{x²>0
{x²≠1
{9-x≠0
{(x+4)/(9-x)>0
1) x²>0
x∈(-∞; +∞)
2) x²≠1
x≠ -1 и x≠1
3) 9-x≠0
x≠9
4) (x+4)/(9-x)>0
(x+4)(9-x)>0
-(x+4)(x-9)>0
(x+4)(x-9)<0<br>x= -4 x=9
+ - +
-------- -4 ------------ 9 -----------
\\\\\\\\\\\\\\
x∈(-4; 9)
В итоге: x∈(-4; -1)U(-1; 1)U(1; 9)
D(y)=(-4; -1)U(-1; 1)U(1; 9)