- &RIGLJGI \"?B?IGCIGJEP?DGGLBCIG J?P??B?IGCIGJEP?DGGLBCTCPGJKGRGP @GJEGJCPCEaPCQMPSJ?PACT?NJ?WLX. \"JBLMR AK /MR )CP NS?LEaQRCPKCIRCBGP(P?- /MR )CP AK WGEaQRCPKCIRCBGP DGIRCLW?P?PJ?L?P?I??B?IGQMPSJ?PACT?N- J?WLX 5cJ?W L5cPI_CQL?TLB?L?JBLMR 4GLCK GL@MWSI?_AK BGP! I?_RP! $CT?N $CT?N 5cJ?W.?RCK?RGIQL?TLB?LI?_ -CWJ?TC/CAJ? LL@MWD?PII?_ NS?L?JKRP! AK BGP! $CT?N $CT?N 5cJ?W L'CL@GJGKJCPGLMRSSMQW?J@GJ- ]KP?L L@MWSI?_AK BGP! EGJCPLMRSLB?LI?_NS?LD?XJ?BP! $CT?N $CT?N 5cJ?WLEGJGXACQL?TLB?LI?_NS?L &LSXSL@MWJSaPCLAGCLIQ?@MWJS ?JKRP! aPCLAGBCLI?_AKSXSLBSP! $CT?N $CT?N 112 SEVDİREN MATEMATİK
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$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï [?PNK? GJCKG RMNJ?L?LJ?P ?WL MJ?L RMNJ?K? GJCKGLGL IQ? WMJB?LW?NJK?QBP &RIGLJGI \"?B?TCPGJCL_?PNK?GJCKJCPGLGaPLCIJCPBCIGEG@GW?NLX ICPC R?LC + + + + + + ICPC × R?LC × ICPC R?LC ICPC R?LC × × ICPC R?LC ICPC R?LC × × ICPC R?LC ICPC R?LC × × ICPC R?LC ICPC × R?LC × 3.SINIF 113
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IGGJCKJCPGaPLCIRCIGEG@GW?NLX R?LC ICPC × × R?LC ICPC R?LC ICPC × × R?LC ICPC × × R?LC ICPC × × R?LC ICPC × × R?LC ICPC × × 114 SEVDİREN MATEMATİK
(7.Ï1/Ï. 723/$0$1,1.,6$<2/8
$530$(7.Ï1/Ï./(5Ï &GR Q?WJ?P IQ? WMJB?L RMNJ?K? GJCKGLC vw_?PNK? GJCKGww BCLGP [?PNK?GJCKG?JR?JR?TCW?W?LW?L?W?NJ?@GJGP &RIGLJGI \"?B?GQRCLGJCL_?PNK?GJCKJCPGLGaPLCIRCIGEG@GW?NLX × × × × × × × × 1+1+1+1+1 × × 1+1+1+1+1 3.SINIF 115
723/$0$1,1.,6$<2/8
$530$(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IGRMNJ?K?GJCKJCPGLG_?PNK?GJCKGCIJGLBCEaQRCPGLGX × × × × × × × × × × × × 116 SEVDİREN MATEMATİK
(7.Ï1/Ï. 9(Ï/(
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IGRMNJ?K?GJCKJCPGLBCLW?P?PJ?L?P?IW?LB?IG_?PNKR?@JMJ?- PLB?wJCPGMJSRSPSLSX 1 × × × × × × × × × × &RIGLJGI \"?B?IGRMNJ?K?GJCKJCPGLBCLW?P?PJ?L?P?IW?LB?IG_?PNKR?@JMJ?- PLB?wJCPGMJSRSPSLSX 1 × × × × × × × × × × 3.SINIF 117
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$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?TCPGJCLGD?BCJCPBCIG@MJSIJ?PBMJBSPSLSX ICPCCBCP LGLI?RBP ICPCCBCP LGLI?RBP ICPCCBCP LGLI?RBP ICPCCBCP LGLI?RBP ICPCCBCP LGLI?RBP ICPCCBCP LGLI?RBP ICPCCBCP LGLI?RBP ICPCCBCP LGLI?RBP ICPCCBCP cLI?RBP ICPCCBCP cLI?RBP ICPCCBCP cLI?RBP ICPCCBCP cLI?RBP.) ICPCCBCP cLI?RBP ICPCCBCP cLI?RBP 118 SEVDİREN MATEMATİK
(7.Ï1/Ï. 9(Ï/(
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IGRMNJ?K?GJCKJCPGLBCLW?P?PJ?L?P?IW?LB?IG_?PNKR?@JMJ?- PLB?wJCPGMJSRSPSLSX 1 × × × × × × × × × × &RIGLJGI \"?B?IGRMNJ?K?GJCKJCPGLBCLW?P?PJ?L?P?IW?LB?IG_?PNKR?@JMJ?- PLB?wJCPGMJSRSPSLSX 1 × × × × × × × × × × 3.SINIF 119
9(Ï/(
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?TCPGJCL_?PNK?GJCKJCPGLGaPLCIRCIGEG@GW?NLX 1 5 1 1 &RIGLJGI \"?B?TCPGJCL_?PNK?GJCKJCPGLGaPLCIRCIGEG@GW?NLX 1 1 120 SEVDİREN MATEMATİK
(7.Ï1/Ï. 9(Ï/(
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IGRMNJ?K?GJCKJCPGLBCLW?P?PJ?L?P?IW?LB?IG_?PNKR?@JMJ?- PLB?wJ?PMJSRSPSLSX 1 × × × × × × × × × × &RIGLJGI \" ?B?IGRMNJ?K?GJCKJCPGLBCLW?P?PJ?L?P?IW?LB?IG_?PNKR?@JMJ?PLB? wJCPGMJSRSPSLSX 1 × × × × × × × × × × 3.SINIF 121
9(Ï/(
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?TCPGJCL_?PNK?GJCKJCPGLGaPLCIRCIGEG@GW?NLX 1 1 1 × × 4 × × × 2 1 × × × × × 122 SEVDİREN MATEMATİK
(7.Ï1/Ï. 9( Ï/(
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IGRMNJ?K?GJCKJCPGLBCLW?P?PJ?L?P?IW?LB?IG_?PNKR?@JMJ?- PLB?wJCPGMJSRSPSLSX 1 × × × × × × × × × × &RIGLJGI \"?B?IGRMNJ?K?GJCKJCPGLBCLW?P?PJ?L?P?IW?LB?IG_?PNKR?@JMJ?- PLB?wJ?PMJSRSPSLSX 1 × × × × × × × × × × 3.SINIF 123
9( Ï/(
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLGW?NLX 21 32 43 ×8 ×8 ×8 54 65 76 ×8 ×8 ×8 87 97 35 ×8 ×8 ×8 54 65 76 ×9 ×9 ×9 87 97 35 ×9 ×9 ×9 124 SEVDİREN MATEMATİK
(7.Ï1/Ï. (/'(6Ï=
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï [?PN?LJ?PLB?L@GPG@?Q?K?IJBGCP_?PN?LGJC_?PNJBLB? _?PNKwB?LIc_cIMJ?L_?PNK?GJCKGLCCJBCQGX_?PNK?GJCKGBCLGP &RIGLJGI 5 ?@JMB?IG_?PNK?GJCKJCPGLGW?N?JK&JBCQGXMJ?LJ?PQ?PW?CJBCJGMJ?LJ?P K?TGWC@MW?W?JK × 1 &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLGaPLCIRCIGEG@GW?NLX × × × × × × ×3 ×1 3.SINIF 125
\\PLCI (/'(6Ï=
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï Y0 # JIaLAC@GPJCP@?Q?K?GJC_?PNK?W?N?PX 1 . ICPC CBCP 4MLP?MLJ?P@?Q?K?GJC_?PNK?W?N?PX × . ICPC CBCP &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLGWSI?PB?IGaPLCCSWESLW?NLX Y0 # Y0 # × × × × Y0 # Y0 # 1 × × × × × × Y0 # Y0 # × × × × Y0 # Y0 # × ×1 1 1 × × 126 SEVDİREN MATEMATİK
(7.Ï1/Ï. (/'(/Ï
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï \\PLCI × 1 \\PLCI × 1 × CJBC × + 1 × × CJBC + 1 &RIGLJGI \"?B?TCPGJCLCJBCJG_?PNK?GJCKJCPGLGaPLCCSWESLW?NLX × × × × × × × × × × × × × × × × × × 8 × × × × × × 3 7 × × × × × × 3.SINIF 127
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$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?TCPGJCL_?PNK?GJCKJCPGLGW?NLX&JBCWGSLSRK?WLX × × × × × + × × × × × × × × × × × × × × × 128 SEVDİREN MATEMATİK
(7.Ï1/Ï. (/'(/Ï
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLGW?NLX × × × × + + + + × × × × ++++ &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLGLQMLS_J?PL@SJSLSX × × × × × × × × × × × × × 11 × × 3.SINIF 129
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$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLG &RIGLJGI \"?B?IGCJBCJG_?PNK?GJCK- W?NLX JCPGLGW?NLX 1 × × × × ++ × × × × + + × × 1 × × + + × × × × × × + + × × × × + + 130 SEVDİREN MATEMATİK
(7.Ï1/Ï. Ï/(.,6$<2/'$1
$530$(7.Ï1/Ï./(5Ï #GPBM?JQ?WWGJC_?PNK?IG_GLBM?JQ?WLLQ?R?P?DL? @GPQDPCIJCLGP &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLGaPLCIRCIGEG@GW?NLX × × × × × × × × × × × × × × × × &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLGaPLCIRCIGEG@GW?NLX \\PLCI × × × × + + + + × × × × + + + + 3.SINIF 131
Ï/(.,6$<2/'$1
$530$(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLG &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLG IQ?WMJB?LW?N?P?IQMLSASW?XLX aPLCIRCIGEG@GW?NLX × × × × × × × × × × × × × × × × 7× × × × × × × × × 5× × × 11 × × × × &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLBC@M@P?IJ?LWCPJCPGaPLCIRCIGEG@GW?NLX × × × × × × 132 SEVDİREN MATEMATİK
(7.Ï1/Ï. Ï/(.,6$<2/'$1
$530$Ïç/(0Ï(7.Ï1/Ï./(5Ï GJCIQ?WMJB?L_?PNK?GJCKGW?NJPICL_?PNJ?LQ?WLLQ?L? GIG QDPCIJCLGP ) GJCIQ?WMJB?L_?PNK?GJCKJCPG ?BK GJCIQ?WMJB?L_?PN- K?IG_GLGJIMJ?P?IGJCTC- PGJCLQ?WW_?PNWMPSX × ! × × 4MLMJ?P?IwcL QDPJ?PL_?PNKQMLSASLSL ?BK Q?L?IMW?PX × 1 × 1 × 1 × 1 1 × 1 × 1 × 1 × 1 × 1 &RIGLJGI \"?B?TCPGJCLGJCKJCPGL_?PNKLIQ?WMJB?LW?NLX × × × × × × × × × × × × × × × 3.SINIF 133
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$530$(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLBC &RIGLJGI \"?B?IGGJCKJCPGaPLCIRCIG TCPGJKCWCL_?PN?LJ?P@SJSLSX EG@GW?NLX × × × 5 × × × × × × × × × × × × × × 4 6 134 SEVDİREN MATEMATİK
(7.Ï1/Ï. $=$/$1
$53$1/$5$5$6,1'$.ÏÏ/Ïç.Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLBCIG_?PN?LJ?PB?L@GPGLG?X?JRLX4MLSASL L?QJBCGRGGLG@SJSLSX × × × × - ?X?JB - × × × × - - × × × × - - × × × × - - × × × × - - × × × × - - 3. SINIF 135
$=$/$1
$53$1/$5$5$6,1'$.ÏÏ/Ïç.Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IG?X?J?L_?PNK?G- &RIGLJGI \"?B?IG?X?J?L_?PN?LJ?PL JCKJCPGLBCIGD?PIJ@SJSLSX QMLSASLS@SJSLSX × ?X?JB × [\"31\"/ [\"31*. × [\"31\"/ × × ?X?JB × × × × [\"31\"/ × [\"31\"/ [\"31*. × × × × × 1 × [\"31\"/ × [\"31\"/ [\"31*. × × × × × × × [\"31\"/ [\"31*. × [\"31\"/ × × × × × × × [\"31\"/ [\"31*. × [\"31\"/ × × × × × 136 SEVDİREN MATEMATİK
(7.Ï1/Ï. $5 7$1
$53$1/$5$5$6,1'$.ÏÏ/Ïç.Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IG_?PNK?GJCKJCPGLBCIG_?PN?LJ?PB?L@GPGLG?PRPLX4MLSASL L?QJBCGRGGLG@SJSLSX × × × × - ?PRR - × × × × - - × × × × - - × × × × - - × × × × - - × × × × - - 3. SINIF 137
$5 7$1
$53$1/$5$5$6,1'$.ÏÏ/Ïç.Ï(7.Ï1/Ï./(5Ï &RIGLJGI \"?B?IG?PR?L_?PN?LJ?PL &RIGLJGI \"?B?IGPGRKGIQ?WK?J?PR?- QMLS_J?PL@SJSLSX K?KJ?WLX × [\"31\"/ [\"31*. [\"31\"/ × × × × [\"31\"/ [\"31*. 0 [\"31\"/ × × × × [\"31\"/ [\"31*. [\"31\"/ × × × × [\"31\"/ [\"31*. [\"31\"/ × × × × [\"31\"/ [\"31*. [\"31\"/ × × × 138 SEVDİREN MATEMATİK
1) 826 '(Í(5/(1'Ï50( 5) !¤340 :SI?PB?IGQ?WLLMISLSS??B?- :SI?PB?IGQMPSG?PCRGGJC@CJGPRGJCL IGJCPBCLF?LEGQGBGP! Q?WCLW?ILMLJS?WST?PJ?LKRP #SQ?W??B?IGJCPBCLF?LEGQGMJ?- A) 4CIGXWcX?JRKGIG K?X! B) 4CIGXWcXWGPKG?JR C) 4CIGXWcX?JR A) 346 B) 339 C) 342 2) 515 6) \"?B?IGJCPBCLF?LEGQGW?LJRP! :SI?PB?IGQ?WLLWST?PJ?L?A?CL A) 4DP@GPdoğal Q?WBP. W?ILMLJSIF?LEGQC_CLCIRCTCPGJKG- B) &L@cWcIc_@?Q?K?IJBM?JQ?W RGP! wBSP C) %M?JQ?WJ?PMLR?LCP?I?KGJC W?X?PX A) 520 B) 510 C) 515 424 415 420 3) WcXJcIMLJSI@GPJGI 428 :SI?PB?IG@?Q?K?IBCCPJCPGTCPG- JCLQ?W??B?IGJCPBCLF?LEGQGBGP! A) B) C) 4) V325 ¤330 :SI?PB?IGQ?WJ?PB?LF?LEGQGwWC P612 ¤610 WST?PJ?L?K?X! S526 ¤520 A) 415 B) 424 C) 428 :SI?PB?IGWST?PJ?K?J?PB?LF?LEG- JCPGBMPSBSP! 8) 349 A) VS :SI?PB?IGQ?WCLW?ILF?LEGWcX- B) PS JcCWST?PJ?LP! C) VP A) 300 B) 400 C)500 3. SINIF 139
'(Í(5/(1'Ï50( 9) 345 350 13) #GPJCP@?Q?K? 319 :cXJCP@?Q?K? 0LJ?P@?Q?K? :SI?PB?IGQ?WJ?PB?LF?LEGQG C WST?PJ?L?K?X! :SI?PB?IGQ?WBCCPJCPGTCPGJKG MJ?LQ?WF?LEGQGBGP! A) 319 B) 345 C)350 A) 205 B) 502 C) 520 10) 14) 833 :SI?PB?IGQ?WLLWST?PJ?L?A?CL &LW?IL &LW?IL W?ILMLJSIF?LEGQC_CLCIRCTCPGJ- MLJSI WcXJcI KGRGP! V Q A) B) C) :SI?PB?IGTCPGJCLJCPCEaPCTC WCPGLCF?LEGQ?WJ?PECJKCJGBGP! 11) V Q 4V2¤500 A) 830 800 :SI?PB?IGQ?WLLWST?PJ?LBWcX- B) 840 900 JcCEaPCVF?LEGQ?WMJ?K?X! C) 830 900 A) 4 B) 5 C) 6 15) :SI?PB?@?Q?K?IBCCPJCPGTCPGJCL Q?W??B?IGJCPBCLF?LEGQGBGP! 12) ! ¤ 200 A) B) C) :SI?PB?IGQ?WCLW?ILWcXJcC 16) &L@cWcIc_@?Q?K?IJBM?JQ?W WST?PJ?LWMP4MPSG?PCRGLGLMJBSS I?_RP! WCPCF?LEGQ?WECJGP! A) 114 B) 260 C) 210 A) 110 B) 999 C) 123 140 SEVDİREN MATEMATİK
1) 18 20 24 ! '(Í(5/(1'Ï50( :SI?PB?IGGJCKBCQMPSG?PCRGLGL 5) 115 ! WCPGLC??B?IGJCPBCLF?LEGQGECJ- KCJGBGP! :SI?PB?IGQ?WB?L@?J?W?P?IML?P PGRKGIQ?WBKXB? ! WCPGLCF?LEG Q?WECJKCJGBGP! A) 28 B) 26 C) 30 A) 116 B) 155 C) 165 2) ! 6) ! 42 :SI?PB?IG CPPGRKGIQ?WK?W?EaPC :SI?PB?IGQ?WB?L@?J?W?P?IWC- QMPSG?PCRGWCPGLCF?LEGQ?WW?XJ- BGCPPGRKGIQ?WBKXB?QMPSG?PCRG K?JBP! WCPGLCF?LEGQ?WECJKCJGBGP! A) 90 B) 84 C) A) 21 B) 35 C) 28 3) 125 ! :SI?PB?IGQ?WLLcXCPGLCWcXCPPGR- I?RJ@GL?LLFCPI?RLB?MB? KGIQ?WBKXB? ! WCPGLCF?LEG T?PQ?@GL?B?RMNJ?KI?_MB?@SJS- Q?WECJGP! LSP! A) 525 B) 425 C) 325 A) 30 B) 36 C) 11 4) 190 #GPCPPGRKGIQ?WBKXB?WSI?PB?IG 8) )CPQ_P?WR?K?RJ?W?LISP@?? Q?WB?LaLACF?LEGQ?WECJGP! Q_P?WR?I?_KQ_P?KMJSP! A) 189 B) 18 C) 191 A) 21 B) 18 C) 15 3. SINIF 141
'(Í(5/(1'Ï50( 9) 25 B 13) )CPQ_P?WKCRPCMJ?LACWJ?L A Q_P?WR?I?_KCRPCQ_P?K MJSP! : S I ? P B ? I G \" T C # G J C E a Q R C P G J C L W C P J C P C @ C C P P G R K G I Q ? W K ? W ? A) 8 B) 10 C) 80 EaPC F?LEG Q?WJ?P ECJKCJGBGP! A B A) 20 30 B) 25 30 C) 20 25 10) (cLBCQ??R?P?_QcPCL4?KCR 14) BCL@?J?W?P?IBMISX?PPGRKGI EcLBCI?_Q??R?P?_QcPKcMJSP! Q?WBKXB?QP?B?F?LEGQ?WW QaWJCPGX! A) 45 B) 35 C) 40 A) 81 B) C) 63 15) ! 11) 6XSLJSSAKMJ?LI?JCKJCPBCL :SI?PB?WCBGCPPGRKGIQ?WK?W?- R?LCW?LW?L?IMW?PQ?II?JCKJC- NJKRP#SL?EaPC ! QMPSG?PCRG PGLSXSLJSIJ?PRMNJ?KI?_AKMJSP! MJBSSWCPCF?LEGQ?WECJKCJGBGP! A) 56 B) 48 C) 63 A) 49 B) 56 C) 63 12) 116 :SI?PB?IG Q?WB?L @?J?W?- P?I WcXCP PGRKGI Q?WBKXB? 16) )CP@GPGLBCI?JCK@SJSL?LIS- QP?B?F?LEGQ?WWQaWJCPGX! RSB?RMNJ?KI?_I?JCKT?PBP! A) 516 B) 616 C) A) B) 48 C) 54 142 SEVDİREN MATEMATİK
'(Í(5/(1'Ï50( 1) ]_@?Q?K?IJCLIc_cIRCIQ?WGJCc_ 5) 39V @?Q?K?IJCL@cWcI_GDRBM?JQ?W QP?QWJ???B?IGJCPBCLF?LEGQGBGP! :SI?PB?IGQ?WRCIQ?WMJBSSL? EaPC V WCPGLCF?LEGQ?WECJC@G- A) 101 - 999 JGP! B) C) 101 - 998 A) 0 B) 2 C) 1 2) TCP?I?KJ?PL@GPCPICXISJ- 6) 3?I?KJ?P D?PIJ CL Ic_cI c_ @?- J?L?P?IW?XJ?@GJCACIc_@?Q?K?IJ Q?K?IJ _GDR Q?W F?LEGQGBGP! CL@cWcI_GDRQ?W??B?IGJCPBCL F?LEGQGBGP! A) 101 B) 102 C) A) 403 B) 304 C) 430 3) 4 3 64 :SI?PB?IG P?I?KJ?P ISJJ?L?- :SI?PB?IGP?I?KJ?PISJJ?L?P?IW?- P ? I W ? X J ? @ G J C A C I C L @ c W c I c _ XJ?@GJCACICL@cWcIc_@?Q?K?IJ @?Q?K?IJ RCI Q?W F?LEGQGBGP! RCIQ?WF?LEGQGBGP! A) B) 348 C) A) B) C) 4) )?LEGQC_CLCIRCIGQ?WJ?PL?P?QL?ww ww 8) - 22 = QCK@MJcW?XJK?JBP! :SI?PB?IGGJCKGLQMLSASG_GLF?LEGQG QaWJCLCKCX! A) A) 4MLS_GIG@?Q?K?IJBP B) B) 4MLS_RCIQ?WBP C) C) 4MLS_@GP@?Q?K?IJBP 3. SINIF 143
'(Í(5/(1'Ï50( 9) \"?B?IG3MKCLP?I?KJ?PLB?L 13) F?LEGQGCL@cWcIRcP! XVI A) VII B) XIX C) XV :SI?PB?IGQMLS_F?LEGGJCKGJC@S- JSLKSMJ?@GJGP! A) VII + IX = B) V + V = C) X + IX = 10) XIX :SI?PB?IG@SJSRSLG_GLBC@SJSL?L 14) ]_@?Q?K?IJCL@cWcI_GDRBM?J Q?WLLMISLSSF?LEGQC_CLCIRC Q?WI?_RP! BMPSTCPGJKGRGP! A) 0LQCIGX A) 999 B) 988 C) 998 B) 0LBMISX C) :GPKG 11) ?FGL?PI?B?J?PL?WcXJcIMLJSIR?L 15) 5MN ¤ 5- MJS?L@GPQ?WQaWJCBG\"?B?IGJCP- 'MPK? ¤ 5- BCLF?LEGQG?FGL GLQaWJCBGGQ?WBP! ,P?KNML¤ 5- 4CPA?LWSI?PB?IGc_cPcLG_GLRMN- J?KI?_5-aBCKCJGBGP! A) B) C) A) 324 B) 334 C) 314 16) 12) VI + IV = ! :SI?PB?IGQ??RaJCBCLQMLP?I?_ :SI?PB?IGGJCKGLQMLSASI?_RP! EaQRCPKCIRCBGP! A) 10 B) 9 C) 11 A) B) C) 144 SEVDİREN MATEMATİK
'(Í(5/(1'Ï50( 1) \"?B?IGRMNJ?K?GJCKJCPGLBCLF?L- 5) &LW?ILMLJS?WST?PJ?LBLB? EGQGLGLQMLSAS BGP! MJ?LQ?W??B?IGJCPBCLF?LEGQGBGP! A) A) B) C) 864 B) C) 2) 4C_CLCIJCPGLF?LEGQGLBCBM?JQ?WJ?P 6) I. 382 II. 128 III. Ic_cIRCL@cWcCBMPSQP?J?LKRP! + + + 488 A) B) 961 905 685 C) :SI?PB?TCPGJCLRMNJ?K?GJCKJCPGL- BCLF?LEGJCPGLGLQMLSASBMPS@SJSL- KSRSP! 3) *¤WcXJcI MLJSI @GPJGI A) *TC** **¤WcXJcI MLJSI @GPJGI B) **TC*** C) ***TC*** :SI?PB?IGQ?WJ?PLRMNJ?K??B?- IGJCPBCLF?LEGQGBGP! A) WcXJcI MLJSI @GPJGI ! - 116 B) WcXJcI MLJSI @GPJGI C) WcXJcI MLJSI @GPJGI :SI?PB?IGQ?WaPcLRcQcLBCww!wwWC- PGLCF?LEGQ?WECJKCJGBGP! A) 110 B) 112 C) 114 4) 4CJGK¤ 400 + 250 = 650 8) AAA + AAA = 666MJBSSL?EaPC \"WC¤ 320 + 340 = 660 AQ?WQLLWCPGLCECJCL??B?IGJCP- 'SLB?¤ 150 + 450 = 500 BCLF?LEGQGBGP! )?LEGaPCLAGWSI?PB?IGXGFGLBCLRMN- J?K?GJCKGLGW?LJW?NKRP! A) 4CJGK B) \"WC C) 'SLB? A) 2 B) 3 C) 6 3. SINIF 145
'(Í(5/(1'Ï50( 9) 128 13) &AC #CLQ?LRGKCRPC@MWSLB?- + Q4 WK &B? #CL&AC BCLQ?LRGKCRPC B?F?SXSLSK :SI?PB?IGGJCKBC Q LGLBCCPGI?_- RP! #SL?EaPC&ACTC&B? LL@MWJ?P RMNJ?KI?_RP! A) 2 B) 3 C) 4 A) 296 B) 309 C) 319 10) 245 14) D + 51 + 19 = 126 + 128 VQ3 :SI?PB?IGGJCKCEaPCwwDwwI?_RP! :SI?PB?IGGJCKBCV+ QI?_RP! A) 54 B) 56 C) 57 A) 11 B) 10 C) 9 11) 643 15) + 22M 2M 8N8 + 184 461 :SI?PB?IGGJCKCEaPCvwMwwI?_RP! :SI?PB?IG RMNJ?K? GJCKGLC EaPC A) 9 B) 8 C) M+NI?_RP! A) 11 B) 10 C) 9 16) Q?WQLLICLBGQGGJCRMNJ?KL- B?LD?XJ?QI?_RP!QMPSQSLSL K?RCK?RGIQCJGD?BCQG??B?IGJCP- BCLF?LEGQGBGP! 12) Q?WQLLD?XJ?QI?_RP! A) B) A) 500 B) 425 C) 525 C) 163 + 163= 146 SEVDİREN MATEMATİK
'(Í(5/(1'Ï50( 1) 4LDKXB?IGQP?B?GIGCPQP?B? 5) \"JGW?LB?BP'?RK?\"JG BCLW? c_CPaPCLAGMRSPSWMP4LDR?RMNJ?K @cWcIRcP .CPTCBC'?RK? B?LW? I?_aPCLAGT?PBP! Ic_cIRcP]_cLcLW?J?PRMNJ?KI?_RP! A) 14 B) 24 C) 38 A) 55 B) 48 C)35 2) ,PR?QGWCAG .SP?R #CW aLAC 6) \"JG GJI EcL B?IGI? IMRS BCDRCP QMLP? BCDRCP Q?R- EcL B?IGI? IMRS EcL- R.SP?R#CWI?_BCDRCPB?F?Q?- BC RMNJ?K B?IGI? IMKS GQC R?PQ? BCDRCP Q?RK MJSP! \"JGEcLI?_B?IGI?IMKSRSP! A) B) 49 C) 24 A) 80 B) 84 C) 93 3) #CL @?@?KB?L W? Ic_ccK Q?WQLLD?XJ?QLLCI- #?@?KW?LB?MJBSSL?Ea- QGGI?_RP! PCGIGKGXGLW?J?PRMNJ?KI?_RP! A) B) 362 C) 352 A) B) 80 C) 86 4) Q?WQLLCIQGGLGL 8) wLGLCIQGGLGLD?XJ?Q D?XJ?QI?_RP! I?_RP! A) 383 B) C) A) 932 B) 482 C) 3. SINIF 147
'(Í(5/(1'Ï50( 9) ]_I?PBCGLW?J?PRMNJ?K RcP 5CPAGFCBCLJCP &LIc_cII?PBCW?LB?MP- R?LA? I?PBC W?LB? GQC CL @cWcI I?PBC I?_ W?LB?BP! A) 28 B) 35 C) 45 10) cLD?XJ?QLLCIQGGI?_RP! A) 39 B) 49 C) 59 /MR )CP IGGWGEaQRCPKCIRCBGP 13) &L?XRCPAGFCBGJCLPCLIF?LEGQGBGP! A) .?TG B) .MP C) 4?P 11) CIQGGMJ?LQ?WLL 14) &L_MIRCPAGFCBGJCLPCLIF?LEGQG- D?XJ?QI?_RP! BGP! A) 422 B) 365 C) 265 A) .?TG B) #CW?X C) ,?FTC 15) 4?PTC@CW?XPCLIJCPGRMNJ?KI?_ 12) IGGRCPAGFCRKGRGP! A)10 B)15 C) 20 #GP_GDRJGIRCGLCITC?RT?P- 16) \"LICRCI?RJ?LRMNJ?KIGGQ?WQ BP#SLJ?PLR?LCQGQ?RJBW- I?_RP! Q?_GDRJGIRCI?_F?WT?LI?JKRP! A) 342 B) 442 C) 188 A) 50 B) 42 C) 21 148 SEVDİREN MATEMATİK
'(Í(5/(1'Ï50( 1) )CP@GPGLBCKCWTCQSWS@SJSL?L 5) 5CWXCKGLISJS_I?W?W?RKR?TSS ISRSJ?PB?LISRS?J?L.CRGLI?_ T?P)CPR?TSSL?JRL?WSKSPR? R?LCKCWTCQSWS?JKMJSP! IMWKS:SKSPR?J?PLRcKcLBCLAGTAGT _I?PQ?RCWXCKGLI?_AGTAGTGMJSP! A) B) C) A) B) C) 24 30 36 2) 96 = ,× CGRJGGLBC,WCPGLCW?- 6) #GPISRSB?EP?KJIR?LC XJ?@GJCACIBM?JQ?WI?_RP! EP?KJIR?LCICIT?PBP,SRSB?IG ICIJCPGLRMNJ?K?PJLCI?B?PBP! A) 11 B) 12 C) 13 ,SRSLSL?PJLFCQ?@?I?RK?WL A) 660 B) 560 C) 460 3) \"JBKW?NP?IRCQRRCRCQRT?P- &L@cWcIP?I?KLCLIc_cIc_@?Q?- B 5CQRJCPBCL FCP @GPG QMPSB?L K?IJQ?WGJC_?PNKI?_RP! MJSK?IR?BP #SL? EaPC W?NP?I RCQRRCIGRMNJ?KQMPSQ?WQI?_RP! A) 900 B) 100 C) 90 A) 140 B) 150 C) 4) \"XP? LL@GPI?PQ?LRGKCRPCBGP 8) :?LB?IGR?@JCRGL \"XP?I?PBCGLGL@MWSLSI?PMJ- DGW?RL@SJK?IG_GL BSSLS@CJGPRRG\"XP? LLI?PBCGI?_ c X C P G L B C I G G J C K G Q?LRGKCRPCBGP! W?NK?JWX #SR?@JCRI?_JGP?BP! A) B) 82 C) 98 A) 590 B) 650 C) 3. SINIF 149
'(Í(5/(1'Ï50( 9) × 10 = A 13) #GPMISJSLQLDLLFCP@G- 25 × 10 = B PGLBC aPCLAG T?P 0IS- JSL KCTASBS I?_ aPCLAGBGP! :SI?PB?IG_?PNK?GJCKGLBCww\" #ww A) 350 B) C) 600 I?_RP! A) 320 B) 250 C) 1 0 ) / ? X ? L R ? L C Q G 5 - w B C L 14) #GPQcPcAcQ??RRCIKEGBGWMP#S R ? L C _ ? L R ? ? J W M P / ? X ? L QcPcAcQ??RRCI?_IKWMJEGBCP! RMNJ?K I?_ 5- aBCWCACIRGP! A) 400 B) 500 C) 600 A) 650 B) 400 C) 560 11) 4CPNGJR?LCQG5-wBCLR?LCQS 15) $CWJGLEcLBCQ?WD?IGR?NMISWMP K?R?P?Q?JB4CPNGJI?_5-aBCWC- EcLBCI?_Q?WD?IGR?NMISKSMJSP! ACIRGP! A) 900 B) 400 C) 560 A) 43 B) 280 C) 420 12) ! × 100 = 600 16) \"LLCKGLAcXB?LL- B?R?LCJG- P ? J I N ? P ? T ? P \"LLCKGLAcXB?LB?IGN?P?LLRMN- J?KKGIR?PL@SJK?W?WaLCJGIG- JCK??B?IGJCPBCLF?LEGQGBGP! : S I ? P B ? I G _ ? P N K ? G J C K G L B C Q M P S A) 10 × 5- G?PCRGWCPGLCF?LEGQ?WECJKCJGBGP! B) 100 × 5- C) 3 × 5- A) 6 B) C) 8 150 SEVDİREN MATEMATİK
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