GSPk1 F(!capmdtnsC>> w: NCC th B#   pDC t~ns>A^BGCC_B`!I&m/U?y NCl#CYvC^^xCCC t3/S 7 a`^]HIPOKRITOVI POLUMJESECIt,4n ^`adehilmqrxyaSvjetloplavi polumjeseci imaju zajedno povrsinu jednaku povrsini tamnoplavog pravokutnog trokuta.t#sdire   !!""##$$Povrsina tamnoplavog trokuta:tT  7W@7do>QߌCqCo>QߌCqCՌ#Povrsina svjetloplavih polumjeseca:t-2 K 8m2278L8|do>>C߅Co>>C߅CA%@ 7 L78 pCbNCo>CbNCՌDC]CCPB t"'  N 7C|8 8!U\8T 8X8CA tmsj?Arc length {A:ACD} =??????CCNCC?t#?c1@g(? T>>0|> >CCT3"CF%5?F%5? t,27p n@x78\0o>Area(Polygon p23) = DC>C߅ClAْ@o>,|RCoCxtCoCT78 #pT3"CCPBCA? t,'* qsC|RCoCՌDCNCCA@o> pCkrBqtCoCOCCAnCECT78#pT3"CCՌDCtC CAF@X8?0oCACPB B A?ՌDC  tnsBD Aƣs]CC tm%sm]CCՌDC?t#pT3"C "a2????????????????????CCT3"C@)(ՌDC]CCtp"T3"C "a1ZؐEUظW3FFv &v F t~}FpCCT3"CA?]CCՌDCt#p #p22CCT3"C@)(ՌDC]CCt??!PovlaciA?4zC܉C t#q p23?4zC܉CՌDC]CCtpT3"C "a5CCT3"C^t4zC܉C]CC t%s???l??????4zC܉CՌDC? ts?k>s??????]CC4zC܉C?t#pT3"C "a6#  p4 CCT3"C>^tՌDC4zC܉CtC A?4zC#C t@EEJP-}t'G P .uuEPWEPuM u3C@C t@EI  3lC@C tpQ $P(3)ƣP{l:3}KCCT3"CpMڱ4zC܉C]CCt#pp $P(4)ƣP{l:4}KCCT3"CC>pՌDC4zC܉C tp#8  p23'?4zC#CՌDC]CC tp#C p27BCCCbNC]CCpA0Ao>BCCt8*?C4zC#CՌDC]CCt*pC "a4'G P|,؉];tuEPWETuM 95Rt,E3C@CC>+mՌDC5zC܉C t* {>c3M}t PeE@39Q3Ɂ} QjjM(qPEP.(3C@CCF%5?F%5? tpVAB "a3PEMd _^[,UjhhtdPd%QQ0SVWee3lC@CVAB^t4zC܉C]CC!tsl@c2 _^[(UjhhtdPd%QQ0SVWeeE P/3lC@CVABF%5?F%5?!t\}PA m5'Q/"z8 ``GKUUAZFDp$a`lvP"$DPSa$0$B4Area P{l:3} = Area(Arc Segment P(3)) = "t*/r m14z{|}Area P{l:4} = Area(Arc Segment P(4)) = #t m23 aci'm21 Tp9 Area ABC = Area(Polygon ABC) = %t*p #P(2) AP{l:2}3C@CC>^tՌDC5zC܉C&tp #P(1) AP{l:1}3lC@CVABZu>4zC܉C]CC(t m4d8(xAf P`ʀ (D86p B /Bp" H4 bMD8Area P{l:1} = Area(Sector P(1)) = .t*~ m13t`tptttttArea P{l:2} = Area(Sector P(2)) = -QtY m20ppppppppppppp P{(:{(:Area P{l:1}} - {(:Area P{l:3}}} + {(:{(:Area P{l:2}} - {(:Area P{l:4}}} = ^(Area(Sector P(1)) - Area(Arc Segment P(3))) + (Area(Sector P(2)) - Area(Arc Segment P(4))) =  /*0+"Arial4Y) Y) 4Y)