(4x+6x+18)/x(x+3)≥1
(10x+18)/x(x+3)≥1
(10x+18)/x(x+3) -1≥0
(10x+18-x²-3x)/x(x+3)≥0
(x²-7x-18)/x(x+3)≤0
x²-7x-18=0
x1+x2=7 U x1*x2=-18⇒x1=-2 U x2=9
x(x+3)=0⇒x=0 U x=-3
+ _ + _ +
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-3 -2 0 9
x∈(-3;-2] U (0;9]