GSPk' F(! capm dt0 5@HRdP@@ @!!!@ff ` CCthB/iBQn?'nPR?'P0nP00nZsCL"Ctr Matt Golenor 2001t>V(  <By AAS the triangles are congruent so the HL property holds.tW\Jn?'nPR?'P0nP00nLCC,Ct/H4M BCC tHM ARsCC  t 5\ t??????(CCLCC,C?tCm u47 C?CCUC?tl In?'nPR?'P0nP00nCY[C t/  vC>>W @vzR$dgi7|CY[CCC? tV wz,  p1LCC,CCY[C?  t  p1E"BHCC|CCo%? @CY[CLCC,CCC  t+hB /iBt'?????(ZsCL"CCInC?tLQhB /iBI'n?'nPR?'P0nP00n.DC  tQhB /iBv'>>W @vzR$dgi7|.DCZsCL"C? t+QhB /iBw'z,  p1CInC.DC? t.OhB /iBp1'E"BHCC|CCo%?.DCCInCZsCL"C t)I? t''????(ZsCL"C%C:C?thmI?Rn?'nPR?'P0nP00njD,HC tmI? v''>W @vzR$dgi7|jD,HCZsCL"C? tm)I? w''z,  p1%C:CjD,HC? tk'I? p1''E"BHCC|CCo%?pjD,HC%C:CZsCL"CtFfnm1W#t m{!:A}JHI = Angle(JHI) =  t&aaam3    ShowaaaaaaaaaaaaaaaaaaJI = Distance(J to I) = t#9m7HI = Distance(H to I) = tHideCCH T CkB_ANGEV@ tG~Show2.63 cm t,1hB /iBJ'n?'nPR?'P0nP00nCInC  tG4M3 l<2E2I2KO2R2X2\2CCCC?tGM jCCCC?t 7Wm8QR = Distance(Q to R) = t$)I?Sn?'nPR?'P0nP00n%C:Ctgm2*mP  m{!:A}SQR = Angle(SQR) = !t#m43.65 cmSR = Distance(S to R) = !t-dShow90 #txHide <#t0HidemBCC BOCMCBBC D tShowBF?FPR?'PFP0  DTimes New RomanfCCCpCArial R