Definition of Inscribed Angle
Inscribed Angle is defined as the angle formed by two chords that meet at the same point on a circle.
More About Inscribed Angle
The measure of an inscribed angle is half the measure of the central angle formed by using the same end points.
Video Examples: Geometry - Inscribed Angles
Example of Inscribed Angle
In the figure, AB and BC are two chords which meet at point B on the circle. So, ?ABC is an inscribed angle.
Solved Example on Inscribed Angle
Ques: Identify an inscribed angle.
Correct Answer: C
Step 1: An inscribed angle is the angle formed by two chords of a circle that meet at the same point on the circle.
Step 2: Here, in the figure, ?BAC is an inscribed angle as two chords BA and CA meet at point A.
Step 3: Therefore, ?BAC is an inscribed angle in the given figure.