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用适当的方式解方程(1/81)x平方+(7/81)x+(1/27)=-(17/27)-(1/3)-(11/81)x

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用适当的方式解方程
(1/81)x平方+(7/81)x+(1/27)=-(17/27)-(1/3)-(11/81)x
用适当的方式解方程(1/81)x平方+(7/81)x+(1/27)=-(17/27)-(1/3)-(11/81)x
(1/81)x^2+(7/81)x+(1/27)=-(17/27)-(1/3)-(11/81)x
(1/81)x^2+(7/81)x+(1/27)=-(17/27)-(9/27)-(11/81)x
(1/81)x^2+(7/81)x+(1/27)=-(8/27)-(11/81)x
(1/81)x^2+(7/81)x+(1/27)+(8/27)+(11/81)x=0
(1/81)x^2+(18/81)x+(9/27)=0
x^2+18x+27=0
x1=-9+(81-27)^0.5=-9+54^0.5=-9+3*(6^0.5)
x2=-9-(81-27)^0.5=-9-54^0.5=-9-3*(6^0.5)