① 3/(X^2-1)=2/(X+1)+1/(1-X)
=2/(X+1)-1/(x-1)
=[(2x-2)-(x+1)]/(X^2-1)
=(x-3)/(X^2-1)
x-3=3
∴ x=6
② x/(x+3)=1+2/(x-1)
x/(x+3)-2/(x-1) =1
x^2-x-2x-6=(x+3)(x-1)
x^2-3x-6=x^2+2x-3
5x=-3
∴x=-3/5
① 3/(X^2-1)=2/(X+1)+1/(1-X)
=2/(X+1)-1/(x-1)
=[(2x-2)-(x+1)]/(X^2-1)
=(x-3)/(X^2-1)
x-3=3
∴ x=6
② x/(x+3)=1+2/(x-1)
x/(x+3)-2/(x-1) =1
x^2-x-2x-6=(x+3)(x-1)
x^2-3x-6=x^2+2x-3
5x=-3
∴x=-3/5