设f(x-y,y/x)=xy,则f(xy,x+y)等于什么
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设f(x-y,y/x)=xy,则f(xy,x+y)等于什么设f(x-y,y/x)=xy,则f(xy,x+y)等于什么设f(x-y,y/x)=xy,则f(xy,x+y)等于什么设x-y=a,y/x=b,
设f(x-y,y/x)=xy,则f(xy,x+y)等于什么
设f(x-y,y/x)=xy,则f(xy,x+y)等于什么
设f(x-y,y/x)=xy,则f(xy,x+y)等于什么
设x-y=a,y/x=b,解得x=-a/(b-1),y=(-ab)/(b-1) 所以f(a,b)=(-a^2b)/(b-1)^2 即f(x,y)=(-x^2y)/(y-1)^2 所以f(xy,x+y)=(-(xy)^(2x+y))/(x+y-1)^2
设f(x-y,y/x)=xy,则f(xy,x+y)等于什么
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