Given two congruent arcs determine the value of your central angle

The video tutorial covers the concept of congruent chords in circles, explaining that chords of equal length have congruent arcs. It further discusses the relationship between central angles and arc measurements, emphasizing that the central angle is equal to the arc's measure. The tutorial concludes with an application of these concepts to solve for a central angle, demonstrating that if an arc measures 67 degrees, the central angle is also 67 degrees.

Discuss the significance of the relationship between angles with the same endpoints in a circle.

How can you determine the measure of angle X if another angle is given as 67 degrees?