实数xy满足1< x3/y
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实数xy满足1实数xy满足1实数xy满足1设xy=(x^3/y)^m*(x^2/y^2)^n=x^(3m+2n)y^(-m-2n)3m+2n=1-m-2n=1m=1,n=-1即有xy=x^3/y*y^
实数xy满足1< x3/y
实数xy满足1< x3/y
实数xy满足1< x3/y
设xy=(x^3/y)^m*(x^2/y^2)^n=x^(3m+2n)y^(-m-2n)
3m+2n=1
-m-2n=1
m=1,n=-1
即有xy=x^3/y*y^2/x^2
2
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