A circle C in the plane x + y +z= - 1 has a radius of 3 and center (2,0, - 3). Evaluate Q F . dr for F = (0,4z,3y), where C has counterclockwise orientation when vi depend on the location of the center of the circle? . . .. . $ F . dr = (Type an exact answer, using it as needed.) Does the circulation depend on the radius of the circle? O A. Yes. The circulation is inversely proportional to the square of the radius. O B. Yes. The circulation is proportional to the radius. O C. Yes. The circulation is inversely proportional to the radius. O D. No. The circulation does not change with the radius. O E. Yes. The circulation is proportional to the square of the radius. Does the circulation depend on the location of the center of the circle? O A. No. The circulation does not change when the circle moves in the plane. O B. Yes. The circulation changes linearly with x O C. Yes. The circulation has a complex relationship with the location of the circle. O D. Yes. The circulation changes linearly with y. O E. Yes. The circulation changes linearly with z