1.(2/x+y) - (1/x-y) = 2.当x=1984 y=1916时 :(x^4-y^4/x^2-2xy+y^2) × (y - x/x^2+y^2) =
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1.(2/x+y) - (1/x-y) = 2.当x=1984 y=1916时 :(x^4-y^4/x^2-2xy+y^2) × (y - x/x^2+y^2) =
1.(2/x+y) - (1/x-y) =
2.当x=1984 y=1916时 :(x^4-y^4/x^2-2xy+y^2) × (y - x/x^2+y^2) =
1.(2/x+y) - (1/x-y) = 2.当x=1984 y=1916时 :(x^4-y^4/x^2-2xy+y^2) × (y - x/x^2+y^2) =
[2/(x+y)]-[1/(x-y)]=(x-3y)/(x^2-y^2)
(x^4-y^4/x^2-2xy+y^2) × (y - x/x^2+y^2) = -(x+y)=-3900
[(-x-y)(-x+y)-(x+y)^2-x(y-y^2)}÷1/2y
感激不尽1.x,y满足(x-y-1)(x+y)
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(x-y)(2x-y-1)
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