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Transformations Leslie Paytes 2009
What is a transfomation? A transformation changes the position or orientation of a figure a transfomation changes the position or orientation of a figure
 What do you call the resulting shapes of a transformation? The resulting shapes are called images of the original.  Each image is read as prime, double prime, triple prime...
Instruction-  Vocabulary-Move Mathman to reveal definition Translation figure slides along a straight  line without turning Reflection the figure flips across a line of reflection,  resulting in the mirror image Rotation figure turns around a fixed point
Translation- moving in a straight line  without turning Graph a triangle at  A(-3,2)B(-5,2)C(-5,5) Graph the translation of  this triangle using  the rule  (x',y')=(x+2, y-4)
Reflection:  Flip the image across a  line to create a mirror image of  the original Graph an arrow A(-4,1), B(-6,3) C(-5,6) D(-3,6), E(-2,3) Reflect over the line y=-2
Rotation:  the figure rotates around a  fixed point Rotate triangle ABC 180 degrees around the origin A(-3,1)B(-7,1)C(-7,7) Click on grid to see  rotated figure

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Alg1 per2 5 18 transformations

  • 2. What is a transfomation? A transformation changes the position or orientation of a figure a transfomation changes the position or orientation of a figure
  • 3. What do you call the resulting shapes of a transformation? The resulting shapes are called images of the original. Each image is read as prime, double prime, triple prime...
  • 4. Instruction- Vocabulary-Move Mathman to reveal definition Translation figure slides along a straight line without turning Reflection the figure flips across a line of reflection, resulting in the mirror image Rotation figure turns around a fixed point
  • 5. Translation- moving in a straight line without turning Graph a triangle at A(-3,2)B(-5,2)C(-5,5) Graph the translation of this triangle using the rule (x',y')=(x+2, y-4)
  • 6. Reflection: Flip the image across a line to create a mirror image of the original Graph an arrow A(-4,1), B(-6,3) C(-5,6) D(-3,6), E(-2,3) Reflect over the line y=-2
  • 7. Rotation: the figure rotates around a fixed point Rotate triangle ABC 180 degrees around the origin A(-3,1)B(-7,1)C(-7,7) Click on grid to see rotated figure