9-4 Practice Composition of Transformations Triangle has vertices 3), and Graph and its image after the indicated glide ABC A(1, B(–2, C(3, –1) –2). reflection. 1. Translation: along 2. Translation: along Reflection: in Reflection: in = y-axis y x 3. Translation: along 4. Translation: along Reflection: in = Reflection: in x y y-axis Copy and reflect figure in line and then line Then describe a single transformation that maps into F x y. F F″. 5. 6. 7. 8.
9-4 Practice Composition of Transformations Triangle ABC has vertices A(1, 3), B(–2, –1) and C(3, –2). Graph and its image after the indicated glide reflection. 1. Translation: along Reflection: in y-axis 3. Translation: along Reflection: in x = y 2. Translation: along Reflection: in y = x 4. Translation: along Reflection: in y-axis Copy and reflect figure F in line x and then line y. Then describe a single transformation that maps F into F″. 5. 6. 7. 8.
composition_of_transformations_practice.docx