Let C be a simple, closed curve that lies in the plane 2x 3y + 5z = 17. Show that the
Chapter 7, Problem 16(choose chapter or problem)
Let C be a simple, closed curve that lies in the plane 2x 3y + 5z = 17. Show that the line integral C (3 cos x + z) dx + (5x ey ) dy 3y dz depends only on the area enclosed by C and its orientation, not on its particular shape or location in the plane.
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