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The DisneyLand Ferris wheel is an example of a circle because it is a full 360º and it has no points nor sides.

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The yield sign is a triangle because it has three equal sides and three points.

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The shapes in the middle of the rubix cube is squares because they all have four equal sides, four right angles, and four points.

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Money can be considered a rectangle because it has four sides, four right angles, and four points, but one side is unequal than the other.

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This photo represents a right angle because its angle measures at exactly 90º. (it's not below or above 90º)

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The windmill shown above is an obtuse angle because its angle measures over 90º.

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The angle of this building is an acute angle because it is under a 90º angle.

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The lines on the window would be a segment bisector because the red line intersects with the blue line and is going through the midpoint.

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The point in the middle of the cross would be a midpoint because it divides the two line segments.

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On the dartboard, everything could be a congruent, but the highlighted part of the photo would be an example of a congruent segment.

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There is a line where the end of the top of the piano ends. This would make a line between the two planes which would make it Postulate 1-3.

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The railroad tracks are parallel lines because they never touch or intersect with each other which makes them parallel.

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The solid yellow street lines represent the line because they extend in opposite directions.

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The shape of the 'X' on the Railroad Crossing sign would be considered a postulate 1-2. It has two lines that intersect and it also has one point.

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On this photo, the plane would be considered the actual computer screen.

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The coplanar points is the point in between the actual square boxes. All of those points lie on the same plane which would make them coplanar points.

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The lines along the ceiling would represent the line segment because they are lines and they aren't infinite.

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The lead part of the pencil that is pointy (the very tip) would be considered the point of the photo.