5 3[ca pm pUlUh#Sser 48L D Audio PlayerAutomated Taks Calculator ChoosernFIsosceles TrapezoidsrJigsaw Puzzle Key Caps Note PadRecent ApplicationsRecent Documents# 48L N N N N U  AVConjectures: In an Isosceles Trapezoid base angles are equal in measure (congruent). Pairs of angles of different bases in an isosceles trapezoid are supplementary The diagonals of an isosceles trapezoid are equal./ tX, ] !\]kZp_31 48L A3f>f31fff30fff32fff>1>>FBB  48L BUUUUUUUUUUUUUUUUUUUUUUUCC  9>p 48L CCBlG 48L K K K K  By: Kaare& Mohamud ohamud Ismail Per. 34"UT ! 48L EU [U HU4CCN */ 48L FU HU [U4CCQ KP 48L QRd[ U [CB 8N  48L uHm?<N*XO n?<Hn/N(HnHmHn?<N*XO nd/NCBlCC ?jY  48L j331c33U3c?331c03U31c1BBCC ?8Yp1  48L l03321fF03381f0331f0331f133&1fF3BBCBl?q}NUUUU 48L m1UUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUUU  m{!:A}CAB = 0P~֠(9$`=`OklV3X >X*4UlUhwO<,\HV Angle(CAB) = ,~X$*@8HH ~,֠@~@@wO`Z0,\HV3@,~X$j38 l ~,֠2O"D@48Ĵ O(  +YN*S*hdO d &` H/  48L oU JU K@U CCNCCQ?8Yp'  48L pU JU K@U BBC/ltB ?_UO 48L m7NZpП-@ n P>(` n(Pn/ HnN T0((H&SGJGn/.<N.  m {S:CB} = 0P~֠(9$`=`OklV3X >X*4UlUhwO<,\HVLength(Segment CB) = ,~X$*@8HH ~,֠@~@@wO`Z0,\HV3@,~X$j38 l ~,֠2O"D@48Ĵ O(  +YN*S*hdO d &` H Z'UUUU 48L kUUUUUUUUUUUUUUUUUUUUUB~B.CrB? =^ 48L c2CC B#?5%F?5%F ~ 48L c3U HU [U CC Ae?5%F?5%F_N{j 48L c4U JU K@U BBAe?5%F?5%F-I 48L c5U HU [U CBlAe?5%F?5%Fq{v>:] 48 L IHlHHX}NZBSBPH FK1 48 L D"03321fF03381f0331f"0331f133&1fF3Cf]B#begj 48 L GU HU [U<B%B ghlmNS 48 L H,wqjosknBӰBҴ ~ 48 L JZHHXkqHCr3C  BGk 48 L R[HHXkHC =B'' mhrm 48 L W[8H[B74B EYp  48L traphics Apps Math Apps Network Apps User TemppBBCf]B#?E  48L m CC Cf]B#?8K  48L nCBlCf]B#?"i 48L m2  m{!:A}ABD = 0P~֠(9$`=`OklV3X >X*4UlUhwO<,\HV Angle(ABD) = t CB) = ,~X$*@8HH ~,֠@~@@wO`Z0,\HV3@,~X$j38 l ~,֠2O"D@48Ĵ O(  +YN*S*hdO d &` H9EA 48L m3   ?  m{!:A}BDC = 0P~֠(9$`=`OklV3X >X*4UlUhwO<,\HV Angle(BDC) = t CB) = ,~X$*@8HH ~,֠@~@@wO`Z0,\HV3@,~X$j38 l ~,֠2O"D@48Ĵ O(  +YN*S*hdO d &` H+H7 48L m4@  m{!:A}DCA = 0P~֠(9$`=`OklV3X >X*4UlUhwO<,\HV Angle(DCA) = t CB) = ,~X$*@8HH ~,֠@~@@wO`Z0,\HV3@,~X$j38 l ~,֠2O"D@48Ĵ O(  +YN*S*hdO d &` H:V 48L c6U K@U [U Cf]B#Ae?5%F?5%F8' U  48L qU JU K@CBlC# BT?ET'  48L r*$-.7W8Cf]B#CPBJ?X  48L sXm\9XmXIOXmdXmhXm`QXmhXm`XCC CG(B8?dgok! 48 L  a8Db[$AhB΅BBBBAe?wlB74BB%BA(Ar$_N|k?v 48L m8kIXW|XXX ZZZ Z hhh hj  m{!:A}CAB + m{!:A}BDC = P~֠(9$`=`OklV3X >X*4UlUhwO<,\HVAngle(CAB) + Angle(BDC) = X$*@8HH ~,֠@~@@wO`Z0,\HV3@,~X$j38 l ~,֠2O"D@48Ĵ O(  +YN*S*hdO d &` H !aHn 48L m6O?<Hn/ N`HnHn?<?<HnNg6Hm?<?<NHnHmn  m {S:AD} = m{!:A}BDC = P~֠(9$`=`OklV3X >X*4UlUhwO<,\HVLength(Segment AD) = C) = X$*@8HH ~,֠@~@@wO`Z0,\HV3@,~X$j38 l ~,֠2O"D@48Ĵ O(  +YN*S*hdO d &` Hl 48 L KZHHXk^HCC &~ up 48 L LHHHHXkHCBt SX 48 L MaaXkxXkpXkXX}Y (a H\Cm+BW5 #RW 48 L NH 8H , %0 a%; C^FBl9 %#JO} 48 L OHdHHXk $HCX?B` #;@es, 48 L P (*Morley's Theorem$X# XuXjX}XmXUUUC'Bu  48L TXmlXmCBxC[BhWXmCC"CASXm|CC"C-C1 CA %$DIR 48 L U2eXmTCa6BRCiطBjHXkLB2eCa6BRCiطBjHXmXCLB2eCa6CXBGB1 #GL 48 L VU [U HU CB $kp 48 L  a1dHHXkHCC AeS5QsCBtCr3C ATAC~P~?+*FXr Ra 48 L  a5arlH)  @MSCf]B Ae߿d?S5[CXBGB1Cm+BW5AC~PA:X?,-1=J 48 L  a7U JU K@CBkAe>l?wC =B''C'BuAA)-J?/2