Find the line integral of the vector field G = (yery + cos(x + y)) it (xery + cos(x + y))j along the curve C from the origin along the r-axis to the point (6,0) and then counterclockwise around the circumference of the 6 6 circle x2 + y' = 36 to the point V2' 12 NOTE: Enter the exact answer, or round to three decimal places. G . dr =