W 3<#&capm"K^KF"K^RC g IiCCCˀC3CCCCL̀C_u` ()D]^zSuggesions: 1) Change the length of RS 2) Change the measure of angle ABC and angle XYZ. 3) Change the shape of the original (green) polygon.G YNV0-R@;@;mN^NuBUMPCHAIVH(n&n UO l P(*?,N_,8  Ii5DuD DeHhIl(When is a reflection like a translation?u˓@ u"`ukji(- IiWe 0B(C (- IiV@pB(C   IiU4p 08<><80 AC # IiTx00@AC ). IiWe 0B,C n)s. IiV@pB,C ns  IiU4p 08<><80 AC # IiTx00@AC S&X+ IiWe 0B C f&k+ IiV@pB C fk  IiU4p 08<><80 AC SX# IiTx00@AC 7'<, IiWe 0B$C J'O,T IiV@pB$C JO  IiU4p 08<><80 AC 7< IiTx00@AC 16 IiSC3C  IiRACÀ H*2] IiQ 8H`|ox}{xH`C0Cy  IiPCC   IiOCSC  IiNCSCL  IiMC8C=  IiL@@@@h`PI /@)@)@C"CU z!! IiK!!!Ы0i! RP!BC2 pu IiJT!vTuH! t!! !#!BCw fk! IiG>!p!0H! !CC fk IiF!`p`!v $Tp! !p@!vdTp!C#C y~ IiD@@@@CǀC   IiRed Mirror Line C€C6 ~  IiB 0 Ы0I   C]C   IiBlue Mirror Linep 2 ` bpCC- )   IilPzm@lPm0z&LuHint: Make changes to the length and direction of RS, and the slope of the reflection lines so that the green and the red shape are on top of each other. er. ther. The shape of the black polygon can also be changed. ape of the green polygon can also be i k~  IipCbC6C#sCC ՒCC)ҾCCCC={CCUACCC,+Rv-The black polygon is the original figure. -The green polygon is a translation of the black polygon in the length and direction of RS. -The blue polygon is a reflection of the black polygon in the blue line. -The red polygon is a reflection of the blue polygon in the red line. gon in the red line. d  id@ id`Ulm Co Iit Servers Utilities Shut Down0About this Sketch:22)2pz2PzP&g/ IiSuggestioned exploration:ation:n: When is a translation like a reflection?z ) z( A dIi~ { Measurements:   p"c"ede0@f(9!l IiDA'sHelp!!! from ConsltRecent Servers Utilities*