半月板损伤后遗症:初2简单数学题

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以知X(X-1)-(X^2-Y)=-3
求[(X^2+Y^2)/2]-XY=?
要求要有详细的步骤

已知:X(X-1)-(X²-Y)=-3
求解: [(X²+Y²)/2]-XY
解:
根据已知, X(X-1)-(X²-Y)=-3
∵ X(X-1)-(X²-Y)
=X²-X-X²+Y
=Y-X
∴ Y-X=-3
即 X-Y=3
于是 [(X²+Y²)/2]-XY
=(X²+Y²-2XY)/2
=(X-Y)²/2
=3²/2
=9/2
=4.5

上式
x^2-x-x^2+y=-3

x-y=3

下式=(x-y)^2/2=3^2/2=4.5

4.5