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The '''Inscribed Angle Theorem''' is a theorem which states that any [[inscribed angle]], that is, an [[angle]] with a [[vertex]] on a [[circle]] and whose sides are chords, measures exactly half the degree measure of the part of the circle inside the angle. This theorem is dependent on the measure of parts of circles in [[degree|degrees]], wherein the total circumference of any circle is 360 degrees.
The '''Inscribed Angle Theorem''' is a theorem which states that any [[inscribed angle]], that is, an [[angle]] with a [[vertex]] on a [[circle]] and whose sides are chords, measures exactly half the degree measure of the part of the circle inside the angle. This theorem is dependent on the measure of parts of circles in [[degree]]s, wherein the total circumference of any circle is 360 degrees.
==Proof==
==Proof==