Two people are standing on the edge of a circular field. Person A is at an angle position of 1.1 radians (as measured counterclockwise from the positive x-axis), and person B is at 4.1 radians. The point (82, 0) has its coordinates given in units of meters. (82,0) Person B will walk clockwise along the perimeter of the field to meet person A. How far will person B have to walk?
