解：如圖所示
平移變換得到?$△A_{1}B_{1}C_{1}$?
對應(yīng)邊：?$AB$?與?$A_{1}B_{1}，$??$AC$?與?$A_{1}C_{1}，$?
?$BC$?與?$B_{1}C_{1}$?
對應(yīng)角：?$∠A$?與?$∠A_{1}，$??$∠B$?與?$∠B_{1}，$?
?$∠C$?與?$∠C_{1}$?
軸對稱變換得到?$△A_{2}B_{2}C_{2}$?
對應(yīng)邊：?$AB$?與?$A_{2}B_{2}，$??$AC$?與?$A_{2}C_{2}，$?
?$BC$?與?$B_{2}C_{2}$?
對應(yīng)角：?$∠A$?與?$∠A_{2}，$??$∠B$?與?$∠B_{2}，$?
?$∠C$?與?$∠C_{2}$?
旋轉(zhuǎn)變化得到?$△A_{3}B_{3}C_{3}$?
對應(yīng)邊：?$AB$?與?$A_{3}B_{3}，$??$AC$?與?$A_{3}C_{3}，$??$BC$?與?$B_{3}C_{3}$?
對應(yīng)角：?$∠A$?與?$∠A_{3}，$??$∠B$?與?$∠B_{3}，$??$∠C$?與?$∠C_{3}$?
