Question 318910
{{{(-x(x-2)^(-1)-(2-x)^(-1)) / (x-(2-x)^(-1))=(-x/(x-2)-1/(2-x))/(x-1/(2-x))}}}
{{{(-x(x-2)^(-1)-(2-x)^(-1)) / (x-(2-x)^(-1))=(x/(2-x)-1/(2-x))/(x-1/(2-x))}}}
{{{(-x(x-2)^(-1)-(2-x)^(-1)) / (x-(2-x)^(-1))=(x/(2-x)-1/(2-x))/((x(2-x))/(2-x)-1/(2-x))}}}
{{{(-x(x-2)^(-1)-(2-x)^(-1)) / (x-(2-x)^(-1))= ( (1/(2-x)) (x-1))/( (1/(2-x))(x(2-x)-1))}}}
{{{(-x(x-2)^(-1)-(2-x)^(-1)) / (x-(2-x)^(-1))= ( cross(1/(2-x)) (x-1))/( cross(1/(2-x))(x(2-x)-1))}}}
{{{(-x(x-2)^(-1)-(2-x)^(-1)) / (x-(2-x)^(-1))=  (x-1)/((2x-x^2)-1)}}}
{{{(-x(x-2)^(-1)-(2-x)^(-1)) / (x-(2-x)^(-1))=  (x-1)/(-x^2+2x-1)}}}
{{{(-x(x-2)^(-1)-(2-x)^(-1)) / (x-(2-x)^(-1))=  (x-1)/(-(x^2-2x+1))}}}
{{{(-x(x-2)^(-1)-(2-x)^(-1)) / (x-(2-x)^(-1))=  (x-1)/(-(x-1)^2))}}}
{{{(-x(x-2)^(-1)-(2-x)^(-1)) / (x-(2-x)^(-1))=  cross(x-1)/(-(x-1)^(cross(2)))}}}

{{{(-x(x-2)^(-1)-(2-x)^(-1)) / (x-(2-x)^(-1))=  1/(-(x-1))}}}
{{{(-x(x-2)^(-1)-(2-x)^(-1)) / (x-(2-x)^(-1))=  highlight_green(1/(1-x))}}}