Honors Geometry Blue Unit

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Vocabulary

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20 Terms

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Rigid Motion

a movement where an object stays the same shape and size

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Transalation

A rigid motion where an object “slides” in the same direction without changing its size or shape.

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Rotation

a rigid motion where an object turns about an object

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For every 90 Degree rotation (Counterclockwise) You…

Switch and then negate the first !

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90° Rotation

(-y,x)

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180° Rotation

(-x,-y)

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270° Rotation

(y,-x)

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360° Rotation

(x,y)

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Reflection

a rigid motion where an object “Mirrors” or flips about a line

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Reflecting over x-axis

(x,-y)

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Reflecting over y axis 

(-x,y)

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Line y=x

(y,x)

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Line y=-x

(-y,-x)

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Reflection (Line) Symmetry

When half of the figures matched the other side exactly across a line, creating a mirror image.

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Rotation Symmetry

when a figure can be turned onto itself being less than 360°

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Magnitude of Symmetry

360°/number of rotations

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Congruence Transformations

A series of rigid motions that end up mapping a figure onto another figure.

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Reflections in Parallel Lines theorem

If lines K and M are parallel, then Line AA’’ is perpendicular to K and M, and the distance between A and A’’ = 2d, where d is the distance between K and M,.

<p>If lines K and M are parallel, then Line AA’’ is perpendicular to K and M, and the distance between A and A’’ = 2d, where d is the distance between K and M,.</p>
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Reflections in Intersecting lines Theorem

If lines K and M intersect at point P,  the angle of rotation is 2x°, where x° is the measure of the acute or right angle formed by lines K and M.

<p>If lines K and M intersect at point P,&nbsp; the angle of rotation is 2x°, where x° is the measure of the acute or right angle formed by lines K and M.</p>
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Similarity Transformatons

a series of rigid motions AND dilations to map one figure onto another.