先化简,再求值,(x²-y²)/(x+y)-2x-2y,其中x=3,y=1/3
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(x²-y²)/(x+y)-2x-2y
=x-y-2x-2y
=-x-3y
其中x=3,y=1/3
-3-1=-4
=x-y-2x-2y
=-x-3y
其中x=3,y=1/3
-3-1=-4
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(x²-y²)/(x+y)-2x-2y=(x+y)(x-y)/(x+y)-2x-2y
=x-y-2x-2y
=-x-3y
代入x=3,y=1/3,得(x²-y²)/(x+y)-2x-2y=-3-1=-4
=x-y-2x-2y
=-x-3y
代入x=3,y=1/3,得(x²-y²)/(x+y)-2x-2y=-3-1=-4
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(x²-y²)/(x+y)-2x-2y
=(x+y)(x-y)/(x+y)-2x-2y
=x-y-2x-2y
= -x-3y
当x=3,y=1/3时
上式= -3-3×1/3= -3-1= -4
=(x+y)(x-y)/(x+y)-2x-2y
=x-y-2x-2y
= -x-3y
当x=3,y=1/3时
上式= -3-3×1/3= -3-1= -4
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解答:
(x²-y²)/(x+y)-2x-2y=[(x^2-y^2)-2(x+y)^2]/(x+y)
=(x^2-y^2-2x^2-4xy-2y^2)/(x+y)=-(x^2+4xy+3y^2)/(x+y)
=-(x+y)(x+3y)/(x+y)=-(x+3y)=-(3+1)=-4
(x²-y²)/(x+y)-2x-2y=[(x^2-y^2)-2(x+y)^2]/(x+y)
=(x^2-y^2-2x^2-4xy-2y^2)/(x+y)=-(x^2+4xy+3y^2)/(x+y)
=-(x+y)(x+3y)/(x+y)=-(x+3y)=-(3+1)=-4
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(x²-y²)/(x+y)-2x-2y
=(x+y)(x-y)/(x+y)-2x-2y
=x-y-2x-2y
=-x-3y
x=3,y=1/3代入
-3-3(1/3)
=-3-1
=-4
=(x+y)(x-y)/(x+y)-2x-2y
=x-y-2x-2y
=-x-3y
x=3,y=1/3代入
-3-3(1/3)
=-3-1
=-4
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评论
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