Answer:
The length of the arc is 14.13 meter.
Explanation:
Given : A circle has a radius of 5. An arc in this circle has a central angle of 162º.
To find : What is the length of the arc?
Solution :
The circumference of circle is

Radius is r=5
Diameter is d=10
Circumference is

The angle is 162º.
The length of the arc is given by,

The length of the arc is



Therefore, the length of the arc is 14.13 meter.