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Transformations Vocabulary

Across
A figure in a plane has a line of ________ if the figure can be mapped onto itself by a reflection in the line
A quantity that has both direction and magnitude
The original figure in a transformation
A type of transformation that uses a line like a mirror
An operation that moves the preimage onto the image
The ______ form of a vector combines the horizontal and vertical components
The starting point of a vector is the _______ point
A figure that has been reflected, rotated, or translated to produce a new figure
Down
A transformation where a figure is turned about a fixed point
The point about which an image is rotated is the _____ of rotation
A transformation that maps every two points P and Q in the plane to points P prime and Q prime
A transformation that preserves lengths, angle measures, parallel lines, and distances between points.
A figure in a plane has _______ symmetry if the figure can be mapped onto itself by a rotation of 180 degrees or less.
The ending point of a vector is the _______ point.
Rays drawn from the center of rotation to a point and its image form an _______ of rotation.