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This is a complete circle as it's a round plane figure with many possibilities of points around the enter on the boundary.

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This indent door design has four sides and is identical for two sets of sides but has different measurements for two sets of sides.

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This indent design in the door has four sides and is identical on each side of measurement and angles of 90 degrees.

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The corner of the whiteboard meeting with the frame is at a complete 90 degree angle.

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The angle of the box's flap and the second flap intersects and creates an obtuse angle.

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The front of the desk sand bends downward with the iron rod which creates a 90 degree angle (the one I'm pointing at).

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Each window blind (has two needs so they're segments) is intersected by the stick that keeps it together (has two ends so is also a segment).

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The measurement of the pencil (with the ruler) is 18 cm. (i meant to say cm.) but the midpoint which if we divide by 2 is 9 cm.

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The two iron bars both match in measure, distance from each other, and  stand at a 90 degree angle with the top and bottom which is where they end.

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The table is connected to the wall so two planes (the wall and the table) intersect with a single line.

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The two lines (indeed designs on the doors) match together in measure and distance apart as well as their angles.

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These two distinct lines (the window frame) intersect at one point and continue on until their end.

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This is a line segment because it extends in a 180 degree angle on both sides and doesn't continue for infinity.

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This is a line because it had two ends and extends in a 180 degree angle on each side.

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This has collinear points because the needs as well as the text and symbols are at points on the line (pencil).

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These are coplanar points because the ends of each pencil or possibly any points in between those ends are on the plane.

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This is a plane because it is a flat surface with shape.

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This is a point because the screws are in one individual spot (plus it's a circle)