In the same circle or equal circle, the arcs and chords opposite by equal circle angles are not equal There is another question: why is the degree of the arc equal to that of the central angle? Is the degree of an arc equal to that of a circle?

In the same circle or equal circle, the arcs and chords opposite by equal circle angles are not equal There is another question: why is the degree of the arc equal to that of the central angle? Is the degree of an arc equal to that of a circle?

"Deardearear77": ★ in the same circle or equal circle, the arcs and chords opposite by equal circular angles (equal) ★ the central angle of a circle is divided into 360 parts, and the central angle of each part is one degree. ★ the circumference of a circle is also divided into 360 parts, and each part (a section of arc) is also one degree (ARC). The arc opposite by the central angle is equal in degree