Transformation Rotation

If a segment is rotated, how will the resulting image compare to the pre-image?

In what direction is the image rotated?

How many degrees is the imaged rotated?

If rotated counter clockwise, how many degrees was the image rotated?

Looking at the images on the graph, where is the center of rotation?

A 45^o clockwise turn is the same as what counter clockwise turn.

This ray was rotated 250^o counter clockwise. How can this be described using a clockwise rotation?

If the graph was rotated 90^o clockwise around the origin, what quadrant wound the new point lie?

If the graph was rotated 90^o counter clockwise around the origin, what quadrant wound the new point lie?

If the graph was rotated 270^o counter clockwise around the origin, what quadrant wound the new point lie?

If the graph was rotated 180^o around the origin, what quadrant wound the new point lie?

If the point was rotated 180^o around the origin, what would be the new order pair of the point?

If the point was rotated 270^o counter clockwise around the origin, what would be the new order pair of the point?

If the point was rotated 270^o clockwise around the origin, what would be the new order pair of the point?

If the point was rotated 90^o clockwise around the origin, what would be the new order pair of the point?

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