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我猜D Given: X+Y=integer, XY=integer (1) X=Decimal. Sufficient because: If X is decimal, then in order for X+Y = integer, Y must be decimal. (2) XY(X+Y) = integer, XY(X+Y) = odd, sufficient because: in order for XY(X+Y) = odd, Both of XY and (X+Y) must be odd. Other wise Xy(X+Y)=even now, in order for X+Y AND XY to be odd at the same time, X or Y cannot be both odd And integers at the same time because of the following: odd+even=odd, but XY would be odd, violates (2). odd+odd =even, violates (2). therefore, X and Y must be in decimal form===>N
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