原式=[(x-1)/(x-2)^2-(x+2)/x(x-2)]/(4/x-1)
=[(x^2-x-x^2+4)/x(x-2)^2]/[(4-x)/x]
=(4-x)/x(x-2)^2*x/(4-x)
=1/(x-2)^2
=1/(-1-2)^2
=1/9
原式=[(x-1)/(x-2)^2-(x+2)/x(x-2)]/(4/x-1)
=[(x^2-x-x^2+4)/x(x-2)^2]/[(4-x)/x]
=(4-x)/x(x-2)^2*x/(4-x)
=1/(x-2)^2
=1/(-1-2)^2
=1/9