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This piece of bread is a square because it is a polygon with four equal sides and four right angles.

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Supplementary Angles that also form a linear pair

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Supplementary Angles that also form a linear pair

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This is an example of Supplementary Angles that also form a linear pair because the center of the closet forms two angles whose sum equals 180 degrees.

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This is an example of an angle bisector because the center of the leaf is a ray that divides the angles into two congruent angles.

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These angles are congruent because the have the same measurements.

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This stair case is an example of a straight angle because it measures at 180 degrees.

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The top of this house is an example of a obtuse angle because it measures between 90 and 180 degrees.

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This laptop is a right angle because it measures 90 degrees.

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The birds back is a example of a acute angle because it is a angle that measures between 0 and 90 degrees.

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This is a example of postulate 1-3 because the wall and the floor are two planes that intersect on the line between them.

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This wall is a plane because it has two dimensions.

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The vertical line of the cross is a segment bisector because it is a line that intersects the horizontal segment at its midpoint.

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The ceiling lines are congruent segments because they are the same length.

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This fence is a example of postulate 1-2 because the lines intersect on a point.

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These railroad tacks are parallel lines because they never intersect.

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This football line is a line because it has one dimension.

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These dresser nobs are coplanar points they lie on the same plane.

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These peas are collinear points because they lie on the same line.

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This poster is a point because it has no dimension and is is repressed by a dot.