Geometry CC WS 2.4B Composition of Transformations 1. In the accompanying diagram, l and m are symmetry lines for rectangle ABCD. Find ππ β ππ β ππ (π·). 2. In the accompanying diagram, l and m are symmetry lines for regular pentagon ABCDE. a. Find ππ β ππ (π·). Μ Μ Μ Μ ). b. Find ππ β ππ (π΄πΈ Μ Μ Μ Μ ). c. Find ππ β ππ β ππ (πΈπ· d. Find ππ β π 72° (π΅) 3. In the accompanying diagram, ABCD is a square with lines of symmetry l, m, and f. Μ Μ Μ Μ ). a. Find ππ β ππ β ππ (π΅πΉ b. Find ππ β ππ β ππ (π·). 4. In the accompanying diagram, square ABCD is inscribed in a circle with center O. a. Find π β180 β π 90 (π΅). b. Find π β90 β π 270 (π΅). 5. In the accompanying diagram, regular hexagon ABCDEF is inscribed in circle O. With O as the center of rotation; a. Find π 120 β π 60 (π΅). b. Find π β120 β π 240 (π΅). Μ Μ Μ Μ ). 6. In the accompanying diagram, the regular octagon has lines of symmetry l, m, and f. Find ππ β ππ (π΄π» Μ Μ Μ Μ ). 7. In the accompanying figure, l and m are symmetry lines for figure ABCDEF. Find ππ β ππ β ππ (π΄π΅
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