(1/x-1/2)÷(1-x^2+4/4x)
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(1/x-1/2)÷(1-x^2+4/4x)(1/x-1/2)÷(1-x^2+4/4x)(1/x-1/2)÷(1-x^2+4/4x)(1/x-1/2)÷(1-x^2+4/4x)=(1/x-1/2)/(
(1/x-1/2)÷(1-x^2+4/4x)
(1/x-1/2)÷(1-x^2+4/4x)
(1/x-1/2)÷(1-x^2+4/4x)
(1/x-1/2)÷(1-x^2+4/4x)=(1/x-1/2)/(1-x^2+1/x)=[(2-x)/(2x)]/[(x-x^3+1)/x]=[(2-x)/(2x)]*[x/(x-x^3+1)]={}[(x-2)/2]*[1/(x^3-x-1)]
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