原式=[ (x+2)/(x²-2x) - (x-1)/(x²-4x+4) ] ÷ (4-x)/x={ (x+2)/[x(x-2)] - (x-1)/(x-2)² } ▪ x/(4-x)={ (x+2)(x-2)/[x(x-2)²] - x(x-2)/[x(x-2)²] } ▪x/(4-x)={ (x²-4-x²+2x)/[x(x-2)²] } ▪ x/(4-x)=2(x-2)/[x(x-2)] ▪ x/(4-x)=2/(4-x)