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Topic 3 Quiz

Geometry Honors

TermDefinition
Basic Rigid Motion Transformations that preserves lengths of segments and measures of angles.
Composition of Transformations Performing multiple transformations in succession. Example for proper rotation: r x-axis °r y-axis
Direct Isometry an isometry that preserves orientation
Image the figure that has undergone the transformation
Isometry a transformation that preserves distance
Opposite Isometry an isometry that changes orientation
Regular Polygon A polygon with all sides of equal length and all interior angles of equal measure. It is equilateral and equiangular.
Note To preform a rotation, we need a center of rotation, a direction, and an angle of rotation. We will be performing rotations on the coordinate plane where the center of rotation is the origin. A positive angle will be counterclockwise while a negative angle will be clockwise.
 



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