Suppose that the region D is the semi- annular region in the upper half-plane between the circles x? + y? = 9 and x? + y? = 25. A. The the line integral o (x – y)dy + x²dx = -Area(D) = -16T. aD B. None of the listed alternatives. C. The the line integral P (x – y)dy + x²dx - Area(D) = -87. aD D. The the line integral $ (x – y)dy + x²dx = Area(D) = 167. - %3| E. The the line integral $ (x – y)dy + x²dx = Area(D) = 8t.

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