When angles get bigger in a circle, the length of the chord, which connects two points on the circle's edge, changes too. Here’s a simple breakdown:

• Bigger Angle: As the angle gets bigger, the chord length also gets longer.

• Longest Chord: The longest chord is the diameter of the circle, which happens at a $180^\circ$ angle.

In simple words, when the angles are larger, the chords are longer. It’s really neat how that connection works!