question archive Butterflies, Pinwheels, and Wallpaper: Homework Examples from ACE Investigation 1: Symmetry and Transformations, ACE #14-17 Investigation 2: Transformations and Congruence, ACE #19-22 Investigation 3: Transforming Coordinates, ACE #8 Investigation 4: Dilations and Similar Figures, ACE #21-22 Investigation 1: Symmetry and Transformations ACE #14-17 Exercises 14–17 each give a figure and its image under a flip, turn, or slide
Butterflies, Pinwheels, and Wallpaper: Homework Examples from ACE Investigation 1: Symmetry and Transformations, ACE #14-17 Investigation 2: Transformations and Congruence, ACE #19-22 Investigation 3: Transforming Coordinates, ACE #8 Investigation 4: Dilations and Similar Figures, ACE #21-22 Investigation 1: Symmetry and Transformations ACE #14-17 Exercises 14–17 each give a figure and its image under a flip, turn, or slide
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Butterflies, Pinwheels, and Wallpaper: Homework Examples from ACE Investigation 1: Symmetry and Transformations, ACE #14-17 Investigation 2: Transformations and Congruence, ACE #19-22 Investigation 3: Transforming Coordinates, ACE #8 Investigation 4: Dilations and Similar Figures, ACE #21-22 Investigation 1: Symmetry and Transformations ACE #14-17 Exercises 14–17 each give a figure and its image under a flip, turn, or slide.
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Butterflies, Pinwheels, and Wallpaper: Homework Examples from ACE Investigation 1: Symmetry and Transformations, ACE #14-17 Investigation 2: Transformations and Congruence, ACE #19-22 Investigation 3: Transforming Coordinates, ACE #8 Investigation 4: Dilations and Similar Figures, ACE #21-22 Investigation 1: Symmetry and Transformations ACE #14-17 Exercises 14–17 each give a figure and its image under a flip, turn, or slide. In each case, name the type of transformation used. For a flip, sketch the line of reflection. For a turn, locate the center and find the angle of rotation. For a slide, draw a line showing the direction and distance of the translation. 14. 15. 16.17.- 14. Translation on a slant that slides 1 to 1’, 2 to 2’, and 3 to 3’. 15. Line reflection about the perpendicular bisector of any segment joining correspondingpoints. 16. Half-turn about the point where 3 and 3' touch. 17. Translation downward that slides 1 to 1’, 2 to 2’, and 3 to 3’.
