Length of a Chord in a Circle

Consider a circle with center O and a radius of 10 units. A chord AB of the circle is drawn such that its distance from the center O is 6 units. Determine the length of the chord AB.

Use the formula for the relationship between the radius (r), the distance from the center to the chord (d), and the length of the chord (L):

$$L = 2 imes ext{sqrt}(r^2 - d^2)$$