Circle O has a radius of 5 centimeters and central angle AOB with a measure of 60°. Describe in complete sentences how to find the length, in terms of a radian measure, of.

The arc length will be given as: l = r*x

Where x is the angle in radian

l is arc length

r is radius

Now, given angle = 60

To convert into radian we use the relation,

2π (radian) = 360 degree

Therefore, 60 degree in radian wil be = (2π/360) * 60

= π/3

Therefore, arc length = r*angle

= 5*π/3

= 5π/3