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The front cover of this bible shows an angle that I drew a bisector on.

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The line in the tile shows a straight angle that is 180 degrees.

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This block shows an acute angle.

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This hexagon has an obtuse angle in it.

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The lines around the tile show the perimeter of the square tile.

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The book pages represent the two congruent segments, because the book pages are the same height.

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The two rectangles represent two planes that are intersecting, and the dot shows the intersection.

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This knife is showing a triangle, because it has 3 sides.

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This rug is showing a complimentary angle, because there is an angle and the bisector shows that the two angles add up to be 90 degrees.

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This charging block is showing a square, because it has 4 edges and 4 sides that are perfectly the same length.

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This water bottle cap is showing a circle, because it has no edges.

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This Bible is showing that the height is bigger than the width showing it is a rectangle.

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This resembles an angle in the floor, and the box show it's a right angle that is 90 degrees.

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This is a line in the floor, and the arrows show it never ends.

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This resembles a postulate 1-2, because it shows the two pens used for lines intersecting, with a dot to show the intersection.

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These two lines resemble a parallel line, because the lines are parallel to each other, they will never touch.

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This resembles a point, the piece of paper is the plane and the dot resembles the point.

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This piece of paper resembles a plane that has angles and can hold lines and points on it.