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this is an example of an inscribed right triangle because the circle is the plate and within the plate there is a pizza which is the right triangle within the circle.

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This is and example of an inscribed right triangle because within the pizza you can spot a right triangle.

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This is an example of the Equidistant Chord Theorem because all of the chords are the same length and distance away from the center point.

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This is an example of a congruent corresponding because if two chords are congruent, then their corresponding arcs are congruent.

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There are two angles intercepting the same arc

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This is an example of Equidistant Chord Theorem because the chords on the circle are all the same length.

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This is an example of a equidistant chord because they are cut in equal pieces starting from the center.

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This is an example of a equidistant chord because all the chords are the same length from the others.

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This is an example of an equidistant chord theorem because all the slices of the cake are the same length.

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There is a right triangle cut into this pizza

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This real world image shows a circumcised angle because the sides are apart from each other at a quarter length.

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This real world image reminds me of the circle theorem because it has a half the measure of its intercepted arc.

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This pie reminds me of an Inscribed angle because there are 2 pieces missing and i want to know what is the measure of the pie as a whole.

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This real world image is a equidistant chord because all the points are equal distance from eachother

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this piece of pizza is circular and cut into triangles.

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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.