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A round plane figure whose boundary consists of points equal distance from a fixed point. This is a circle.

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Polygon with four straight sides and four right angles, with unequal adjacent sides. For example, my phone is a Rectangle.

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The point that divides a segment into two congruent segments. For example, the green dot is the Midpoint.

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Line segments that have the same length. For example, these four Crystal Light packets for Adjacent Segments.

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These Crystal Light packets form Congruent Segments.

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Two angles who's combined measure equals 90 degrees. For example, these two angles make a Complementary Angle.

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These two angle are Complementary Angles.

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Two angles who share a vertex and one side, but no interior points. For example, these pens make an Adjacent Angle.

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These pens and pencil make an Adjacent Angle.

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Angles with the same measure. For example, these two angles have the same measure.

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Two angles whose sides form a pair of opposite rays. For example, these pens and pencils form a Vertical Angle.

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These pens and pencils form a Vertical Angle.

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An angle that measures 180 degrees exactly. For example, these two pens form a Straight Angle.

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An angle that measures 90 degrees exactly. For example, these two pens form a Right Angle.

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An angle that measures 90-180 degrees. For example, these two pens form an Obtuse Angle.

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An angle that measures to 0-90 degrees. For example, these two pens form an Acute Angle.

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Points that lie on the same line. And example is point A, B, and C.

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These three points are on the same line.

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Points that lie on the same plane. Points A, B, and C all lie on the same plane, this makes them coplanar.

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Points A, B, C all lie on the same plane.

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If two distinct planes intersect, then they intersect in exactly 1 line. For example, Plane A (Under the seat cushion) and Plane B (The back support)meet at line CD (The two bars).

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Plane A (Under the seat cushion) and Plane B (The back support) meet at line CD (The two bars)

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If two distinct lines intersect, then they intersect in exactly 1 point. An example is point A.

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Point A is the only point of intersection for lines S and T.

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Has two dimensions,is represented by a shape that looks like a floor or a wall, but it extends without end. For example, points A, B, and C make up plane P.

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Has no dimension; It is represented by a dot. An example is Point C.

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C is a point, you can tell this because it is represented by a dot.