![]() ![]() ![]() If so, write the similarity statement and scale factor. Justify your answerġ2 Lesson 6-2 Practice and Apply. 7-2 Practice Similar Polygons DATE PERIOD 114 21 3 Determine whether each pair offi ures is similar. Determine whether each pair of figures is similar. a = 2ĩ Lesson 6-2 Examples The two polygons are similar. TRAP ~ ZOLDĨ Lesson 6-2 Examples The two polygons are similar. not enough informationħ Lesson 6-2 Examples The two polygons are similar. Rotation Translation Which could be the scale factor of the following similar figures 2/3 3/2 Rectangles in the figure below are similar. 7 2 Practice Similar Polygons Worksheet Answers. not enough informationĦ Lesson 6-2 Examples Determine whether the pair of figures is similar. The corresponding angles of similar polygons are congruent (exactly the same) and the corresponding. Big Ideas Math Record and Practice area of regular polygons kuta software. Step2: Cross multiply and solve.ĥ Lesson 6-2 Examples Determine whether the pair of figures is similar. 1) 115 31 b 34 2) 33 29 b 118 3) 119 34 b 27 4) 123 39 b 18. Lesson 6-2 Examples In the diagram, ∆DEF ~ ∆MNP. 1) Check for corresponding angles and sides ANGLES SIDES Yes they are ~ 2) Similarity statement 3) Scale FactorĤ In the diagram, ∆DEF ~ ∆MNP. Lesson 6-2 Examples 1) Are the polygons similar? 2) If they are, write a similarity statement 3) and give the scale factor. Lesson 6-2 Definition D E F 15 10 20 (similar to) A B C 8 12 16 (similarity statement) Two polygons are similar if and only if Corresponding Angles are congruent Corresponding sides are proportional The ratio of Corresponding sides is called Scale Factor ![]()
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