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Name: Date: Page 1 of 2 Activity 2.1.3 Congruent Polygons Triangles CAT and DOG have congruent corresponding parts as marked. 1. Name pairs of corresponding parts: a. Μ Μ Μ Μ πΆπ΄ β ______ b. Μ Μ Μ Μ π΄π β ______ Μ Μ Μ Μ β ______ c. ππΆ d. β TCA β ______ e. β CAT β ______ f. β ATC β ______ 2. There are six ways to state that the triangles are congruent. Name them. a. βCAT β ______ b. βATC β ______ c. βTCA β ______ d. βACT β ______ e. βCTA β ______ f. βTAC β ____________ 3. βRAM β βPIT. Name pairs of corresponding parts: Μ Μ Μ Μ β ______ a. π π΄ Μ Μ Μ Μ Μ β ______ b. π΄π c. Μ Μ Μ Μ Μ ππ β ______ d. β AMR β ______ e. β MRA β ______ f. β RAM β ______ 4. Now label the sides and angles of βPIT with tick marks to show the corresponding parts. 5. Given: Quadrilateral ABCD β Quadrilateral KGNP. Fill in the blanks: a. β KGN β ___________ Μ Μ Μ Μ β _______________ b. π·πΆ c. NG = ____________ d. m β CBA = ___________ Activity 2.1.3 Connecticut Core Geometry Curriculum Version 1.0 Name: Date: Page 2 of 2 6. Pentagon ABCDE β Pentagon VWXYZ. The lengths of some sides and the measures of some angles are shown. a. Which angle in VWXYZ has a measure of 150°? _____________ b. Which side in VWXYZ has a length of 4 units? ___________ c. Which angle is congruent to β XYZ? Μ Μ Μ Μ Μ ?______ Explain. d. Do we have enough information to find the length of ππ e. Another way to name the first pentagon is DCBAE. If we name it that way, then Pentagon DCBAE β Pentagon ____________. 7. The two triangles shown are congruent, with corresponding sides and angles marked on the figure. Which of the following are correct statements about the congruence? If the statement is incorrect, explain why. a. βMFR β βHKJ b. βRFM β βJHK c. βHJK β βMFR d. βKJH β βFRM 8. Suppose we know that βABC β βDEF and βDEF β βXYZ. What can we conclude about βABC and βXYZ? Explain your thinking. Activity 2.1.3 Connecticut Core Geometry Curriculum Version 1.0