[(y*y*y-y)/(xy+1)*(xy+1)-(x+y)*(x+y)]/[(x+y)*y/(x+1)]其中x=-11,y=1/12,化简再求值.

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[(y*y*y-y)/(xy+1)*(xy+1)-(x+y)*(x+y)]/[(x+y)*y/(x+1)]其中x=-11,y=1/12,化简再求值.

[(y*y*y-y)/(xy+1)*(xy+1)-(x+y)*(x+y)]/[(x+y)*y/(x+1)]其中x=-11,y=1/12,化简再求值.
[(y*y*y-y)/(xy+1)*(xy+1)-(x+y)*(x+y)]/[(x+y)*y/(x+1)]其中x=-11,y=1/12,化简再求值.

[(y*y*y-y)/(xy+1)*(xy+1)-(x+y)*(x+y)]/[(x+y)*y/(x+1)]其中x=-11,y=1/12,化简再求值.
原式=[y(y+1)(y-1)/(xy+1+x+y)(xy+1-x-y)]*[(x+1)/u(x+y)]
=[y(y+1)(y-1)/(x+1)(y+1)(x-1)(y-1)]*[(x+1)/y(x+y)]
=[y/(x+1)(x-1)]*[(x+1)/y(x+y)]
=1/(x-1)(x+y)
=1/131

(b+1)/(a-b) - b/a通分
=(ab+a-ab+b^2)/a(a-b)
=(a+b^2)/a(a-b)
a<0
a但a<0,b^2>0
所以a+b^2符号无法判断
比如a=-2,b=-1,则a+b^2<0
而a=2,b=-1.5,则a+b^2>0
所以符号无法判断