已知[8x^3y^3-(-xy^2)^2]/A=-x^2y^2+1/8xy^3,求A*(3x^2y^4)/(2xy^3)的值
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已知[8x^3y^3-(-xy^2)^2]/A=-x^2y^2+1/8xy^3,求A*(3x^2y^4)/(2xy^3)的值已知[8x^3y^3-(-xy^2)^2]/A=-x^2y^2+1/8xy^
已知[8x^3y^3-(-xy^2)^2]/A=-x^2y^2+1/8xy^3,求A*(3x^2y^4)/(2xy^3)的值
已知[8x^3y^3-(-xy^2)^2]/A=-x^2y^2+1/8xy^3,求A*(3x^2y^4)/(2xy^3)的值
已知[8x^3y^3-(-xy^2)^2]/A=-x^2y^2+1/8xy^3,求A*(3x^2y^4)/(2xy^3)的值
因为[8x³y³-(-xy²)²]/A=-x²y²+1/8xy³
所以A=[8x³y³-(-xy²)²]/[-x²y²+(1/8)xy³]
=(8x²y-xy²)/[-x+(1/8)y]
=[xy(8x-y)]/[(1/8)*(-8x+y)]
=-8xy
则:A*(3x²y^4)/(2xy³)
=-8xy*(3x²y^4)/(2xy³)
=-12x²y²
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