Learning Goal from Lesson 11.2 and 11.3 Given two figures, I can apply the definition of similarity in terms of similarity transformations to: B decide if the two figures are similar; explain the meaning of similarity for triangles. How I Did (Circle one) I got it! I'm still learning it. 3. Choose a sequence of similarity transformations that maps AABC to ADEF. (Lesson 11.2) (1 point) A A reflection across the x-axis and a B A reflection across the y-axis and a scale factor of 2. scale factor of 2. OC A reflection across the x-axis and a scale factor of 0.5. y 8 B A C X -12 -8 4 0 D F 8 E 4. Polygons BCDE and FGHI are similar. You will have to draw your own quadrilateral to solve this problem. (Lesson 11.3) (2 points) a. Write a proportion that contains BC and FI. b. List an angle that is congruent to D. c. List a side that is proportional to DE.