Study

Transformations

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  • Write the translation rule.
    (x, y) --> (x+6, y-3)
  • Describe the transformation that occurred to the blue triangle to create a red triangle?
    Reflection over the y-axis
  • Name the Rotation and explain how you know.
    180 degrees, the coordinates are the opposites of the original coordinates
  • Triangle ABC is reflected over the x-axis, what are the coordinates of the new triangle?
    A: (-4,1), B: (-4,3), C: (-1,2)
  • Where would G' be located if it translated according to the rule, (x + 4, y - 2)
    (0, 1)
  • Which quadrant has all positive points?
    Quadrant 1
  • Name the type of transformation.
    Translation
  • Name the transformation of the smiley face.
    Reflection
  • Which axis is the triangle reflected over?
    x-axis
  • Name the city in Quadrant II (Quadrant 2).
    Seattle
  • Name the type of transformation.
    Reflection
  • Write the translation rule.
    (x, y) --> (x + 10, y + 6)
  • Name this transformation. BE SPECIFIC
    90 degree counter clockwise rotation.
  • In what Quadrant is this point ?
    Quadrant 2
  • Which direction is the arrow moving?
    Counter Clockwise
  • How many degrees is this rotation?
    180 degrees
  • Name the line of reflection.
    x - axis
  • Name the type of transformation.
    Translation
  • Rectangle ABCD is translated right 2 units and down 3 units.
    A: (3,-4), B: (-1,-4), C: (-1,-1), D: (3,-1)
  • Describe the transformation that occurred to the blue line to create the red line
    90 degree rotation clockwise or 270 degree turn counter clockwise
  • Name the type of transformation.
    Reflection