Suppose F = (y + 7x, 8x + 2z, 7y + 3x) and S is a surface bounded by C, a circle with radius 4, center at (3, 0, 0), in the plane x = 3, and oriented counterclockwise as viewed from the origin (0, 0, 0). Find the flux of curl(F) across S and then evaluate the circulation fF. dr. (Use symbolic notation and fractions where needed.) Is curl(F). dS= f.F. F. dr =

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