(x^3+2x^2)-(4x+8)=0, x^2(x+2)-4(x+2)=0. (x+2)(x^2-4)=0, x+2=0, или (x^2-4)=0. x1=-2. (x-2)(x+2)=0, x-2=0, x=2. Ответ: x1=-2, x2=2.
2x/(x-1)+(3x+1)/(1-x²)-3/(x+1)=2x/(x-1)-(3x+1)/(x²-1)-3/(x+1)=
=(2x(x+1)-(3x+1)-3(x-1))/(x²-1)=(2x²+2x-3x-1-3x+3)/(x²-1)=
=(2x²-4x+2)/(x²-1)=2(x²-2x+1)/(x²-1)=2(x²-1)/(x²-1)=2.
(7-2а)/6=5/9
9*(7-2а)=5*6
63-18а=30
18а=33
а=33/18