1. Warm Up Translate the following coordinates: Translate the following coordinates: (-3, -2)(-2, 2)(0,4)  (x + 2, y – 4)(-3, -2)(-2, 2)(0,4)  (x + 2, y – 4) On the graph to the right, translate theOn the graph to the right, translate the Figure (x + 4, y – 3)Figure (x + 4, y – 3)

2. Chapter 13.5 Vocabulary: Vocabulary: Reflection Reflection Line of reflection Line of reflection

3. Chapter 13.5 Vocabulary: Vocabulary: Reflection Reflection Line of reflection Line of reflection

4. Is this a reflection?

6. To mathematically describe a reflection using coordinate notation, you write it as the following: To mathematically describe a reflection using coordinate notation, you write it as the following: (x,y)  (x, -y)(x,y)  (-x, y)(x,y)  (x, -y)(x,y)  (-x, y)

7. Draw a triangle with vertices (-4, 1) (-1,1) (-3,4) reflection across the y-axis

8. Draw a triangle with vertices (-5, 2) (0,1) (-3,5) reflection across the x-axis

9. Draw a triangle with vertices (-8, -3) (-4,-3) (-6,-8) reflection across the x-axis

10. Is this a reflection? A figure has line symmetry if a line, called the line of symmetry, divides the figure into two parts that are reflections of each other in the line A figure has line symmetry if a line, called the line of symmetry, divides the figure into two parts that are reflections of each other in the line

11. How many lines of symmetry does this figure have?

14. Homework Page 736 Page 736 #’s 1-17all#’s 1-17all