1
x+y分之y-y^2-x^2分之xy
=y/(x+y)-xy/(x+y)(y-x)
=[y(y-x)-xy]/(x+y)(y-x)
=y^2-2xy/(y+x)(y-x)
2.
1 - [a-(1/1-a)]/(a^2-a+1)/(a^2-2a+1)
=1-[(a-a^2+1)/(1-a)] / [(a^2-2a+1)/(a^2-a+1)]
=1-[(a^2-a+1)/(a-1)] x[(a-1)^2/(a^2-a+1)]
=2-a
=2+1/4 =9/4
1
x+y分之y-y^2-x^2分之xy
=y/(x+y)-xy/(x+y)(y-x)
=[y(y-x)-xy]/(x+y)(y-x)
=y^2-2xy/(y+x)(y-x)
2.
1 - [a-(1/1-a)]/(a^2-a+1)/(a^2-2a+1)
=1-[(a-a^2+1)/(1-a)] / [(a^2-2a+1)/(a^2-a+1)]
=1-[(a^2-a+1)/(a-1)] x[(a-1)^2/(a^2-a+1)]
=2-a
=2+1/4 =9/4