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Line Reflections. Review. Mrs. Erickson. The Coordinate Axes. y-axis. (x,y). Origin: (0,0). x -axis. The Coordinate Axes. Graph, then find the area: A (3,2 ) B (- 3,2) C (- 3,-2) D ( 3,-2 ) A (4,1 ) B ( 1,5) C (- 2,1). The Coordinate Axes. y.
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Line Reflections Review Mrs. Erickson
The Coordinate Axes y-axis (x,y) Origin: (0,0) x-axis
The Coordinate Axes Graph, then find the area: • A (3,2) B (-3,2) C (-3,-2) D (3,-2) • A (4,1) B (1,5) C (-2,1)
The Coordinate Axes y Graph, then find the area: A (3,2) B (-3,2) C (-3,-2) D (3,-2) B (-3,2) A (3,2) x 4 6 A=base x height C (-3,-2) D (3,-2) A=6x4 A=24
The Coordinate Axes y B (1,5) Graph, then find the area: A (4,1) B (1,5) C (-2,1) 4 6 C (-2,1) A (4,1) x A=½ x base x height A=½ x 6 x 4 A=12
The Coordinate Axes Solve: (x,y) (2-x,y) • (0,1) _____ • (-4,3) _____ • (5,-1) _____ (2,1) (6,3) (-3,-1)
Line Reflections Lines of Symmetry
Line Reflections Draw all lines of symmetry: • Rectangle • Square • Equilateral Triangle
Line Reflections Draw all lines of symmetry on the following words: • MOM • DAD • HIKED • CHECK • RADAR • TOOT DAD MOM No lines of symmetry HIKED CHECK RADAR TOOT No lines of symmetry
Line Reflections Under a line reflection: • distance is preserved • angle measure is preserved • midpoint is preserved • collinearity is preserved rk= “the reflection across line k”
Line Reflections in the Coordinate Plane Reflections in the y-axis Plot: A (1,2) B (3,4) C (1,5) Under a reflection in the y-axis: (x,y) _____ y-axis
Line Reflections in the Coordinate Plane Reflections in the x-axis Plot: A (1,2) B (3,4) C (1,5) Under a reflection in the x-axis: (x,y) _____ x-axis
Line Reflections in the Coordinate Plane Reflections in the line y=x Plot: A (1,2) B (3,4) C (1,5) Under a reflection in the line y=x: (x,y) _____ y=x
Pop Quiz … just kidding