∵m²-n²=mn∴(m²-n²)^2=(mn)^2则 m^4+n^4-2m²n²=m²n²从而 m^4+n^4=3m²n² ①又 m²÷n²+n²÷m²=m^4/(m²n²)+n^4/(m²n²)=(...
若m²-n²=mn,求m²÷n²+n²÷m²的值.
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