When we are rotating 90 degrees counter clockwise, what is the rule?
(x,y) -> (-y,x)
True or False: Reflections preserve size and orientation.
False - orientation is not preserved under a reflection.
True or False: A dilation is not a rigid motion.
True - A dilation is not an isometry because it does not preserve the size of the shape.
True or False: Rotating a figure 90 degrees clockwise is NOT the same as rotating a figure 270 degrees counterclockwise.
False - rotating a figure 90 degrees clockwise IS the same as rotating a figure 270 degrees counterclockwise.
When you rotate an image clockwise, what direction are you rotating?
You are rotating the same way as a clock (to the right)
What is the new image of Z(-4, 0) if you rotate it 270 degrees counterclockwise?
Z'(0, 4)
What are the points of the new image D(-1, -4) E(2, -4) F (2, 5) after a reflection through the y- axis?
D'(1, -4) E'(-2, -4) F'(-2, 5)
What does similar mean?
Same Shape, Difference size
What is a rigid motion?
Transformation that changes position without changing size or shape of figure.