GSPk F(! capm dt'BWW$W4W|WW'W'W'W'W,'W<'W'W'WL'W'W`'W'WCCtuCAUk|C~Ck|C0~CU|C|C-CUh|CCh|C0CUsCyCLC t}5/L ڢ9M \\ \T 2CC tch}5/JF?'FPR?'PFP0FyC`C  teC jTn}CeCT@ D C.~C!%+'T.~C!%+C|CC4wQCnA.~CCCyCLC? tb}5/j'Tn}CeCT@ D C.~C!%+'T.~C!%+C|CC4wQCnA.~CCCyC`C?tE%!Dk<UCCUuC^iC(PH U'W}CqC'WOCC@C)C?trq? CF?'FPR?'PFP0FLC4Ctm9AC = Distance(A to C) = tm2C.H'W'WtC.    m{!:A}ACB = Angle(ACB) = tKP}5/KF?'FPR?'PFP0FLCC tT mCCdWC8 CWCC C:T8CgLC8TC8 C8CCLC4C? t lU_}CiC`}CCiCU}CCUBFCRC<UCCUuC^LC4CyCLC? t p1?yCLCCCLC4Ctm8JK = Distance(J to K) = t |>m3 m{!:A}JKL = Angle(JKL) =   tJ}5/m'CCdWC8 CWCC C:T8CgLC8TC8 C8CCLCC? tJh}5/l'U_}CiC`}CCiCU}CCUBFCRC<UCCUuC^LCCyC`C? tM  p2?CCyC`CLCC t* Show  t9m Hide =7[ t+KDNm10OP#hOP C%CIC@COPȓCwCHCNCOPyDNCOP m{!:A}ABC = Angle(ABC) = tD /_   /_V /_D /_P$nWMatt Golenor 2001t#2f =By AAS the triangles are congruent, so the HA property holds.t HideȈC}CHCTCHOPC}OP>6CVCp OPC}CxCTC` O >VC4 tH ShowP!CC OP!CCCDCOPC}C!CC4OPCDC  tFfCtm11CtC OP#hOPC&C1CCXOPȅCtCCDCHOPC m{!:A}JLK = Angle(JLK) =  t7 Show t\ Hide "Arial{/? P