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this is a real world example of an inscribed angle because the angles meet.

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this is a real world example because the stitching is the same but opposite from each other/ mirrored

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This is a real world example of equidistant chords because all the points are equal distance from each other.

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This is a real world image because it reminds me of congruent corresponding chords.

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This is a real world  image reminded me of a inscribed right triangle theorem because the chords are congruent.

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This real world image reminded me of Inscribed right triangle theorem because the hypotenuse is a diameter of the circle.

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This real world image reminded me of this theorem because 2 minor arcs are congruent and only their corresponding chords are congruent.

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The real world image reminded me of congruent corresponding chords because of how the angles are corresponding

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This is an example of equidistant chord theorem because points on the outer part of the circle are equidistant from the center

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This is an image of an perpendicular chord bisector

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This real world image reminded me of this theorem because the hypotenuse is a diameter of the circle

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This is a real world example of  an equidistant chord theorem because the buildings are equally distant from each other.

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this is an example of an inscribed right triangle because inside of the circle is a right triangle, and in this picture the pizza slice is the shape of a right triangle, and the whole pizza is a circle

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This real world image reminded me of this theorem because there is a circumscribed angle which if there was a central angle in the image would be 180 minus the central angle measurement.