The inscribed angle, multiplied by two, determines the intercepted arc that is created (intercepted arc measure = inscribed angle * 2).
The intercepted arc's length is equal to the circle's diameter. As a result, the diameter of the circle divided by the radius of the circle is the radian measurement of this central angle.
When two lines cross the circle's circumference and have the same point, or vertex, they create an intercepted arc. The measurable intercepted arc is the portion of the circle's diameter that lies between the two lines. Using chords, secant lines, and/or tangent lines, intercepted arcs can be made.
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