(1) 1/(x-4)=4/(x^2-16);(2) 3/(x-1)-(x+2)/[x(x-1)]=0;(3) (2-x)/(x-3)+1/(3-x)=1.

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(1) 1/(x-4)=4/(x^2-16);(2) 3/(x-1)-(x+2)/[x(x-1)]=0;(3) (2-x)/(x-3)+1/(3-x)=1.

(1) 1/(x-4)=4/(x^2-16);(2) 3/(x-1)-(x+2)/[x(x-1)]=0;(3) (2-x)/(x-3)+1/(3-x)=1.
(1) 1/(x-4)=4/(x^2-16);
(2) 3/(x-1)-(x+2)/[x(x-1)]=0;
(3) (2-x)/(x-3)+1/(3-x)=1.

(1) 1/(x-4)=4/(x^2-16);(2) 3/(x-1)-(x+2)/[x(x-1)]=0;(3) (2-x)/(x-3)+1/(3-x)=1.
x2-16=4×(x-4)
x2=4×x
最后x不等于=4,否则分母为0