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The two cones could be counted as points and the space between them is the distance.

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The rest of this cake that has yet to be cut is the exterior of the ang.

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aa rainbow pastel ruffle cake bubble and sweet slice with flower

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The interior of the angle is the missing part of the cake.

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The door is set in the middle of the line making it a bisector.

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These sprinkles could count for coplanar points since they are in the same plane.

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The wall is a plane that extends.

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This coffee table has congruent lengths and congruent widths making it a rectangle.

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This laptop is opened to an obtuse angle which is larger tan 90 degrees.

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This roof is full of three sided triangles.

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The tapestry has four congruent sides.

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This frisbee is a circle.

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These identical boomerangs have congruent angles since they are exactly the same.

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The corner of this paper is a right angle.

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The cut of this pie degree is no bigger than 90 degrees.

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This a segment since it has an endpoint and a start point.

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The angle of this ruler is 180 degrees making it a straight angle.

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Where the two lines meet to make a point would be the postulate 1-2.

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Two lines(shelves) are across from each other and will never meet.